+++ /dev/null
-# The "checkoutlist" file is used to support additional version controlled
-# administrative files in $CVSROOT/CVSROOT, such as template files.
-#
-# The first entry on a line is a filename which will be checked out from
-# the corresponding RCS file in the $CVSROOT/CVSROOT directory.
-# The remainder of the line is an error message to use if the file cannot
-# be checked out.
-#
-# File format:
-#
-# [<whitespace>]<filename><whitespace><error message><end-of-line>
-#
-# comment lines begin with '#'
+++ /dev/null
-# The "commitinfo" file is used to control pre-commit checks.
-# The filter on the right is invoked with the repository and a list
-# of files to check. A non-zero exit of the filter program will
-# cause the commit to be aborted.
-#
-# The first entry on a line is a regular expression which is tested
-# against the directory that the change is being committed to, relative
-# to the $CVSROOT. For the first match that is found, then the remainder
-# of the line is the name of the filter to run.
-#
-# If the repository name does not match any of the regular expressions in this
-# file, the "DEFAULT" line is used, if it is specified.
-#
-# If the name "ALL" appears as a regular expression it is always used
-# in addition to the first matching regex or "DEFAULT".
+++ /dev/null
-# Set this to "no" if pserver shouldn't check system users/passwords
-#SystemAuth=no
-
-# Set `PreservePermissions' to `yes' to save file status information
-# in the repository.
-#PreservePermissions=no
-
-# Set `TopLevelAdmin' to `yes' to create a CVS directory at the top
-# level of the new working directory when using the `cvs checkout'
-# command.
-#TopLevelAdmin=no
+++ /dev/null
-# This file affects handling of files based on their names.
-#
-# The -t/-f options allow one to treat directories of files
-# as a single file, or to transform a file in other ways on
-# its way in and out of CVS.
-#
-# The -m option specifies whether CVS attempts to merge files.
-#
-# The -k option specifies keyword expansion (e.g. -kb for binary).
-#
-# Format of wrapper file ($CVSROOT/CVSROOT/cvswrappers or .cvswrappers)
-#
-# wildcard [option value][option value]...
-#
-# where option is one of
-# -f from cvs filter value: path to filter
-# -t to cvs filter value: path to filter
-# -m update methodology value: MERGE or COPY
-# -k expansion mode value: b, o, kkv, &c
-#
-# and value is a single-quote delimited value.
-# For example:
-#*.gif -k 'b'
+++ /dev/null
-# The "editinfo" file is used to allow verification of logging
-# information. It works best when a template (as specified in the
-# rcsinfo file) is provided for the logging procedure. Given a
-# template with locations for, a bug-id number, a list of people who
-# reviewed the code before it can be checked in, and an external
-# process to catalog the differences that were code reviewed, the
-# following test can be applied to the code:
-#
-# Making sure that the entered bug-id number is correct.
-# Validating that the code that was reviewed is indeed the code being
-# checked in (using the bug-id number or a seperate review
-# number to identify this particular code set.).
-#
-# If any of the above test failed, then the commit would be aborted.
-#
-# Actions such as mailing a copy of the report to each reviewer are
-# better handled by an entry in the loginfo file.
-#
-# One thing that should be noted is the the ALL keyword is not
-# supported. There can be only one entry that matches a given
-# repository.
+++ /dev/null
-# The "loginfo" file controls where "cvs commit" log information
-# is sent. The first entry on a line is a regular expression which must match
-# the directory that the change is being made to, relative to the
-# $CVSROOT. If a match is found, then the remainder of the line is a filter
-# program that should expect log information on its standard input.
-#
-# If the repository name does not match any of the regular expressions in this
-# file, the "DEFAULT" line is used, if it is specified.
-#
-# If the name ALL appears as a regular expression it is always used
-# in addition to the first matching regex or DEFAULT.
-#
-# You may specify a format string as part of the
-# filter. The string is composed of a `%' followed
-# by a single format character, or followed by a set of format
-# characters surrounded by `{' and `}' as separators. The format
-# characters are:
-#
-# s = file name
-# V = old version number (pre-checkin)
-# v = new version number (post-checkin)
-#
-# For example:
-#DEFAULT (echo ""; id; echo %s; date; cat) >> $CVSROOT/CVSROOT/commitlog
-# or
-#DEFAULT (echo ""; id; echo %{sVv}; date; cat) >> $CVSROOT/CVSROOT/commitlog
+++ /dev/null
-# Three different line formats are valid:
-# key -a aliases...
-# key [options] directory
-# key [options] directory files...
-#
-# Where "options" are composed of:
-# -i prog Run "prog" on "cvs commit" from top-level of module.
-# -o prog Run "prog" on "cvs checkout" of module.
-# -e prog Run "prog" on "cvs export" of module.
-# -t prog Run "prog" on "cvs rtag" of module.
-# -u prog Run "prog" on "cvs update" of module.
-# -d dir Place module in directory "dir" instead of module name.
-# -l Top-level directory only -- do not recurse.
-#
-# NOTE: If you change any of the "Run" options above, you'll have to
-# release and re-checkout any working directories of these modules.
-#
-# And "directory" is a path to a directory relative to $CVSROOT.
-#
-# The "-a" option specifies an alias. An alias is interpreted as if
-# everything on the right of the "-a" had been typed on the command line.
-#
-# You can encode a module within a module by using the special '&'
-# character to interpose another module into the current module. This
-# can be useful for creating a module that consists of many directories
-# spread out over the entire source repository.
+++ /dev/null
-# The "notify" file controls where notifications from watches set by
-# "cvs watch add" or "cvs edit" are sent. The first entry on a line is
-# a regular expression which is tested against the directory that the
-# change is being made to, relative to the $CVSROOT. If it matches,
-# then the remainder of the line is a filter program that should contain
-# one occurrence of %s for the user to notify, and information on its
-# standard input.
-#
-# "ALL" or "DEFAULT" can be used in place of the regular expression.
-#
-# For example:
-#ALL mail %s -s "CVS notification"
+++ /dev/null
-# The "rcsinfo" file is used to control templates with which the editor
-# is invoked on commit and import.
-#
-# The first entry on a line is a regular expression which is tested
-# against the directory that the change is being made to, relative to the
-# $CVSROOT. For the first match that is found, then the remainder of the
-# line is the name of the file that contains the template.
-#
-# If the repository name does not match any of the regular expressions in this
-# file, the "DEFAULT" line is used, if it is specified.
-#
-# If the name "ALL" appears as a regular expression it is always used
-# in addition to the first matching regex or "DEFAULT".
+++ /dev/null
-# The "taginfo" file is used to control pre-tag checks.
-# The filter on the right is invoked with the following arguments:
-#
-# $1 -- tagname
-# $2 -- operation "add" for tag, "mov" for tag -F, and "del" for tag -d
-# $3 -- repository
-# $4-> file revision [file revision ...]
-#
-# A non-zero exit of the filter program will cause the tag to be aborted.
-#
-# The first entry on a line is a regular expression which is tested
-# against the directory that the change is being committed to, relative
-# to the $CVSROOT. For the first match that is found, then the remainder
-# of the line is the name of the filter to run.
-#
-# If the repository name does not match any of the regular expressions in this
-# file, the "DEFAULT" line is used, if it is specified.
-#
-# If the name "ALL" appears as a regular expression it is always used
-# in addition to the first matching regex or "DEFAULT".
+++ /dev/null
-# The "verifymsg" file is used to allow verification of logging
-# information. It works best when a template (as specified in the
-# rcsinfo file) is provided for the logging procedure. Given a
-# template with locations for, a bug-id number, a list of people who
-# reviewed the code before it can be checked in, and an external
-# process to catalog the differences that were code reviewed, the
-# following test can be applied to the code:
-#
-# Making sure that the entered bug-id number is correct.
-# Validating that the code that was reviewed is indeed the code being
-# checked in (using the bug-id number or a seperate review
-# number to identify this particular code set.).
-#
-# If any of the above test failed, then the commit would be aborted.
-#
-# Actions such as mailing a copy of the report to each reviewer are
-# better handled by an entry in the loginfo file.
-#
-# One thing that should be noted is the the ALL keyword is not
-# supported. There can be only one entry that matches a given
-# repository.
+++ /dev/null
-*.cmo
-*.cmx
-*.cmi
-
-*.o
-*.a
-
+++ /dev/null
-gdome2-xslt-cpp-smart.pc
-gdome2-xslt.pc
-autom4te.cache
-Makefile
-Makefile.in
-aclocal.m4
-config.h
-config.h.in
-config.log
-config.status
-configure
-libtool
-stamp-h
-stamp-h.in
+++ /dev/null
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Stefano Zacchiroli <zacchiro@cs.unibo.it>
-Luca Padovani <lpadovan@cs.unibo.it>
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-SUBDIRS = gdome_xslt test
+++ /dev/null
-Makefile
-Makefile.in
-.deps
+++ /dev/null
-
-#ifndef __GdomeSmartDOMXSLT_hh__
-#define __GdomeSmartDOMXSLT_hh__
-
-#include "GdomeSmartDOMXSLTStylesheet.hh"
-
-#endif // __GdomeSmartDOMXSLT_hh__
+++ /dev/null
-// This file is part of a XSLT engine working on Gdome documents. In fact,
-// it just maps Gdome documents to libxml documents back and forth, and
-// applies the transformation on libxml documents using libxlt.
-//
-// Copyright (C) 2002: Luca Padovani <lpadovan@cs.unibo.it>
-//
-// This library is free software; you can redistribute it and/or
-// modify it under the terms of the GNU Lesser General Public
-// License as published by the Free Software Foundation; either
-// version 2.1 of the License, or (at your option) any later version.
-//
-// This library is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
-// Lesser General Public License for more details.
-//
-// You should have received a copy of the GNU Lesser General Public
-// License along with this library; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-//
-// For more information, please send an email to lpadovan@cs.unibo.it
-
-#include "config.h"
-
-#include <string>
-#include <cassert>
-
-#include <stdio.h>
-#include <GdomeSmartDOM.hh>
-
-#include "GdomeSmartDOMXSLTStylesheet.hh"
-
-namespace GdomeSmartDOMExt {
-
- XSLTStylesheet::XSLTStylesheet(const Document& doc)
- {
- assert(doc);
- GdomeDocument* _doc = gdome_cast_doc(doc.gdome_object());
- assert(_doc);
- stylesheet = processStylesheet(_doc);
- GdomeException _exc = 0;
- gdome_doc_unref(_doc, &_exc);
- assert(_exc == 0);
- }
-
- XSLTStylesheet::~XSLTStylesheet()
- {
- if (stylesheet)
- {
- xsltFreeStylesheet(stylesheet);
- stylesheet = 0;
- }
- }
-
- Document
- XSLTStylesheet::apply(const Document& source) const
- {
- std::vector< std::pair<GdomeString,GdomeString> > noParams;
- return apply(source, noParams);
- }
-
- Document
- XSLTStylesheet::apply(const Document& source, const std::vector< std::pair<GdomeString,GdomeString> >& params) const
- {
- assert(source);
-
- char** _params = (char**) malloc(sizeof(char*) * (2 * params.size() + 1));
- for (unsigned i = 0; i < params.size(); i++)
- {
- std::string param = params[i].first;
- _params[2 * i] = strdup(param.c_str());
- std::string value = params[i].second;
- _params[2 * i + 1] = strdup(value.c_str());
- }
- _params[2 * params.size()] = 0;
-
- GdomeDocument* _source = gdome_cast_doc(source.gdome_object());
- assert(_source);
- GdomeDocument* _result = applyStylesheet(_source, stylesheet, const_cast<const char**>(_params));
-
- GdomeException _exc = 0;
- gdome_doc_unref(_source, &_exc);
- assert(_exc == 0);
-
- for (unsigned i = 0; i < 2 * params.size(); i++) free(_params[i]);
- free(_params);
-
- Document result(_result);
- gdome_doc_unref(_result, &_exc);
- assert(_exc == 0);
-
- return result;
- }
-
- void
- XSLTStylesheet::save(const Document& doc, const std::string& filename) const
- {
- assert(doc);
- GdomeException _exc = 0;
- GdomeDocument* _doc = gdome_cast_doc(doc.gdome_object());
- assert(_doc);
- if (saveResultToFilename(filename.c_str(), _doc, stylesheet, 0) < 0) throw SaveException();
- gdome_doc_unref(_doc, &_exc);
- assert(_exc == 0);
- }
-
- void
- XSLTStylesheet::save(const Document& doc, FILE* f) const
- {
- assert(doc);
- GdomeException _exc = 0;
- GdomeDocument* _doc = gdome_cast_doc(doc.gdome_object());
- assert(_doc);
- if (saveResultToFile(f, _doc, stylesheet) < 0) throw SaveException();
- gdome_doc_unref(_doc, &_exc);
- assert(_exc == 0);
- }
-
- void
- XSLTStylesheet::save(const Document& doc, int fd) const
- {
- assert(doc);
- GdomeException _exc = 0;
- GdomeDocument* _doc = gdome_cast_doc(doc.gdome_object());
- assert(_doc);
- if (saveResultToFd(fd, _doc, stylesheet) < 0) throw SaveException();
- gdome_doc_unref(_doc, &_exc);
- assert(_exc == 0);
- }
-
-}
+++ /dev/null
-// This file is part of a XSLT engine working on Gdome documents. In fact,
-// it just maps Gdome documents to libxml documents back and forth, and
-// applies the transformation on libxml documents using libxlt.
-//
-// Copyright (C) 2002: Luca Padovani <lpadovan@cs.unibo.it>
-//
-// This library is free software; you can redistribute it and/or
-// modify it under the terms of the GNU Lesser General Public
-// License as published by the Free Software Foundation; either
-// version 2.1 of the License, or (at your option) any later version.
-//
-// This library is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
-// Lesser General Public License for more details.
-//
-// You should have received a copy of the GNU Lesser General Public
-// License along with this library; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-//
-// For more information, please send an email to lpadovan@cs.unibo.it
-
-#ifndef __GdomeSmartDOMXSLTStylesheet_hh__
-#define __GdomeSmartDOMXSLTStylesheet_hh__
-
-#include <vector>
-#include <string>
-#include <stdio.h>
-
-#include "gdome_xslt.h"
-#include <GdomeSmartDOM.hh>
-
-namespace GdomeSmartDOMExt {
-
- using namespace GdomeSmartDOM;
-
- class XSLTStylesheet
- {
- public:
- explicit XSLTStylesheet(const Document& doc);
- ~XSLTStylesheet();
-
- Document apply(const Document& source) const;
- Document apply(const Document& source, const std::vector< std::pair<GdomeString, GdomeString> >& params) const;
- void save(const Document& result, const std::string& filename) const;
- void save(const Document& result, FILE* f) const;
- void save(const Document& result, int fd) const;
-
- class SaveException { };
-
- private:
- XSLTStylesheet(const XSLTStylesheet&);
-
- xsltStylesheet* stylesheet;
- };
-
-}
-
-#endif // __GdomeSmartDOMXSLTStylesheet_hh__
+++ /dev/null
-
-lib_LTLIBRARIES = libgdome_xslt_cpp_smart.la
-
-libgdome_xslt_cpp_smart_la_LIBADD = $(top_builddir)/C/gdome_xslt/libgdome_xslt.la
-
-libgdome_xslt_cpp_smart_la_LDFLAGS = -version-info @VERSION_INFO@
-
-libgdome_xslt_cpp_smart_la_SOURCES = \
- GdomeSmartDOMXSLTStylesheet.cc
-
-pkginclude_HEADERS = \
- GdomeSmartDOMXSLTStylesheet.hh \
- GdomeSmartDOMXSLT.hh
-
-INCLUDES = \
- $(GMETADOM_CFLAGS) \
- $(LIBXSLT_CFLAGS) \
- -I$(top_srcdir) \
- -I$(top_srcdir)/C/gdome_xslt
+++ /dev/null
-Makefile
-Makefile.in
-.deps
+++ /dev/null
-
-noinst_PROGRAMS = test
-
-test_SOURCES = main.cc
-
-LDADDS = \
- $(GMETADOM_LIBS) \
- $(LIBXSLT_LIBS) \
- $(top_builddir)/C++/gdome_xslt/libgdome_xslt_cpp_smart.la
-
-test_LDADD = $(LDADDS)
-
-INCLUDES = \
- $(GMETADOM_CFLAGS) \
- $(LIBXSLT_CFLAGS) \
- -I$(top_srcdir)/C/gdome_xslt \
- -I$(top_srcdir)/C++/gdome_xslt
-
+++ /dev/null
-/* This file is a test for the XSLT engine working on Gdome documents.
- *
- * Copyright (C) 2002 Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to <sacerdot@cs.unibo.it>
- */
-
-#include <string>
-#include <iostream>
-#include "GdomeSmartDOMXSLT.hh"
-
-namespace DOM = GdomeSmartDOM;
-namespace DOMX = GdomeSmartDOMExt;
-
-#define OUTPUT_FILE "../../test_files/output.xml"
-#define CORRECT_OUTPUT_FILE "../../test_files/output.xml.correct"
-
-int
-main(void)
-{
- int bytes;
- DOM::DOMImplementation di;
- std::vector< std::pair<DOM::GdomeString, DOM::GdomeString> > params;
-
- params.push_back(std::make_pair(DOM::GdomeString("parameter1"), DOM::GdomeString("'value1'")));
- params.push_back(std::make_pair(DOM::GdomeString("parameter2"), DOM::GdomeString("'value2'")));
- params.push_back(std::make_pair(DOM::GdomeString("parameter3"), DOM::GdomeString("'value3'")));
-
- DOM::Document input = di.createDocumentFromURI("../../test_files/input.xml");
- DOM::Document style = di.createDocumentFromURI("../../test_files/stylesheet.xsl");
-
- DOMX::XSLTStylesheet style_libxslt(style);
- DOM::Document output = style_libxslt.apply(input, params);
- style_libxslt.save(output, OUTPUT_FILE);
-
- std::cout << "The test was successful iff " << OUTPUT_FILE << " is equal to " << CORRECT_OUTPUT_FILE << std::endl;
-
- return 0;
-}
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-
-SUBDIRS = gdome_xslt test
-
+++ /dev/null
-gdome_xslt.o
-Makefile
-Makefile.in
-.deps
+++ /dev/null
-
-lib_LTLIBRARIES = libgdome_xslt.la
-
-libgdome_xslt_la_LDFLAGS = -version-info @VERSION_INFO@
-
-libgdome_xslt_la_SOURCES = gdome_xslt.c
-
-pkginclude_HEADERS = gdome_xslt.h
-
-INCLUDES = \
- $(GDOME_CFLAGS) \
- $(LIBXSLT_CFLAGS) \
- -I$(top_srcdir)
-
+++ /dev/null
-/* This file implements a XSLT engine working on Gdome documents. In fact,
- * it just maps Gdome documents to libxml documents back and forth, and
- * applyes the transformation on libxml documents using libxlt.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- */
-
-#include <stdio.h>
-#include <stdarg.h>
-#include <string.h>
-#include <gdome.h>
-#include <libxslt/xsltconfig.h>
-#include <libxslt/xslt.h>
-#include <libxslt/xsltutils.h>
-#include <libxslt/transform.h>
-#include <libxslt/imports.h>
-#include "gdome_xslt.h"
-
-// Begin of Gdome internals exposed
-typedef struct _Gdome_xml_Document Gdome_xml_Document;
-struct _Gdome_xml_Document {
- GdomeDocument super;
- const GdomeDocumentVtab* vtab;
- int refcnt;
- xmlDocPtr n;
- GdomeAccessType accessType;
-};
-
-GdomeNode* gdome_xml_n_mkref(xmlNode* n);
-// End of Gdome internals exposed
-
-// Begin of the abstraction of Gdome internals. Uses the Gdome internals exposed
-xmlDocPtr libxml_of_gdome(GdomeDocument* doc)
-{
- return ((Gdome_xml_Document*)doc)->n;
-}
-
-GdomeDocument* gdome_of_libxml(xmlDocPtr n)
-{
- return (GdomeDocument*)gdome_xml_n_mkref((xmlNode*)n);
-}
-// End of the abstraction of Gdome internals. Uses the Gdome internals exposed.
-
-
-
-// From now on no Gdome internal should be used directly.
-
- /******************************/
- /* XSLT stylesheet Processing */
- /******************************/
-
-xsltStylesheetPtr processStylesheet(GdomeDocument* style)
-{
- xmlDocPtr style_copy;
- xmlDocPtr style_libxml;
-
- if (style == NULL) {
- return NULL;
- }
- style_libxml = libxml_of_gdome(style);
- style_copy = xmlCopyDoc(style_libxml, 1);
- style_copy->URL = xmlStrdup(style_libxml->URL);
-
- xsltSetGenericDebugFunc(NULL, NULL);
-
- return xsltParseStylesheetDoc(style_copy);
-}
-
- /*******************************/
- /* XSLT stylesheet Application */
- /*******************************/
-
-GdomeDocument* applyStylesheet(GdomeDocument* source, xsltStylesheetPtr
- style_libxslt, const char** params)
-{
- xmlDocPtr source_libxml;
- xmlDocPtr output_libxml;
-
- if (source == NULL) return NULL;
- source_libxml = libxml_of_gdome(source);
-
- xsltSetGenericDebugFunc(NULL, NULL);
-
- output_libxml = xsltApplyStylesheet(style_libxslt, source_libxml,
- params);
-
- if (output_libxml == NULL) return NULL;
-
- return gdome_of_libxml(output_libxml);
-}
-
- /******************/
- /* Results Output */
- /******************/
-
-int saveResultToFilename (const char* name, GdomeDocument* result,
- xsltStylesheetPtr style_libxslt, int compression)
-{
- xmlDocPtr result_libxml;
-
- if (result == NULL) return -1;
- result_libxml = libxml_of_gdome(result);
-
- xsltSetGenericDebugFunc(NULL, NULL);
-
- return xsltSaveResultToFilename(name, result_libxml,
- style_libxslt, compression);
-}
-
-int saveResultToFile (FILE* file, GdomeDocument* result,
- xsltStylesheetPtr style_libxslt)
-{
- xmlDocPtr result_libxml;
-
- if (result == NULL) return -1;
- result_libxml = libxml_of_gdome(result);
-
- xsltSetGenericDebugFunc(NULL, NULL);
-
- return xsltSaveResultToFile(file, result_libxml, style_libxslt);
-}
-
-int saveResultToFd (int fd, GdomeDocument* result, xsltStylesheetPtr
- style_libxslt)
-{
- xmlDocPtr result_libxml;
-
- if (result == NULL) return -1;
- result_libxml = libxml_of_gdome(result);
-
- xsltSetGenericDebugFunc(NULL, NULL);
-
- return xsltSaveResultToFd(fd, result_libxml, style_libxslt);
-}
-
- /**********************************************/
- /* Error and Debugging Callbacks Registration */
- /**********************************************/
-
- /* max size of a single message passed to callbacks */
-#define MAX_MSG_SIZE 1024
-#define TRUNCATED_MSG "... TRUNCATED ..."
-#define TRUNCATED_MSG_LEN strlen(TRUNCATED_MSG)
-
- /* ERROR callbacks */
-
- /* user provided error callback, needs a string input */
-static gdomeXsltMsgCallback errorUserCallback = NULL;
-
- /* libxslt like error callback, ignore context, builds a string
- * input for user provided error callback and invoke it */
-void gdomeXsltErrorCallback (void *ctx, const char *msg, ...) {
- va_list args;
- char buf[MAX_MSG_SIZE];
-
- if (errorUserCallback == NULL)
- return;
-
- va_start(args, msg);
- if (vsnprintf(buf, MAX_MSG_SIZE, msg, args) > MAX_MSG_SIZE - 1)
- { /* message truncated; write TRUNCATED_MSG on it */
- strncpy(buf+(strlen(buf) - TRUNCATED_MSG_LEN),
- TRUNCATED_MSG, TRUNCATED_MSG_LEN);
- }
- va_end(args);
-
- (*errorUserCallback) (buf);
-
- return;
-}
-
- /* set user provided error callback */
-void setErrorCallback (gdomeXsltMsgCallback callback)
-{
- errorUserCallback = callback;
- xsltSetGenericErrorFunc(NULL,
- (callback == NULL ? NULL : gdomeXsltErrorCallback));
-
- return;
-}
-
- /* DEBUG callbacks */
-
- /* user provided debug callback, needs a string input */
-static gdomeXsltMsgCallback debugUserCallback = NULL;
-
- /* libxslt like debug callback, ignore context, builds a string
- * input for user provided debug callback and invoke it */
-void gdomeXsltDebugCallback (void *ctx, const char *msg, ...) {
- va_list args;
- char buf[MAX_MSG_SIZE];
-
- if (debugUserCallback == NULL)
- return;
-
- va_start(args, msg);
- if (vsnprintf(buf, MAX_MSG_SIZE, msg, args) > MAX_MSG_SIZE - 1)
- { /* message truncated; write TRUNCATED_MSG on it */
- strncpy(buf+(strlen(buf) - TRUNCATED_MSG_LEN),
- TRUNCATED_MSG, TRUNCATED_MSG_LEN);
- }
- va_end(args);
-
- (*debugUserCallback) (buf);
-
- return;
-}
-
- /* set user provided debug callback */
-void setDebugCallback (gdomeXsltMsgCallback callback)
-{
- debugUserCallback = callback;
- xsltSetGenericDebugFunc(NULL,
- (callback == NULL ? NULL : gdomeXsltDebugCallback));
-
- return;
-}
-
+++ /dev/null
-
-/* This file implements a XSLT engine working on Gdome documents. In fact,
- * it just maps Gdome documents to libxml documents back and forth, and
- * applies the transformation on libxml documents using libxlt.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- */
-
-#ifndef __gdome_xslt_h__
-#define __gdome_xslt_h__
-
-#include <gdome.h>
-#include <libxslt/xsltconfig.h>
-#include <libxslt/xslt.h>
-#include <libxslt/xsltutils.h>
-#include <libxslt/transform.h>
-#include <libxslt/imports.h>
-
-#ifdef __cplusplus
-extern "C" {
-#endif /* __cplusplus */
-
- /******************************/
- /* XSLT stylesheet Processing */
- /******************************/
-
-xsltStylesheetPtr processStylesheet (GdomeDocument* style);
-
-
- /*******************************/
- /* XSLT stylesheet Application */
- /*******************************/
-
-GdomeDocument* applyStylesheet (GdomeDocument* source,
- xsltStylesheetPtr style_libxslt,
- const char** params);
-
- /******************/
- /* Results Output */
- /******************/
-
-int saveResultToFilename (const char* name,
- GdomeDocument* result,
- xsltStylesheetPtr style_libxslt,
- int compression);
-int saveResultToFile (FILE* file,
- GdomeDocument* result,
- xsltStylesheetPtr style_libxslt);
-int saveResultToFd (int fd,
- GdomeDocument* result,
- xsltStylesheetPtr style_libxslt);
-
- /**********************************************/
- /* Error and Debugging Callbacks Registration */
- /**********************************************/
-
-typedef void(*gdomeXsltMsgCallback)(const char *);
-
-void setErrorCallback (gdomeXsltMsgCallback callback);
-void setDebugCallback (gdomeXsltMsgCallback callback);
-
-#ifdef __cplusplus
-}
-#endif /* __cplusplus */
-
-#endif /* __gdome_xslt_h__ */
+++ /dev/null
-test
-.deps
-Makefile
-Makefile.in
+++ /dev/null
-
-noinst_PROGRAMS = test
-
-test_SOURCES = test.c
-
-LDADDS = \
- $(GDOME_LIBS) \
- $(LIBXSLT_LIBS) \
- $(top_builddir)/C/gdome_xslt/libgdome_xslt.la
-
-test_LDADD = $(LDADDS)
-
-INCLUDES = \
- $(GDOME_CFLAGS) \
- $(LIBXSLT_CFLAGS) \
- -I$(top_srcdir)/C/gdome_xslt
-
+++ /dev/null
-/* This file is a test for the XSLT engine working on Gdome documents.
- *
- * Copyright (C) 2002 Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to <sacerdot@cs.unibo.it>
- */
-
-#include <stdio.h>
-#include <gdome.h>
-#include <libxslt/xsltconfig.h>
-#include <libxslt/xslt.h>
-#include <libxslt/imports.h>
-
-#include "gdome_xslt.h"
-
-#define OUTPUT_FILE "../../test_files/output.xml"
-#define CORRECT_OUTPUT_FILE "../../test_files/output.xml.correct"
-
-GdomeDocument* loadDocument(GdomeDOMImplementation *domimpl, char *uri)
-{
- GdomeDocument *doc;
- GdomeException exc;
-
- doc = gdome_di_createDocFromURI(domimpl, uri, GDOME_LOAD_PARSING, &exc);
- if (doc == NULL) {
- fprintf (stderr,
- "DOMImplementation.createDocFromURI: failed\n\tException #%d\n",
- exc);
- }
-
- return doc;
-}
-
-/* // old version: use gdome serialization
-int saveDocument(GdomeDOMImplementation *domimpl, GdomeDocument* doc, char *uri)
-{
- GdomeException exc;
-
- if (!gdome_di_saveDocToFile (domimpl, doc, uri, GDOME_SAVE_STANDARD, &exc)) {
- fprintf (stderr,
- "DOMImplementation.saveDocToFile: failed\n\tException #%d\n",
- exc);
- return 0;
- }
-
- return 1;
-}
-*/
-
- /* new version, use libxslt serialization */
-int saveDocument(char* fname, GdomeDocument* result, xsltStylesheetPtr style) {
- return saveResultToFilename(fname, result, style, 0);
-}
-
-int main(void)
-{
- int bytes;
- GdomeDOMImplementation *domimpl;
- GdomeDocument *input;
- GdomeDocument *style;
- xsltStylesheetPtr style_libxslt;
- GdomeDocument *output;
- GdomeException exc;
- const char* params[] = {"parameter1", "'value1'",
- "parameter2", "'value2'",
- "parameter3", "'value3'",
- NULL};
-
- domimpl = gdome_di_mkref();
-
- if (!(input = loadDocument(domimpl, "../../test_files/input.xml"))) return 1;
- if (!(style = loadDocument(domimpl, "../../test_files/stylesheet.xsl"))) return 1;
-
- style_libxslt = processStylesheet(style);
-
- output = applyStylesheet(input, style_libxslt, params);
-
-/* if (!(saveDocument(domimpl, output, "../../test_files/output.xml"))) return 1; */
- bytes = saveDocument("../../test_files/output.xml", output, style_libxslt);
-
- xsltFreeStylesheet(style_libxslt);
- gdome_di_freeDoc (domimpl, input, &exc);
- gdome_di_freeDoc (domimpl, style, &exc);
- gdome_di_freeDoc (domimpl, output, &exc);
- gdome_di_unref (domimpl, &exc);
-
- printf("The test was successful iff %s is equal to %s\n",
- OUTPUT_FILE,
- CORRECT_OUTPUT_FILE);
-
- return 0;
-}
+++ /dev/null
-
- GNU LESSER GENERAL PUBLIC LICENSE
- Version 2.1, February 1999
-
- Copyright (C) 1991, 1999 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
-[This is the first released version of the Lesser GPL. It also counts
- as the successor of the GNU Library Public License, version 2, hence
- the version number 2.1.]
-
- Preamble
-
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-^L
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-^L
- How to Apply These Terms to Your New Libraries
-
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-possible use to the public, we recommend making it free software that
-everyone can redistribute and change. You can do so by permitting
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- but WITHOUT ANY WARRANTY; without even the implied warranty of
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- library `Frob' (a library for tweaking knobs) written by James
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- <signature of Ty Coon>, 1 April 1990
- Ty Coon, President of Vice
-
-That's all there is to it!
-
-
+++ /dev/null
-As a special exception to the GNU Library General Public License, you
-may link, statically or dynamically, a "work that uses the Library"
-with a publicly distributed version of the Library to produce an
-executable file containing portions of the Library, and distribute
-that executable file under terms of your choice, without any of the
-additional requirements listed in clause 6 of the GNU Library General
-Public License. By "a publicly distributed version of the Library",
-we mean either the unmodified Library as distributed by INRIA, or a
-modified version of the Library that is distributed under the
-conditions defined in clause 3 of the GNU Library General Public
-License. This exception does not however invalidate any other reasons
-why the executable file might be covered by the GNU Library General
-Public License.
+++ /dev/null
-DISTDIR = @PACKAGE@-@VERSION@
-
-EXTRA_DIST = BUGS LICENSE aclocal.m4 debian gdome2-xslt.pc.in gdome2-xslt-cpp-smart.pc.in
-
-pkgconfigdir = $(libdir)/pkgconfig
-pkgconfig_DATA = gdome2-xslt.pc gdome2-xslt-cpp-smart.pc
-
-## SUBDIRS = C C++ test_files
-SUBDIRS = C C++ ocaml test_files
-
-deb: dist
- if [ -d $(DISTDIR)/ ]; then rm -rf $(DISTDIR); else true; fi
- tar xvzf $(DISTDIR).tar.gz
- (cd $(DISTDIR)/ && debuild)
- rm -rf $(DISTDIR)
-
+++ /dev/null
-dnl Process this file with autoconf to produce a configure script.
-AC_INIT
-AC_CONFIG_SRCDIR([C/gdome_xslt/gdome_xslt.h])
-
-PACKAGE=gdome2-xslt
-VERSION=0.0.7
-VERSION_INFO=`echo $VERSION | awk -F. '{ printf "%d:%d:%d", $1+$2, $3, $2 }'`
-AC_SUBST(VERSION_INFO)
-
-AC_PROG_CC
-AC_PROG_CXX
-AC_PROG_INSTALL
-
-AM_CONFIG_HEADER(config.h)
-AM_INIT_AUTOMAKE($PACKAGE, $VERSION)
-AM_PROG_LIBTOOL
-
-PKG_CHECK_MODULES(GDOME, gdome2 >= 0.7.0,, AC_MSG_ERROR(could not find Gdome2))
-AC_SUBST(GDOME_CFLAGS)
-AC_SUBST(GDOME_LIBS)
-
-PKG_CHECK_MODULES(GMETADOM, gdome2-cpp-smart >= 0.1.8,, AC_MSG_ERROR(could not find GMetaDOM))
-AC_SUBST(GMETADOM_CFLAGS)
-AC_SUBST(GMETADOM_LIBS)
-
-PKG_CHECK_MODULES(LIBXSLT, libxslt,, AC_MSG_ERROR(could not find libxslt))
-AC_SUBST(LIBXSLT_CFLAGS)
-AC_SUBST(LIBXSLT_LIBS)
-
-AC_CHECK_PROG(HAVE_OCAMLC, ocamlc, yes, no)
-if test $HAVE_OCAMLC = "no"; then
- AC_MSG_ERROR(could not find ocamlc in PATH, please make sure ocaml is installed)
-else
- OCAMLC=ocamlc
- OCAMLSTDLIBDIR="`ocamlc -where`"
- OCAMLSTUBDIR="`ocamlc -where`/stublibs"
- AC_SUBST(OCAMLC)
- AC_SUBST(OCAMLSTDLIBDIR)
- AC_SUBST(OCAMLSTUBDIR)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLOPT, ocamlopt, yes, no)
-if test $HAVE_OCAMLOPT = "no"; then
- AC_MSG_WARN(ocaml native libraries won't be compiled since ocamlopt was not found)
-else
- OCAMLOPT=ocamlopt
- AC_SUBST(OCAMLOPT)
-fi
-AM_CONDITIONAL(HAVE_OCAMLOPT_COND, test x$HAVE_OCAMLOPT = xyes)
-
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "no"; then
- AC_MSG_ERROR(could not find ocamlfind in PATH, please make sure findlib is installed)
-else
- OCAMLFIND=ocamlfind
- AC_SUBST(OCAMLFIND)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLDEP, ocamldep, yes, no)
-if test $HAVE_OCAMLDEP = "yes"; then
- OCAMLDEP=ocamldep
- AC_SUBST(OCAMLDEP)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLMKLIB, ocamlmklib, yes, no)
-if test $HAVE_OCAMLMKLIB = "no"; then
- AC_MSG_ERROR(could not find ocamlmklib in PATH, please make sure ocamlmklib is installed)
-else
- OCAMLMKLIB=ocamlmklib
- AC_SUBST(OCAMLMKLIB)
-fi
-
-AC_MSG_CHECKING(for gdome2 ocaml binding)
-ocamlfind query gdome2 ||
- AC_MSG_ERROR(gdome2 not installed (according to findlib))
-MLGDOME_CFLAGS="`$OCAMLFIND query -i-format gdome2`"
-AC_SUBST(MLGDOME_CFLAGS)
-
-AC_MSG_CHECKING(for the ocaml library dir)
-OCAML_LIB_DIR=`ocamlc -where`
-AC_MSG_RESULT($OCAML_LIB_DIR)
-
-AC_CHECK_FILE(/usr/include/caml/mlvalues.h,
- OCAML_INCLUDE_DIR=/usr/include/caml,
- OCAML_INCLUDE_DIR=$OCAML_LIB_DIR/caml
-)
-
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-AC_SUBST(OCAML_INCLUDE_DIR)
-
-AC_CONFIG_FILES([
- Makefile
- C/Makefile
- C/gdome_xslt/Makefile
- C/test/Makefile
- C++/gdome_xslt/Makefile
- C++/test/Makefile
- C++/Makefile
- ocaml/Makefile
- ocaml/gdome_xslt/Makefile
- ocaml/gdome_xslt/META
- ocaml/test/Makefile
- gdome2-xslt.pc
- gdome2-xslt-cpp-smart.pc
- test_files/Makefile])
-AC_OUTPUT
+++ /dev/null
-gdome2-xslt (0.0.7-1) unstable; urgency=low
-
- * New upstream release
- - enable static linking of C/OCaml glue code
- * debian/control
- - bumped dependencies to gmetadom 0.2.3
- * debian/*
- - ABI transition for gcc 4
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 7 Jul 2005 10:39:37 +0000
-
-gdome2-xslt (0.0.6-8) unstable; urgency=low
-
- * debian/rules
- - uses cdbs
- * debian/control
- - added build dependency on cdbs, bumped debhelper dependency as needed
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 22 May 2005 23:46:24 +0200
-
-gdome2-xslt (0.0.6-7) unstable; urgency=low
-
- * rebuilt against ocaml 3.08.3
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 26 Mar 2005 00:38:05 +0100
-
-gdome2-xslt (0.0.6-6) unstable; urgency=medium
-
- * debian/control
- - depend on ocaml-base-nox-3.08 instead of ocaml-base-3.08 since
- this package doesn't directly need ocaml X libraries
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 24 Aug 2004 12:25:28 +0200
-
-gdome2-xslt (0.0.6-5) unstable; urgency=low
-
- * re-run autotools chain to get rid of spurious shared objects created
- without .so suffixes
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 27 Jul 2004 10:00:09 +0200
-
-gdome2-xslt (0.0.6-4) unstable; urgency=low
-
- * rebuilt with ocaml 3.08
- * debian/control
- - bumped ocaml deps to 3.08
- - bumped standards-version to 3.6.1.1
- - changed ocaml deps to ocaml-nox
- - bumped gmetadom (ocaml part) versions to >= 0.2.1-3 (first version
- rebuilt with ocaml 3.08)
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 26 Jul 2004 16:47:13 +0200
-
-gdome2-xslt (0.0.6-3) unstable; urgency=high
-
- * ocaml/gdome_xslt/Makefile.am
- - use .o PIC objects from .libs directory
- (should fix build failure on hppa)
- * debian/control
- - versione build dep on findlib to >= 0.8-5
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 21 Oct 2003 14:43:09 +0200
-
-gdome2-xslt (0.0.6-2) unstable; urgency=low
-
- * Rebuilt against gmetadom 0.2.1, gdome2 0.8.1 (should link against glib2)
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 10 Oct 2003 09:38:27 +0200
-
-gdome2-xslt (0.0.6-1) unstable; urgency=low
-
- * ocaml binding
- - wrapped XSLT stylesheet application in a blocking section so that
- it can be interrupted by ocaml exceptions, signals, ...
- * restructured/cleaned up Makefiles
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 4 Oct 2003 17:09:37 +0200
-
-gdome2-xslt (0.0.4-9) unstable; urgency=low
-
- * Rebuilt with ocaml 3.07
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 1 Oct 2003 14:18:19 +0200
-
-gdome2-xslt (0.0.4-8) unstable; urgency=low
-
- * Rebuilt with ocaml 3.07beta2
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 22 Sep 2003 18:26:04 +0200
-
-gdome2-xslt (0.0.4-7) unstable; urgency=low
-
- * rebuilt against gmetadom 0.1.10-3
- * debian/control
- - strictly depends on gmetadom >= 0.1.10-3 (older version are buggy
- on mips)
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 14 Jul 2003 11:16:59 +0200
-
-gdome2-xslt (0.0.4-6) unstable; urgency=low
-
- * debian/control
- - bumped gmetadom dependencies to >= 0.1.10-2 (to ensure that .pc
- is available)
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 1 Jul 2003 10:14:14 +0200
-
-gdome2-xslt (0.0.4-5) unstable; urgency=low
-
- * rebuilt using gmetadom 0.1.9
- * debian/control
- - added build-dep on pkg-config
- - bumped dependencies on gmetadom to 0.1.9
- - bumped standards-version to 3.5.10
- - changed section of -dev packages to libdevel
- - added ${misc:Depends}
- * debian/rules
- - removed DH_COMPAT in favour of debian/compat
- - removed dh_movefiles in favour of dh_install
- - cosmetic changes
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 19 Jun 2003 17:05:47 +0200
-
-gdome2-xslt (0.0.4-4) unstable; urgency=low
-
- * Bugfix: ships also -config script
- * Bumped Standards-Version to 3.5.9
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 20 Mar 2003 20:45:27 +0100
-
-gdome2-xslt (0.0.4-3) unstable; urgency=low
-
- * Implemented "high" level functions to set handlers for libxslt error and
- debugging messages: setErrorCallback, setDebugCallback (C flavour)
- * Implemented binding for the above functions (OCaml flavour)
- * Bugfix: installs also i_gdome_xslt.ml, gdome_xslt_init.o
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 13 Mar 2003 18:07:22 +0100
-
-gdome2-xslt (0.0.4-2) unstable; urgency=low
-
- * Bugfix: installs also i_gdome_xslt.cmi
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 12 Mar 2003 18:28:27 +0100
-
-gdome2-xslt (0.0.4-1) unstable; urgency=low
-
- * New release
- * Added a new interface for apply method which requires no arguments
- * Bumped gmetadom dependencies to 0.1.6
- * Removed << dependencies on gmetadom
- * Bumpetd gdome2 version to 0.7.4
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 10 Mar 2003 17:50:42 +0100
-
-gdome2-xslt (0.0.3-3) unstable; urgency=low
-
- * No longer use virtual dependencies on other ocaml libraries, reverted to
- >=/<< dependencies approach
- * Bumped dependencies on gmetadom to version 0.1.5
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 24 Jan 2003 13:10:22 +0100
-
-gdome2-xslt (0.0.3-2) unstable; urgency=low
-
- * Use versioned ocaml standard library directory
- * Changed deps and build-deps to ocaml-3.06-1
- * Source named changed to gdome2-xslt
- * Moved OCaml .so stub in <stdlib>/stublibs
- * Moved ocaml stuff in /usr/lib/ocaml/3.06
- * Ship also C and C++ flavours
- * Added dep from libgdome2-xslt-ocaml to libgdome2-ocaml
- * Added dep from libgdome2-xslt-ocaml-dev to libgdome2-ocaml-dev-0.1.4
- * Added build-dep to libgdome2-cpp-smart-dev
- * Provided a better Description
- * Bumped Standards-Version to 3.5.8
- * Better test for ocamlopt existence
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 8 Dec 2002 16:09:56 +0100
-
-libxslt-ocaml (0.0.2-1) unstable; urgency=low
-
- * Added serialization functions
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 28 Nov 2002 17:59:29 +0100
-
-libxslt-ocaml (0.0.1-3) unstable; urgency=low
-
- * Rebuilt with ocaml 3.06 (Closes: Bug#158225, Bug#158217)
- * Upgraded Standards-Version to 3.5.6
- * Switched deps and build-deps to ocaml-3.06 and ocaml-base-3.06
- * Switched to debhelper 4
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 28 Aug 2002 11:09:04 +0200
-
-libxslt-ocaml (0.0.1-2) unstable; urgency=low
-
- * Added -fPIC option when compiled some .o in order to succesfully build
- also on HPPA (Closes: Bug#142485).
- * Renamed binary packages to libgdome2-xslt-ocaml and -dev.
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 12 Apr 2002 14:55:57 +0200
-
-libxslt-ocaml (0.0.1-1) unstable; urgency=low
-
- * Initial Release.
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 6 Apr 2002 13:00:49 +0200
-
+++ /dev/null
-Source: gdome2-xslt
-Section: devel
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>= 4.1.0), ocaml-nox-3.08.3, ocaml-findlib (>= 0.8-5), libgdome2-ocaml-dev (>= 0.2.3), libgdome2-dev (>= 0.8.1), libxslt1-dev, libgdome2-cpp-smart-dev (>= 0.2.3), pkg-config, cdbs
-Standards-Version: 3.6.1.1
-
-Package: libgdome2-xslt0c2
-Section: libs
-Architecture: any
-Depends: ${shlibs:Depends}, ${misc:Depends}
-Replaces: libgdome2-xslt0
-Conflicts: libgdome2-xslt0
-Description: Minimal XSLT processor working on GDome2 documents
- gdome2-xslt is a very small C library that implements a minimal
- XSLT processor that can be used to apply XSLT stylesheets to
- gdome2 documents.
- .
- This package includes shared libraries for the C implementation
- and for the C++ bindings.
-
-Package: libgdome2-xslt-dev
-Section: libdevel
-Architecture: any
-Depends: libgdome2-xslt0c2 (= ${Source-Version}), libxslt1-dev, libgdome2-dev (>= 0.8.1), libgdome2-cpp-smart-dev (>= 0.2.3), ${misc:Depends}
-Description: Minimal XSLT processor working on GDome2 documents
- gdome2-xslt is a very small C library that implements a minimal
- XSLT processor that can be used to apply XSLT stylesheets to
- gdome2 documents.
- .
- This package includes development support files for the C
- library and for its C++ bindings.
-
-Package: libgdome2-xslt-ocaml
-Architecture: any
-Depends: ocaml-base-nox-3.08.3, libgdome2-ocaml (>= 0.2.3), ${shlibs:Depends}, ${misc:Depends}
-Description: OCaml bindings for a minimal GDome2 based XSLT processor
- gdome2-xslt is a very small C library that implements a minimal
- XSLT processor that can be used to apply XSLT stylesheets to
- gdome2 documents.
- .
- This package ships the OCaml language bindings for gdome2-xslt.
- .
- This package contains only the OCaml shared runtime stub libraries.
-
-Package: libgdome2-xslt-ocaml-dev
-Architecture: any
-Section: libdevel
-Depends: ocaml-nox-3.08.3, libgdome2-xslt-ocaml (= ${Source-Version}), libgdome2-ocaml-dev (>= 0.2.3), libxslt1-dev, libgdome2-dev (>= 0.8.1), ${misc:Depends}
-Description: OCaml bindings for a minimal GDome2 based XSLT processor
- gdome2-xslt is a very small C library that implements a minimal
- XSLT processor that can be used to apply XSLT stylesheets to
- gdome2 documents.
- .
- This package ships the OCaml language bindings for gdome2-xslt.
- .
- This package contains OCaml development stuff for gdome2-xslt.
-
+++ /dev/null
-This package was debianized by Stefano Zacchiroli <zack@dalamar.krynn.it> on
-Sat, 6 Apr 2002 13:00:49 +0200.
-
-It was exported from the HELM CVS which is accesible using ViewCVS from:
- http://www.cs.unibo.it/helm/
-
-Upstream Author:
- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-
-Copyright:
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- On a Debian GNU/Linux system, the LGPL can be found as
- /usr/share/common-licenses/LGPL-2.1.
+++ /dev/null
-ocaml/test/test.ml
-test_files/*
+++ /dev/null
-debian/tmp/usr/include/
-debian/tmp/usr/lib/*.a
-debian/tmp/usr/lib/*.la
-debian/tmp/usr/lib/*.so
-debian/tmp/usr/lib/pkgconfig/
+++ /dev/null
-usr/lib/ocaml/3.08.3
+++ /dev/null
-C/test/test.c
-C++/test/main.cc
-test_files/*
+++ /dev/null
-debian/tmp/usr/lib/ocaml/3.08.3/stublibs/*.owner
-debian/tmp/usr/lib/ocaml/3.08.3/stublibs/lib*.so
-debian/tmp/usr/lib/ocaml/3.08.3/gdome2-xslt/
+++ /dev/null
-usr/lib/ocaml/3.08.3
+++ /dev/null
-debian/tmp/usr/lib/ocaml/3.08.3/stublibs/dll*.so
+++ /dev/null
-debian/tmp/usr/lib/*.so.*
+++ /dev/null
-#!/usr/bin/make -f
-include /usr/share/cdbs/1/rules/debhelper.mk
-include /usr/share/cdbs/1/class/autotools.mk
+++ /dev/null
-# This is a comment
-prefix=@prefix@
-exec_prefix=@exec_prefix@
-libdir=@libdir@
-includedir=@includedir@
-datadir=@datadir@
-
-Name: Gdome2/XSLT C++ Binding
-Description: API for applying XSLT stylesheets to Gdome2 documents
-Version: @VERSION@
-Requires: gdome2 libxslt
-Libs: @LIBXSLT_LIBS@ -L${libdir} -lgdome_xslt_cpp_smart
-Cflags: @LIBXSLT_CFLAGS@ -I${includedir}/@PACKAGE@
-
+++ /dev/null
-# This is a comment
-prefix=@prefix@
-exec_prefix=@exec_prefix@
-libdir=@libdir@
-includedir=@includedir@
-datadir=@datadir@
-
-Name: Gdome2/XSLT C Binding
-Description: API for applying XSLT stylesheets to Gdome2 documents
-Version: @VERSION@
-Requires: gdome2 libxslt
-Libs: @LIBXSLT_LIBS@ -L${libdir} -lgdome_xslt
-Cflags: @LIBXSLT_CFLAGS@ -I${includedir}/@PACKAGE@
-
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-SUBDIRS = gdome_xslt test
+++ /dev/null
-META
-Makefile
-Makefile.in
-config.cache
-config.log
-config.status
-configure
-gdome2-xslt.cma
-gdome_xslt.cmi
-gdome_xslt.cmo
-gdome_xslt.cmx
-gdome2-xslt.cmxa
-gdome_xslt.o
-gdome_xslt_init.cmi
-gdome_xslt_init.cmo
-gdome_xslt_init.cmx
-gdome_xslt_init.o
-i_gdome_xslt.cmi
-i_gdome_xslt.cmo
-i_gdome_xslt.cmx
-i_gdome_xslt.o
-ml_gdome_xslt.o
-.deps
+++ /dev/null
-gdome_xslt.cmo: i_gdome_xslt.cmo gdome_xslt.cmi
-gdome_xslt.cmx: i_gdome_xslt.cmx gdome_xslt.cmi
-gdome_xslt_init.cmo: i_gdome_xslt.cmo gdome_xslt_init.cmi
-gdome_xslt_init.cmx: i_gdome_xslt.cmx gdome_xslt_init.cmi
-gdome_xslt.cmi: i_gdome_xslt.cmo
+++ /dev/null
-requires="gdome2"
-version="@VERSION@"
-archive(byte)="mlgdome2-xslt.cma gdome_xslt_init.cmo"
-archive(native)="mlgdome2-xslt.cmxa gdome_xslt_init.cmx"
+++ /dev/null
-
-ARCHIVE = mlgdome2-xslt
-PKGNAME = gdome2-xslt
-OCAMLINSTALLDIR = $(DESTDIR)$(OCAMLSTDLIBDIR)/$(PKGNAME)
-STUBSDIR = $(DESTDIR)$(OCAMLSTUBDIR)
-OCAMLFLAGS = -I +gdome2
-OCAMLC = @OCAMLC@ ${OCAMLFLAGS}
-OCAMLOPT = @OCAMLOPT@ ${OCAMLFLAGS}
-OCAMLDEP = @OCAMLDEP@
-OCAML_CFLAGS = @OCAML_CFLAGS@
-OCAMLFIND = @OCAMLFIND@
-OCAMLMKLIB = ocamlmklib
-DLL = dll$(ARCHIVE).so
-
-BUILT_SOURCES = x_gdome_xslt.c
-
-CLEANFILES = \
- $(ARCHIVE).cma $(ARCHIVE).cmxa $(ARCHIVE).a lib$(ARCHIVE).a $(DLL) \
- *.cmo *.cmx *.cmi $(BUILT_SOURCES)
-
-EXTRA_DIST = \
- META.in .depend \
- gdome_xslt.ml gdome_xslt.mli gdome_xslt_init.ml gdome_xslt_init.mli \
- i_gdome_xslt.ml \
- ocaml-io.h
-
-if HAVE_OCAMLOPT_COND
-noinst_DATA = \
- $(ARCHIVE).cma $(DLL) $(ARCHIVE).cmxa $(ARCHIVE).a lib$(ARCHIVE).a \
- gdome_xslt_init.cmo gdome_xslt_init.cmx
-else
-noinst_DATA = \
- $(ARCHIVE).cma $(DLL) gdome_xslt_init.cmo lib$(ARCHIVE).a
-endif
-
-noinst_LTLIBRARIES = libmlgdome2-xslt.la
-C_SRC = ml_gdome_xslt.c x_gdome_xslt.c
-libmlgdome2_xslt_la_SOURCES = $(C_SRC)
-
-O_S = $(C_SRC:%.c=.libs/%.o)
-LO_S = $(O_S:%.o=%.lo)
-CMA_DEPS = i_gdome_xslt.cmo gdome_xslt.cmo
-CMXA_DEPS = $(CMA_DEPS:%.cmo=%.cmx)
-SHARED_LIBS = $(LIBXSLT_LIBS) $(GDOME_LIBS)
-
-x_gdome_xslt.c: $(top_srcdir)/C/gdome_xslt/gdome_xslt.c
- cp $< $@
-
-$(ARCHIVE).cma: $(CMA_DEPS)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-$(ARCHIVE).cmxa: $(CMXA_DEPS)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-lib$(ARCHIVE).a $(DLL): $(O_S)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-
-INCLUDES = $(GDOME_CFLAGS) $(MLGDOME_CFLAGS) -I/usr/include/caml -I$(top_srcdir)/C/gdome_xslt
-
-BYTECODE_STUFF = \
- $(ARCHIVE).cma $(DLL) i_gdome_xslt.cmi i_gdome_xslt.ml gdome_xslt.cmi \
- gdome_xslt.mli gdome_xslt_init.cmi gdome_xslt_init.mli gdome_xslt_init.cmo \
- lib$(ARCHIVE).a
-NATIVECODE_STUFF = \
- $(ARCHIVE).cmxa $(ARCHIVE).a gdome_xslt_init.cmx gdome_xslt_init.o
-if HAVE_OCAMLOPT_COND
-install-data-local: $(BYTECODE_STUFF) $(NATIVECODE_STUFF)
-else
-install-data-local: $(BYTECODE_STUFF)
-endif
- $(mkinstalldirs) $(OCAMLINSTALLDIR) $(STUBSDIR)
- chmod -x $(DLL)
- for i in $^; do \
- if [ "$$i" != "$(DLL)" ]; then \
- $(INSTALL_DATA) $$i $(OCAMLINSTALLDIR)/$$i; \
- fi \
- done
- if [ "x$(OCAMLFIND)" != "x" ]; then \
- mv $(OCAMLINSTALLDIR) $(OCAMLINSTALLDIR).saved; \
- $(OCAMLFIND) install -destdir $(DESTDIR)$(OCAMLSTDLIBDIR)/ $(PKGNAME) META $(DLL); \
- $(INSTALL_DATA) $(OCAMLINSTALLDIR).saved/* $(OCAMLINSTALLDIR)/; \
- rm -rf $(OCAMLINSTALLDIR).saved/; \
- else \
- $(INSTALL_DATA) $(DLL) $(STUBSDIR); \
- fi
-
-uninstall-local:
- if [ "x$(OCAMLFIND)" != "x" ]; then \
- $(OCAMLFIND) remove -destdir $(DESTDIR)$(OCAMLSTDLIBDIR)/ $(PKGNAME); \
- else \
- rm -rf $(OCAMLINSTALLDIR); \
- rm $(STUBSDIR)/$(DLL); \
- fi
- rm $(STUBSDIR)/lib$(ARCHIVE).so
-
-#### OCaml only stuff from now on
-
-DEPOBJS = *.ml *.mli
-
-depend:
- $(OCAMLDEP) $(DEPOBJS) > .depend
-
-%.cmi : $(srcdir)/%.mli
- if test ! -e $(@:%.cmi=%.mli) -a "x$(srcdir)" != "x." ; then $(LN_S) $< . ; fi
- $(OCAMLC) -c $(@:%.cmi=%.mli)
-
-%.cmo : $(srcdir)/%.ml
- if test ! -e $(@:%.cmo=%.ml) -a "x$(srcdir)" != "x." ; then $(LN_S) $< . ; fi
- $(OCAMLC) -c $(@:%.cmo=%.ml)
-
-%.cmx %.o : $(srcdir)/%.ml
- if test ! -e $(@:%.cmx=%.ml) -a "x$(srcdir)" != "x." ; then $(LN_S) $< . ; fi
- $(OCAMLOPT) -c $(@:%.cmx=%.ml)
-
-include .depend
-
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- *)
-
-let processStylesheet style =
- I_gdome_xslt.processStylesheet style#as_Document
-;;
-
-let applyStylesheet ~source ~stylesheet ~params =
- let res =
- I_gdome_xslt.applyStylesheet ~source:(source#as_Document) ~stylesheet
- ~params
- in
- new Gdome.document res
-;;
-
-let saveResultToChannel ~outchan ~result ~stylesheet =
- I_gdome_xslt.saveResultToChannel
- ~outchan
- ~result:result#as_Document
- ~stylesheet
-;;
-
-let setErrorCallback = function
- | None -> I_gdome_xslt.disableErrorCallback ()
- | Some (callback: string -> unit) ->
- Callback.register "error_callback" callback;
- I_gdome_xslt.enableErrorCallback ()
-;;
-let setDebugCallback = function
- | None -> I_gdome_xslt.disableDebugCallback ()
- | Some (callback: string -> unit) ->
- Callback.register "debug_callback" callback;
- I_gdome_xslt.enableDebugCallback ()
-;;
-
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- *)
-
-(* processStylesheet stylesheet *)
-(* Process a stylesheet so that it can be subsequently used *)
-(* with applyStylesheet. *)
-val processStylesheet:
- Gdome.document ->
- I_gdome_xslt.processed_stylesheet
-
-(* applyStylesheet source stylesheet params *)
-(* Applies a processed stylesheet to a source document, using *)
-(* the given list of parameters (couples name,value) *)
-val applyStylesheet:
- source: Gdome.document ->
- stylesheet:I_gdome_xslt.processed_stylesheet ->
- params:(string * string) list ->
- Gdome.document
-
-(* output the result of a previous XSLT transformation to an *)
-(* output channel *)
-val saveResultToChannel:
- outchan: out_channel ->
- result: Gdome.document ->
- stylesheet: I_gdome_xslt.processed_stylesheet ->
- unit
-
-(** set error callback, that is a function invoked each time an error message is
-generated. If None is passed, libxslt default error callback is used *)
-val setErrorCallback: (string -> unit) option -> unit
-
-(** set debug callback, that is a function invoked each time a debugging message
-is generated. If None is passed, libxslt default error callback is used *)
-val setDebugCallback: (string -> unit) option -> unit
-
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- *)
-
-exception ProcessStylesheetException
-exception ApplyStylesheetException
-
-let _ =
- Callback.register_exception
- "ProcessStylesheetException" ProcessStylesheetException
-;;
-
-let _ =
- Callback.register_exception
- "ApplyStylesheetException" ApplyStylesheetException
-;;
-
-I_gdome_xslt.setXsltMaxDepth 2000;;
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- *)
-
-(**************************** WARNING!!! ***********************************)
-(*** ***)
-(*** This file must always be linked with any code using gdome_xslt and ***)
-(*** must be linked as the first file. It is responsible of initializing ***)
-(*** the whole binding, registering some ocaml values to the C level. ***)
-(*** ***)
-(***************************************************************************)
-
-exception ProcessStylesheetException
-exception ApplyStylesheetException
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- *)
-
-type processed_stylesheet
-
-external setXsltMaxDepth:
- int ->
- unit
- = "setXsltMaxDepth"
-
-external processStylesheet:
- [> `Document] GdomeT.t ->
- processed_stylesheet
- = "ml_processStylesheet"
-
-external applyStylesheet:
- source: [> `Document] GdomeT.t ->
- stylesheet: processed_stylesheet ->
- params: (string * string) list ->
- TDocument.t
- = "ml_applyStylesheet"
-
-external saveResultToChannel:
- outchan: out_channel ->
- result: TDocument.t ->
- stylesheet: processed_stylesheet ->
- unit
- = "ml_saveResultToChannel"
-
-external enableErrorCallback : unit -> unit = "ml_enableErrorCallback"
-external disableErrorCallback : unit -> unit = "ml_disableErrorCallback"
-external enableDebugCallback : unit -> unit = "ml_enableDebugCallback"
-external disableDebugCallback : unit -> unit = "ml_disableDebugCallback"
-
+++ /dev/null
-/* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- */
-
-#include <assert.h>
-
-#include <caml/memory.h>
-#include <caml/custom.h>
-#include <caml/callback.h>
-#include <caml/mlvalues.h>
-
-#include <libxslt/xsltconfig.h>
-#include <libxslt/imports.h>
-
-#include "ocaml-io.h"
-#include "mlgdomevalue.h"
-#include "gdome_xslt.h"
-
-xsltStylesheetPtr XsltStylesheetPtr_val(value);
-
-static void ml_xsltFreeStylesheet(value v)
-{
- xsltFreeStylesheet(XsltStylesheetPtr_val(v));
-}
-
-xsltStylesheetPtr XsltStylesheetPtr_val(value v)
-{
- CAMLparam1(v);
- xsltStylesheetPtr res = *((xsltStylesheetPtr*) Data_custom_val(v));
- CAMLreturn(res);
-}
-
-value Val_XsltStylesheetPtr(xsltStylesheetPtr obj)
-{
- CAMLparam0();
- CAMLlocal1(v);
- static struct custom_operations ops = {
- "http://www.cs.unibo.it/helm/gdome_xslt/XsltStylesheetPtr",
- ml_xsltFreeStylesheet,
- custom_compare_default,
- custom_hash_default,
- custom_serialize_default,
- custom_deserialize_default
- };
-
- v = alloc_custom(&ops, sizeof(xsltStylesheetPtr), 0, 1);
- *((xsltStylesheetPtr*) Data_custom_val(v)) = obj;
-
- CAMLreturn(v);
-}
-
-value ml_processStylesheet(value style)
-{
- CAMLparam1(style);
- xsltStylesheetPtr res;
- res = processStylesheet(Document_val(style));
- if (res == NULL) {
- value* excp;
- excp = caml_named_value("ProcessStylesheetException");
- assert(excp != NULL);
- raise_constant(*excp);
- }
- CAMLreturn(Val_XsltStylesheetPtr(res));
-}
-
-value setXsltMaxDepth(value depth)
-{
- CAMLparam1(depth);
- xsltMaxDepth = Int_val(depth);
- CAMLreturn0;
-}
-
-value ml_applyStylesheet(value source, value style, value params)
-{
- CAMLparam3(source,style,params);
- CAMLlocal1(list);
- GdomeDocument* res;
- int i;
- const char** c_params;
-
- i = 0 ; list = params;
- while(list != Val_int(0)) {
- list = Field(list,1);
- i++;
- }
- c_params = (const char **)malloc(sizeof(char *) * (i * 2 + 1));
-
- i = 0; list = params;
- while(list != Val_int(0)) {
- c_params[i] = String_val(Field(Field(list,0),0));
- c_params[i+1] = String_val(Field(Field(list,0),1));
- list = Field(list,1);
- i+=2;
- }
- c_params[i] = NULL;
- enter_blocking_section();
- res = applyStylesheet(Document_val(source),
- XsltStylesheetPtr_val(style),
- c_params);
- leave_blocking_section();
- free(c_params);
- if (res == NULL) {
- value* excp;
- excp = caml_named_value("ApplyStylesheetException");
- assert(excp != NULL);
- raise_constant(*excp);
- }
- CAMLreturn(Val_Document(res));
-}
-
-value ml_saveResultToChannel(value channel,
- value result,
- value stylesheet)
-{
- CAMLparam3(channel, result, stylesheet);
-
- saveResultToFd((Channel(channel))->fd,
- Document_val(result),
- XsltStylesheetPtr_val(stylesheet));
-
- CAMLreturn0;
-}
-
- /* error callback handling */
-
-static void ml_gdomeXsltErrorCallback(const char *msg) {
- callback(*caml_named_value("error_callback"), copy_string(msg));
-
- return;
-}
-
-value ml_enableErrorCallback(value unit) {
- CAMLparam1(unit);
- setErrorCallback(ml_gdomeXsltErrorCallback);
- CAMLreturn(Val_unit);
-}
-
-value ml_disableErrorCallback(value unit) {
- CAMLparam1(unit);
- setErrorCallback(NULL);
- CAMLreturn(Val_unit);
-}
-
- /* debug callback handling */
-
-static void ml_gdomeXsltDebugCallback(const char *msg) {
- callback(*caml_named_value("debug_callback"), copy_string(msg));
-
- return;
-}
-
-value ml_enableDebugCallback(value unit) {
- CAMLparam1(unit);
- setDebugCallback(ml_gdomeXsltDebugCallback);
- CAMLreturn(Val_unit);
-}
-
-value ml_disableDebugCallback(value unit) {
- CAMLparam1(unit);
- setDebugCallback(NULL);
- CAMLreturn(Val_unit);
-}
-
+++ /dev/null
-/* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002:
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zack@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to {sacerdot,zack}@cs.unibo.it
- */
-
-xsltStylesheetPtr XsltStylesheetPtr_val(value);
-value Val_XsltStylesheetPtr(xsltStylesheetPtr);
-
-value ml_processStylesheet(value style);
-value ml_applyStylesheet(value source, value style, value params);
-
-value ml_saveResultToChannel(value channel, value result, value stylesheet);
-
-value ml_enableErrorCallback(value unit);
-value ml_disableErrorCallback(value unit);
-value ml_enableDebugCallback(value unit);
-value ml_disableDebugCallback(value unit);
-
+++ /dev/null
-/**********************************************************************/
-/* */
-/* Objective Caml */
-/* */
-/* Xavier Leroy, projet Cristal, INRIA Rocquencourt */
-/* */
-/* Copyright 1996 Institut National de Recherche en Informatique et */
-/* en Automatique. All rights reserved. This file is distributed */
-/* under the terms of the GNU Library General Public License, with */
-/* the special exception on linking described in file */
-/* ../../LICENSE-INRIA. */
-/* */
-/**********************************************************************/
-
-/* Buffered input/output */
-
-#ifndef __IO_H__
-#define __IO_H__
-
-#ifndef IO_BUFFER_SIZE
-#define IO_BUFFER_SIZE 4096
-#endif
-
-typedef long file_offset;
-
-struct channel {
- int fd; /* Unix file descriptor */
- file_offset offset; /* Absolute position of fd in the file */
- char * end; /* Physical end of the buffer */
- char * curr; /* Current position in the buffer */
- char * max; /* Logical end of the buffer (for input) */
- void * mutex; /* Placeholder for mutex (for systhreads) */
- struct channel * next; /* Linear chaining of channels (flush_all) */
- int revealed; /* For Cash only */
- int old_revealed; /* For Cash only */
- int refcount; /* For flush_all and for Cash */
- char buff[IO_BUFFER_SIZE]; /* The buffer itself */
-};
-
-/* For an output channel:
- [offset] is the absolute position of the beginning of the buffer [buff].
- For an input channel:
- [offset] is the absolute position of the logical end of the buffer, [max].
-*/
-
-/* Functions and macros that can be called from C. Take arguments of
- type struct channel *. No locking is performed. */
-
-/* Extract a struct channel * from the heap object representing it */
-
-#define Channel(v) (*((struct channel **) (Data_custom_val(v))))
-
-#endif /* __IO_H__ */
-
+++ /dev/null
-test.cmi
-test.cmo
-test.cmx
-test.o
-test
-test.opt
-Makefile
-Makefile.in
+++ /dev/null
-REQUIRES = gdome2
-OCAMLFIND = @OCAMLFIND@
-OCAMLC = $(OCAMLFIND) @OCAMLC@ -package "$(REQUIRES)"
-OCAMLOPT = $(OCAMLFIND) @OCAMLOPT@ -package "$(REQUIRES)"
-CMA = $(top_builddir)/ocaml/gdome_xslt/mlgdome2-xslt.cma
-CMXA = $(top_builddir)/ocaml/gdome_xslt/mlgdome2-xslt.cmxa
-INIT_CMO = $(top_builddir)/ocaml/gdome_xslt/gdome_xslt_init.cmo
-INIT_CMX = $(top_builddir)/ocaml/gdome_xslt/gdome_xslt_init.cmx
-OCAMLC_FLAGS = -I $(top_builddir)/ocaml/gdome_xslt/
-
-EXTRA_DIST = test.ml
-CLEANFILES = test{,.o,.opt} test.cm[iox]
-
-if HAVE_OCAMLOPT_COND
-noinst_DATA = test.opt test
-else
-noinst_DATA = test
-endif
-
-test: test.ml $(CMA) $(INIT_CMO)
- $(OCAMLC) -o $@ -linkpkg $(OCAMLC_FLAGS) $(CMA) $(INIT_CMO) $<
-
-test.opt: test.ml $(CMXA) $(INIT_CMX)
- $(OCAMLOPT) -o $@ -linkpkg $(OCAMLC_FLAGS) $(CMXA) $(INIT_CMX) $<
-
+++ /dev/null
-(* This file is part of an ocaml binding of an XSLT engine working on Gdome
- * documents.
- *
- * The code is largely based on the code of T.J. Mather's XML::GDOME::XSLT
- * Perl module (http://kobesearch.cpan.org/search?dist=XML-GDOME-XSLT)
- *
- * Copyright (C) 2002 Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please send an email to <sacerdot@cs.unibo.it>
- *)
-
-let (output_file,
- correct_output_file,
- input_file,
- stylesheet_file) =
- ("../../test_files/output.xml",
- "../../test_files/output.xml.correct",
- "../../test_files/input.xml",
- "../../test_files/stylesheet.xsl")
-in
-let domImpl = Gdome.domImplementation () in
- let input =
- domImpl#createDocumentFromURI ~uri:input_file ()
- and style =
- domImpl#createDocumentFromURI ~uri:stylesheet_file ()
- in
- (* First of all, let's try the exception handling machinery *)
- let _ =
- try
- ignore (Gdome_xslt.processStylesheet input);
- assert false (* previous line should rise an exception *)
- with
- Gdome_xslt_init.ProcessStylesheetException -> ()
- in
- let pstyle = Gdome_xslt.processStylesheet style in
- let output =
- Gdome_xslt.applyStylesheet input pstyle
- ["parameter1","'value1'" ;
- "parameter2","'value2'" ;
- "parameter3","'value3'"
- ]
- in
-(* (* old version: use gdome serialization functions *)
- let res =
- domImpl#saveDocumentToFile ~doc:output ~name:output_file ()
- in
- if not res then
- prerr_endline ("Error saving to document " ^ output_file)
- else
- begin
- Printf.printf
- "The test was successful iff %s is equal to %s\n"
- output_file
- correct_output_file
- end
-*)
- (* new version: use libxslt serialization functions *)
- let outchan = open_out output_file in
- Gdome_xslt.saveResultToChannel ~outchan ~result:output ~stylesheet:pstyle;
- close_out outchan;
- Printf.printf
- "The test was successful iff %s is equal to %s\n"
- output_file
- correct_output_file
-;;
+++ /dev/null
-output.xml
-Makefile
-Makefile.in
+++ /dev/null
-EXTRA_DIST = input.xml output.xml.correct stylesheet.xsl
+++ /dev/null
-<?xml version="1.0"?>
-<input>
- <msg>It works!</msg>
-</input>
+++ /dev/null
-<?xml version="1.0"?>
-<output><parameter>value2</parameter><parameter>value3</parameter><parameter>value1</parameter>
- <msg>It works!</msg>
-</output>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:param name="parameter1"/>
-<xsl:param name="parameter2"/>
-<xsl:param name="parameter3"/>
-
-<xsl:template match="/">
- <output>
- <parameter><xsl:value-of select="$parameter2"/></parameter>
- <parameter><xsl:value-of select="$parameter3"/></parameter>
- <parameter><xsl:value-of select="$parameter1"/></parameter>
- <xsl:apply-templates/>
- </output>
-</xsl:template>
-
-<xsl:template match="msg">
- <xsl:copy-of select="."/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-*.cmi *.cmo *.cmx *.cma *.cmxa config.make config.cache config.log configure
-Makefile
-config.status
-META
-lablgtkmathview.spec
-gtkMathViewProps.ml
-ogtkMathViewProps.ml
-aclocal.m4
-autom4te.cache
-config.h.in
+++ /dev/null
-gMathViewAux.cmo: gMathView.cmi gMathViewAux.cmi
-gMathViewAux.cmx: gMathView.cmx gMathViewAux.cmi
-gMathView.cmo: gtkMathView.cmo gtk_mathview.cmo gMathView.cmi
-gMathView.cmx: gtkMathView.cmx gtk_mathview.cmx gMathView.cmi
-gtkMathView.cmo: gtkMathViewProps.cmo gtk_mathview.cmo
-gtkMathView.cmx: gtkMathViewProps.cmx gtk_mathview.cmx
-gtkMathViewProps.cmo: gtk_mathview.cmo
-gtkMathViewProps.cmx: gtk_mathview.cmx
-ogtkMathViewProps.cmo: gtkMathViewProps.cmo
-ogtkMathViewProps.cmx: gtkMathViewProps.cmx
-gMathViewAux.cmi: gMathView.cmi gtk_mathview.cmo
-gMathView.cmi: gtk_mathview.cmo
+++ /dev/null
-Luca Padovani <luca.padovani@cs.unibo.it>
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
- received the program in object code or executable form with such
- an offer, in accord with Subsection b above.)
-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
-code means all the source code for all modules it contains, plus any
-associated interface definition files, plus the scripts used to
-control compilation and installation of the executable. However, as a
-special exception, the source code distributed need not include
-anything that is normally distributed (in either source or binary
-form) with the major components (compiler, kernel, and so on) of the
-operating system on which the executable runs, unless that component
-itself accompanies the executable.
-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-* 0.4.1
- - Upgraded to GtkMathView 0.4.[0,1]
-
-* 0.3.0
- - Upgraded to GtkMathView 0.3.0
- - Now based on the gmetadom (alias gdome2) binding to GDOMe Level 2
+++ /dev/null
-(* Copyright (C) 2000-2003, Luca Padovani <luca.padovani@cs.unibo.it>,
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>.
- *
- * This file is part of lablgtkmathview, the Ocaml binding
- * for the GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, send a mail to the author.
- *)
+++ /dev/null
-requires="gdome2 lablgtk2"
-version="@VERSION@"
-archive(byte)="@PACKAGE@.cma"
-archive(native)="@PACKAGE@.cmxa"
+++ /dev/null
-PACKAGE = @PACKAGE@
-VERSION = @VERSION@
-INCLUDEDIR = @OCAML_INCLUDE_DIR@
-PROPCC = @OCAML_LIB_DIR@/lablgtk2/propcc
-PREFIX =
-OBJECTS_C = ml_gtk_mathview.o
-OBJECTS = gtkMathViewProps.cmo ogtkMathViewProps.cmo gtk_mathview.cmo gtkMathView.cmo gMathView.cmo gMathViewAux.cmo
-OBJECTS_OPT = gtkMathViewProps.cmx ogtkMathViewProps.cmx gtkMathView.cmx gtk_mathview.cmx gMathView.cmx gMathViewAux.cmx
-GENERATED_FILES = gtkMathViewProps.ml ogtkMathViewProps.ml
-NULL =
-INST = \
- META \
- gMathView.mli \
- gMathView.cmi \
- gtkMathView.cmi \
- gtk_mathview.cmi \
- gtkMathViewProps.cmi \
- ogtkMathViewProps.cmi \
- gMathViewAux.cmi \
- gMathViewAux.mli \
- $(NULL)
-DIST_FILES = \
- Makefile.in configure.in gMathView.ml gMathView.mli \
- gMathViewAux.ml gMathViewAux.mli gtkMathView.ml \
- gtk_mathview.ml ml_gtk_mathview.c META.in .depend debian/ test/ \
- configure gtkMathView.props
-DIST_DIR = $(PACKAGE)-$(VERSION)
-DOC_FILES = AUTHORS COPYING ChangeLog NEWS README LICENSE
-REQUIRES = gdome2 lablgtk2
-PREDICATES =
-SHARED_LIBS = @GDOME_LIBS@ @GTKMATHVIEW_LIBS@
-
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc
-OCAMLOPT = $(OCAMLFIND) ocamlopt
-OCAMLDEP = ocamldep
-OCAMLMKLIB = ocamlmklib
-OCAML_STUB_DIR = @OCAML_STUB_DIR@
-
-ARCHIVE = $(PACKAGE)
-DLL = dll$(ARCHIVE).so
-
-TESTDIR = ./test
-TMPDIR = .test
-TMPPKGDIR = $(TMPDIR)/$(PACKAGE)
-
-all: $(ARCHIVE).cma lib$(ARCHIVE).a $(DLL)
-opt: $(ARCHIVE).cmxa $(ARCHIVE).a
-test: $(TESTDIR)/test
-test.opt: $(TESTDIR)/test.opt
-world: all opt
-
-dist:
- rm -rf $(DIST_DIR)/
- mkdir $(DIST_DIR)/
- cp -a $(DIST_FILES) $(DOC_FILES) $(DIST_DIR)/
- -find $(DIST_DIR) -name CVS -type d -exec rm -rf {} \;
- -find $(DIST_DIR) -name .cvsignore -type f -exec rm {} \;
- tar cvfz $(DIST_DIR).tar.gz $(DIST_DIR)/
- rm -rf $(DIST_DIR)/
-
-deb: dist
- if [ -d $(DIST_DIR)/ ]; then rm -rf $(DIST_DIR); else true; fi
- tar xvzf $(DIST_DIR).tar.gz
- (cd $(DIST_DIR)/ && debuild)
- rm -rf $(DIST_DIR)
-
-$(GENERATED_FILES): gtkMathView.props
-
-ml_gtk_mathview.o: ml_gtk_mathview.c
- gcc -c -I$(INCLUDEDIR) -fPIC `ocamlfind query -i-format lablgtk2` @GTKMATHVIEW_CFLAGS@ @GDOME_CFLAGS@ `ocamlfind query -i-format gdome2` $<
-
-.SUFFIXES: .cmo .cmi .cmx .ml .mli
-
-.ml.cmo:
- $(OCAMLC) -package "$(REQUIRES)" -predicates "$(PREDICATES)" -c $<
-.mli.cmi:
- $(OCAMLC) -package "$(REQUIRES)" -predicates "$(PREDICATES)" -c $<
-.ml.cmx:
- $(OCAMLOPT) -package "$(REQUIRES)" -predicates "$(PREDICATES)" -c $<
-
-%Props.ml o%Props.ml: %.props $(PROPCC)
- $(PROPCC) $<
-
-depend: *.ml *.mli $(GENERATED_FILES)
- $(OCAMLDEP) *.ml *.mli >.depend
-include .depend
-
-$(ARCHIVE).cma: $(OBJECTS)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-$(ARCHIVE).cmxa: $(OBJECTS_OPT)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-lib$(ARCHIVE).a $(DLL): $(OBJECTS_C)
- $(OCAMLMKLIB) -o $(ARCHIVE) $^ $(SHARED_LIBS)
-
-$(TESTDIR)/test: $(OBJECTS_C) $(ARCHIVE).cma $(TESTDIR)/test.ml
- mkdir -p $(TMPPKGDIR)
- cp $(OBJECTS_C) $(DLL) $(ARCHIVE).cma $(INST) $(TMPPKGDIR)
- cd $(TESTDIR) ; export OCAMLPATH=../$(TMPDIR):$$OCAMLPATH ; make
- rm -r $(TMPDIR)
-
-$(TESTDIR)/test.opt: $(OBJECTS_C) $(ARCHIVE).a $(ARCHIVE).cmxa $(TESTDIR)/test.ml
- mkdir -p $(TMPPKGDIR)
- cp $(OBJECTS_C) $(ARCHIVE).a $(ARCHIVE).cmxa $(INST) $(TMPPKGDIR)
- cd $(TESTDIR) ; export OCAMLPATH=../$(TMPDIR):$$OCAMLPATH ; make opt
- rm -r $(TMPDIR)
-
-install:
- test ! -f $(ARCHIVE).cmxa || extra="$(ARCHIVE).a $(ARCHIVE).cmxa" ; \
- if [ "$(PREFIX)" = "" ]; then \
- $(OCAMLFIND) install \
- $(PACKAGE) $(ARCHIVE).cma lib$(ARCHIVE).a \
- $(DLL) $(INST) $$extra; \
- else \
- $(OCAMLFIND) install -ldconf /def/null -destdir $(PREFIX) \
- $(PACKAGE) $(ARCHIVE).cma lib$(ARCHIVE).a \
- $(DLL) $(INST) $$extra; \
- fi
-
-uninstall:
- if [ "$(PREFIX)" = "" ]; then \
- ocamlfind remove $(PACKAGE); \
- else \
- ocamlfind remove -destdir $(PREFIX) $(PACKAGE); \
- fi
-
-clean:
- rm -f *.[ao] *.cm[iaxo] *.cmxa *.so $(GENERATED_FILES)
- cd $(TESTDIR) ; make clean
- rm -rf $(TMPDIR)
-
-distclean: clean
- rm -f config.log config.cache config.status Makefile META
- cd $(TESTDIR) ; make distclean
+++ /dev/null
-This is the Ocaml binding for the GtkMathView widget.
-
-To compile and install:
-
- ./configure
- make
- make opt
- make install
-
+++ /dev/null
-AC_INIT(gMathView.ml)
-
-PACKAGE=lablgtkmathview
-
-LABLGTKMATHVIEW_MAJOR_VERSION=0
-LABLGTKMATHVIEW_MINOR_VERSION=7
-LABLGTKMATHVIEW_MICRO_VERSION=2
-LABLGTKMATHVIEW_VERSION=$LABLGTKMATHVIEW_MAJOR_VERSION.$LABLGTKMATHVIEW_MINOR_VERSION.$LABLGTKMATHVIEW_MICRO_VERSION
-VERSION=$LABLGTKMATHVIEW_VERSION
-
-PKG_CHECK_MODULES(GDOME, gdome2 >= 0.7.0,, AC_MSG_ERROR(could not find Gdome2))
-AC_SUBST(GDOME_CFLAGS)
-AC_SUBST(GDOME_LIBS)
-
-PKG_CHECK_MODULES(GTKMATHVIEW, gtkmathview-gmetadom >= 0.6.2,, AC_MSG_ERROR(could not find gtkmathview-gmetadom))
-AC_SUBST(GTKMATHVIEW_CFLAGS)
-AC_SUBST(GTKMATHVIEW_LIBS)
-
-AC_CHECK_PROG(HAVE_OCAMLC, ocamlc, yes, no)
-if test $HAVE_OCAMLC = "no"; then
- AC_MSG_ERROR(could not find ocamlc in PATH, please make sure ocaml is installed)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "no"; then
- AC_MSG_ERROR(could not find ocamlfind in PATH, please make sure findlib is installed)
-fi
-
-AC_MSG_CHECKING("for gdome2")
-ocamlfind query gdome2 ||
- AC_MSG_ERROR(gdome2 not installed (according to findlib))
-
-AC_MSG_CHECKING("for lablgtk2")
-ocamlfind query lablgtk2 ||
- AC_MSG_ERROR(lablgtk2 not installed (according to findlib))
-
-AC_MSG_CHECKING("for the ocaml library dir")
-OCAML_LIB_DIR=`ocamlc -where`
-OCAML_STUB_DIR="$OCAML_LIB_DIR/stublibs"
-AC_MSG_RESULT($OCAML_LIB_DIR)
-
-AC_CHECK_FILE(/usr/include/caml/mlvalues.h,
- OCAML_INCLUDE_DIR=/usr/include/caml,
- OCAML_INCLUDE_DIR=$OCAML_LIB_DIR/caml
-)
-
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-AC_SUBST(OCAML_INCLUDE_DIR)
-AC_SUBST(OCAML_LIB_DIR)
-AC_SUBST(OCAML_STUB_DIR)
-
-AC_OUTPUT([
- test/Makefile
- Makefile
- META
-])
+++ /dev/null
-lablgtkmathview (0.7.2-3) unstable; urgency=low
-
- * rebuilt with ocaml 3.09
- * debian/*
- - no longer hard coding of ocaml abi number anywhere
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 23 Nov 2005 09:59:14 +0000
-
-lablgtkmathview (0.7.2-2) unstable; urgency=low
-
- * debian/changelog
- - reverted version format, '-debian_version' is back again
- * debian/liblablgtkmathview-ocaml.install
- - install .so in <ocaml stdlib dir>/stublibs/
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 25 Sep 2005 18:50:32 +0200
-
-lablgtkmathview (0.7.2) unstable; urgency=low
-
- * new upstream release
- - enable access to gtk events
- - new methods bound: {set,get}_{t1_opaque_mode,t1_anti_aliased_mode}
- - bound new GtkMathView method for loading configuration files
- * debian/control
- - bumped standards-version
- - bumped deps on gmetadom and lablgtk2
- - removed useless build-dep on autoconf
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 31 Jul 2005 21:00:42 +0200
-
-lablgtkmathview (0.7.1-2) unstable; urgency=low
-
- * debian/control
- - changed dep on gtkmathview to libgtkmathview0c2
- - bumped dep on gmetadom to 0.2.3
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 7 Jul 2005 14:15:44 +0000
-
-lablgtkmathview (0.7.1-1) unstable; urgency=low
-
- * new upstream release
- - enable static binding of C stubs
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 15 Jun 2005 14:27:44 +0200
-
-lablgtkmathview (0.7.0-1) unstable; urgency=low
-
- * new upstream release
- - minor changes, removed some annoying debugging prints
- * rebuilt against lablgtk2 2.4.0+2005.06.13-1 and gtkmathview 0.7.0
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 11 Jun 2005 12:38:44 +0200
-
-lablgtkmathview (0.6.4-3) unstable; urgency=low
-
- * rebuilt with ocaml 3.08.3 and lablgtk2 2.4.0+2005.02.18
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 29 Mar 2005 10:43:44 +0200
-
-lablgtkmathview (0.6.4-2) unstable; urgency=low
-
- * rebuilt with ocaml 3.08.2 and lablgtk2 2.4.0+2004.11.19-1
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 9 Dec 2004 16:21:36 +0100
-
-lablgtkmathview (0.6.4-1) unstable; urgency=low
-
- * new upstream release
- - bindings for gtkmathview 0.6.4
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 10 Nov 2004 14:20:10 +0100
-
-lablgtkmathview (0.6.3-2) unstable; urgency=medium
-
- * debian/control
- - depend on ocaml-base-nox-3.08 instead of ocaml-base-3.08 since
- this package doesn't directly need ocaml X libraries
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 24 Aug 2004 12:23:18 +0200
-
-lablgtkmathview (0.6.3-1) unstable; urgency=low
-
- * new upstream release
- - bindings for gtkmathview 0.6.3
- * rebuilt with ocaml 3.08
- * debian/control
- - bumped ocaml deps to 3.08
- - bumped lablgtk deps to >= 2.4.0
- - bumped gdome deps to >= 0.2.1-3 (1st version rebuilt with 3.08)
- - bumped gtkmathview deps to >= 0.6.3 (needed by this binding)
- - bumped stadards version to 3.6.1.1
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 29 Jul 2004 11:51:56 +0200
-
-lablgtkmathview (0.5.1-4) unstable; urgency=low
-
- * ported to latest lablgtk2 (2.2.0+20040113) cvs snapshot
- * debian/control
- - changed build-dep accordingly
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 23 Jan 2004 13:44:11 +0100
-
-lablgtkmathview (0.5.1-3) unstable; urgency=low
-
- * debian/control
- - removed some dependencies that should be inherited from
- libgtkmathview-dev (bugfix for newer libt1-dev)
- - bumped standards version to 3.6.1.0
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 22 Jan 2004 12:54:47 +0100
-
-lablgtkmathview (0.5.1-2) unstable; urgency=low
-
- * Rebuilt with lablgtk2 2.2.0
- * debian/control
- - bumped ocaml-findlib dependencies to 0.8-5
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 13 Oct 2003 09:18:48 +0200
-
-lablgtkmathview (0.5.1-1) unstable; urgency=low
-
- * New upstream release (transition to gtk2)
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 10 Oct 2003 10:10:10 +0200
-
-lablgtkmathview (0.4.3-4) unstable; urgency=low
-
- * Rebuild with ocaml 3.07
- * debian/autodebian.make and debian/*.in
- An experiment!
- Mainly I've added an indirection which permits to fill some autoconf
- variable in debian/* files. In this way the ocaml version is
- discovered automagically and doesn't need to be manually changed
- each time a new ocaml version is released. Actually the only two
- supported variables are @OCAML_STDLIB_DIR@ (actually expands to
- "usr/lib/ocaml/3.07" via ocamlc -where) and @OCAML_STUBLIBS_DIR@
- (actually expands to "usr/lib/ocaml/3.07/stublibs")
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 1 Oct 2003 22:48:51 +0200
-
-lablgtkmathview (0.4.3-3) unstable; urgency=low
-
- * rebuilt against gmetadom 0.1.10-3
- * debian/control
- - strictly depends on gmetadom >= 0.1.10-3 (older version are buggy
- on mips)
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 12 Jul 2003 14:14:31 +0200
-
-lablgtkmathview (0.4.3-2) unstable; urgency=low
-
- * upstream changes
- - fixed Makefile.in that still looked for gtkmathview-config
- - selection flickering got rid of (by means of freeze/thaw)
- - structural selection is no longer activated just before
- semantic selection for single_selection_math_view
- * debian/control
- - bumped gmetadom dependencies to >= 0.1.10-2 (to ensure that .pc
- file is available)
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 1 Jul 2003 11:25:48 +0200
-
-lablgtkmathview (0.4.3-1) unstable; urgency=low
-
- * Rebuild against gtkmathview 0.4.3
- * debian/control
- - bumped standards version to 3.5.10
- - bumped dependencies on gtkmathview to 0.4.3
- - bumped dependencies on gmetadom to 0.1.9
- - added ${misc:Depends}
- - changed section of -dev package to "libdevel"
- - better short description
- - added built-dep to pkg-config
- * debian/rules
- - removed DH_COMPAT in favour of debian/compat
- - comsetic changes
- - removed useless binary-indep target
- - removed dh_movefiles in favour of dh_install
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 19 Jun 2003 14:52:54 +0200
-
-lablgtkmathview (0.4.1-1) unstable; urgency=low
-
- * Bugfix in some OCaml value allocations
- * Binding for gtkmathview 0.4.1
- * Bumped dependencies to gtkmathview 0.4.1
- * Dropped << dependencies for ocaml libraries
- * Bumped gmetadom dependencies to >= 0.1.6
- * Bumped gdome2 dependencies to >= 0.7.4
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 11 Mar 2003 21:18:29 +0100
-
-lablgtkmathview (0.3.99-2) unstable; urgency=low
-
- * Bugfix: added dep on t1lib-dev from liblablgtkmathview-ocaml-dev
- * Bugfix: added dep on libgtkmathview-dev (>= 0.4.0) from
- liblablgtkmathview-ocaml-dev
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 25 Jan 2003 10:24:53 +0100
-
-lablgtkmathview (0.3.99-1) unstable; urgency=low
-
- * Binding to gtkmathview 0.4.0 (pre-release)
- * Added module GMathViewAux which contains backward compatible
- "single_selection_math_view" class
- * Reverted to >=/<< dependencies for ocaml libraries
- * Bumped dependencies on gmetadom to 0.1.5
- * Bumped dependencies on gtkmathview to 0.4.0
- * Added missing dependencies from liblablgtkmathview-ocaml-dev to
- libgdome2-ocaml-dev
- * Versioned dependencies on liblablgtk-ocaml-dev
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 22 Jan 2003 14:23:30 +0100
-
-lablgtkmathview (0.3.1-1) unstable; urgency=low
-
- * Binding to gtkmathview 0.3.1
- * debian/control
- - bumped Standards Version to 3.5.8
- - deps and build deps to ocaml{,-base}-3.06-1
- * Moved lib stuff to /usr/lib/ocaml/3.06
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 7 Jan 2003 12:57:47 +0100
-
-lablgtkmathview (0.3.0-10) unstable; urgency=low
-
- * Added dep on liblablgtk-ocaml{,-dev} respectively in
- liblablgtkmathview-ocaml{,-dev}
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 17 Sep 2002 11:58:14 +0200
-
-lablgtkmathview (0.3.0-9) unstable; urgency=low
-
- * Removed useless dh_ocamlld invocation
- * Fixed native code compilation shared object path (now looks for .so
- in /usr/lib/ocaml/stublibs instead of
- /usr/lib/ocaml/lablgtkmathview)
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 29 Aug 2002 15:02:21 +0200
-
-lablgtkmathview (0.3.0-8) unstable; urgency=low
-
- * Switched to debhelper 4
- * Added build dep on findlib (>= 0.7.1)
- * Rebuilt against ocaml 3.06 (Closes: Bug#158256, Bug#158266)
- * Changed deps and build-deps to ocaml-3.06 and ocaml-base-3.06 as
- mandated by the new ocaml packaging policy
- * Removed mention of lablgtkmathview from debian/control
- * Added dep on ocaml-findlib
- * Moved shared objects to /usr/lib/ocaml/stublibs
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 7 Jul 2002 13:50:52 +0200
-
-lablgtkmathview (0.3.0-7) unstable; urgency=low
-
- * Added -fPIC when compiling some .o in order to build on HPPA
- (Closes: #142462)
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 12 Apr 2002 14:31:47 +0200
-
-lablgtkmathview (0.3.0-6) unstable; urgency=low
-
- * Added Build-Depends on t1lib-dev (Closes: Bug#140835).
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 2 Apr 2002 10:11:25 +0200
-
-lablgtkmathview (0.3.0-5) unstable; urgency=low
-
- * Added Build-Depends on libgdome2-cpp-smart-dev (Closes: Bug#140720).
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 1 Apr 2002 09:00:03 +0200
-
-lablgtkmathview (0.3.0-4) unstable; urgency=low
-
- * Added some .mli and .ml files that document the library interface.
- * Added Depends: on libgdome2-ocaml, we haven't yet estabilished how to
- interact with shlibs system for ocaml shared library that are installed in
- /usr/lib/ocaml
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 1 Apr 2002 00:17:41 +0200
-
-lablgtkmathview (0.3.0-3) unstable; urgency=low
-
- * Rebuilt against gmetadom 0.3.0-4 and gtkmathview 0.3.0-2.
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 26 Mar 2002 19:17:56 +0100
-
-lablgtkmathview (0.3.0-2) unstable; urgency=low
-
- * Added build dep on libgdome2-dev
- * Removed CVS stuff from source tarball
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 15 Mar 2002 13:23:53 +0100
-
-lablgtkmathview (0.3.0-1) unstable; urgency=low
-
- * New upstream release
- * Renamed resulting package to liblablgtkmathview-ocaml-dev
- * Changed build-depends to adhere to the new ocaml packages naming schema
- (e.g. lablgtk -> liblablgtk-ocaml-dev) (Closes: Bug#138116)
- * Split away shared library in liblablgtkmathview-ocaml package
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 13 Mar 2002 18:53:50 +0100
-
-lablgtkmathview (0.2.8-1) unstable; urgency=low
-
- * New upstream release
- * Built with ocaml 3.04 and lablgtk 1.2.3
- * Removed useless build depends
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 25 Feb 2002 18:18:25 +0100
-
-lablgtkmathview (0.2.4-4) unstable; urgency=low
-
- * Rebuilt with libgtkmathview 0.2.7
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 4 Sep 2001 22:16:35 +0200
-
-lablgtkmathview (0.2.4-3) unstable; urgency=low
-
- * Rebuilt with ocaml 3.02 and lablgtk 1.2.1
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 21 Aug 2001 15:20:05 +0200
-
-lablgtkmathview (0.2.4-2) unstable; urgency=low
-
- * Added build-dep on libxml2-dev (closes: Bug#102715).
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 29 Jun 2001 12:39:57 +0200
-
-lablgtkmathview (0.2.4-1) unstable; urgency=low
-
- * Initial Release (closes: Bug#93105).
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 4 Apr 2001 23:27:07 +0200
-
-Local variables:
-mode: debian-changelog
-End:
+++ /dev/null
-Source: lablgtkmathview
-Section: devel
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>> 4.0.0), ocaml-nox (>= 3.09.0), ocaml-findlib (>= 1.1), liblablgtk2-ocaml-dev (>= 2.6.0), libgdome2-ocaml-dev (>= 0.2.3-3), libgtkmathview-dev (>= 0.7.5), pkg-config
-Standards-Version: 3.6.2
-
-Package: liblablgtkmathview-ocaml
-Architecture: any
-Section: libs
-Depends: ocaml-base-nox-${F:OCamlABI}, liblablgtk2-ocaml (>= 2.6.0), libgdome2-ocaml (>= 0.2.3), libgtkmathview0c2a (>= 0.7.5), ${shlibs:Depends}, ${misc:Depends}
-Description: OCaml bindings for libgtkmathview, a GTK widget to render MathML
- This is the Ocaml binding for the GtkMathView widget, that is
- currently available in the libgtkmathview0 package.
- .
- This package contains only the shared runtime stub libraries.
-
-Package: liblablgtkmathview-ocaml-dev
-Architecture: any
-Section: libdevel
-Depends: ocaml-nox-${F:OCamlABI}, liblablgtk2-ocaml-dev (>= 2.6.0), liblablgtkmathview-ocaml (= ${Source-Version}), ocaml-findlib, libgdome2-ocaml-dev (>= 0.2.3-3), libgtkmathview-dev (>= 0.7.5), ${misc:Depends}
-Description: OCaml bindings for libgtkmathview, a GTK widget to render MathML
- These are the Ocaml bindings for the GtkMathView widget, that is
- currently available in the libgtkmathview0 package.
- .
- This package contains the development part of the lablgtkmathview package.
-
+++ /dev/null
-Source: lablgtkmathview
-Section: devel
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>> 4.0.0), ocaml-nox (>= @OCamlABI@), ocaml-findlib (>= 1.1), liblablgtk2-ocaml-dev (>= 2.6.0), libgdome2-ocaml-dev (>= 0.2.3-3), libgtkmathview-dev (>= 0.7.5), pkg-config
-Standards-Version: 3.6.2
-
-Package: liblablgtkmathview-ocaml
-Architecture: any
-Section: libs
-Depends: ocaml-base-nox-${F:OCamlABI}, liblablgtk2-ocaml (>= 2.6.0), libgdome2-ocaml (>= 0.2.3), libgtkmathview0c2a (>= 0.7.5), ${shlibs:Depends}, ${misc:Depends}
-Description: OCaml bindings for libgtkmathview, a GTK widget to render MathML
- This is the Ocaml binding for the GtkMathView widget, that is
- currently available in the libgtkmathview0 package.
- .
- This package contains only the shared runtime stub libraries.
-
-Package: liblablgtkmathview-ocaml-dev
-Architecture: any
-Section: libdevel
-Depends: ocaml-nox-${F:OCamlABI}, liblablgtk2-ocaml-dev (>= 2.6.0), liblablgtkmathview-ocaml (= ${Source-Version}), ocaml-findlib, libgdome2-ocaml-dev (>= 0.2.3-3), libgtkmathview-dev (>= 0.7.5), ${misc:Depends}
-Description: OCaml bindings for libgtkmathview, a GTK widget to render MathML
- These are the Ocaml bindings for the GtkMathView widget, that is
- currently available in the libgtkmathview0 package.
- .
- This package contains the development part of the lablgtkmathview package.
-
+++ /dev/null
-This package was debianized by Stefano Zacchiroli <zack@debian.org> on
-Wed, 4 Apr 2001 23:27:07 +0200.
-
-It was packed from source obtained via cvs, with this CVSROOT:
- :pserver:anonymous@phd.cs.unibo.it:/home/lpadovan/PHELM/
-
-Authors:
- Luca Padovani <luca.padovani@cs.unibo.it>
- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-
-Copyright:
-
- Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
-
- This file is part of lablgtkmathview, the Ocaml binding
- for the GtkMathView widget.
-
- lablgtkmathview is free software, you can redistribute it and/or modify
- it under the terms of the GNU General Public License. You can find a
- copy of the license in /usr/share/common-licenses/GPL.
-
+++ /dev/null
-usr/lib/ocaml/3.09.0
+++ /dev/null
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.a
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.cma
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.cmi
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.cmxa
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/META
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.ml
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.mli
+++ /dev/null
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.a
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.cma
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.cmi
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.cmxa
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/META
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.ml
-debian/tmp/usr/lib/ocaml/@OCamlABI@/lablgtkmathview/*.mli
+++ /dev/null
-usr/lib/ocaml/3.09.0/stublibs
+++ /dev/null
-debian/tmp/usr/lib/ocaml/3.09.0/lablgtkmathview/*.so usr/lib/ocaml/3.09.0/stublibs/
+++ /dev/null
-#!/usr/bin/make -f
-# Sample debian/rules that uses debhelper.
-# GNU copyright 1997 to 1999 by Joey Hess.
-
-# Uncomment this to turn on verbose mode.
-#export DH_VERBOSE=1
-
-OCAMLABI := $(shell ocamlc -version)
-OCAMLLIBDIR := $(shell ocamlc -where)
-OFILES := $(patsubst %.in,%,$(shell ls debian/*.in))
-
-ocamlinit:
- for f in $(OFILES); do sed -e 's/@OCamlABI@/$(OCAMLABI)/g' $$f.in > $$f; done
-configure: configure-stamp
-configure-stamp:
- dh_testdir
- ./configure
-
- touch configure-stamp
-
-build: configure-stamp build-stamp
-build-stamp:
- dh_testdir
-
- $(MAKE)
- if [ -x /usr/bin/ocamlopt ]; then $(MAKE) opt; else true; fi
-
- touch build-stamp
-
-clean:
- dh_testdir
- dh_testroot
- rm -f build-stamp configure-stamp
-
- -$(MAKE) distclean
-
- dh_clean
-
-install: build
- dh_testdir
- dh_testroot
- dh_clean -k
- dh_installdirs
-
- mkdir -p debian/tmp$(OCAMLLIBDIR)
- $(MAKE) install PREFIX=debian/tmp$(OCAMLLIBDIR)
-
-binary-arch: build install
- dh_install
- dh_testdir
- dh_testroot
- dh_installdocs
- dh_installexamples
- dh_installman
- dh_installinfo
- dh_installchangelogs ChangeLog
- dh_link
- dh_strip
- dh_compress
- dh_fixperms
- dh_installdeb
- dh_shlibdeps
- dh_gencontrol -- -VF:OCamlABI="$(OCAMLABI)"
- dh_md5sums
- dh_builddeb
-
-binary: binary-arch
-.PHONY: build clean binary-arch binary install configure
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-open Gaux
-open Gtk_mathview
-open Gobject
-open Gtk
-open GtkBase
-open GtkMathView
-open OgtkMathViewProps
-open GObj
-
-exception ErrorLoadingFile of string;;
-exception ErrorWritingFile of string;;
-exception ErrorLoadingDOM;;
-
-let option_element_of_option =
- function
- None -> None
- | Some v -> Some (new Gdome.element v)
-
-let option_document_of_option =
- function
- None -> None
- | Some v -> Some (new Gdome.document v)
-
-class math_view_skel obj = object
- inherit GObj.widget (obj : Gtk_mathview.math_view obj)
- method event = new GObj.event_ops obj
- method freeze = MathView.freeze obj
- method thaw = MathView.thaw obj
- method load_uri ~filename =
- if not (MathView.load_uri obj ~filename) then raise (ErrorLoadingFile filename)
- method load_root ~root =
- if not (MathView.load_root obj ~root:((root : Gdome.element)#as_Element)) then
- raise ErrorLoadingDOM
- method unload = MathView.unload obj
- method select element = MathView.select obj ((element : Gdome.element)#as_Element)
- method unselect element = MathView.unselect obj ((element : Gdome.element)#as_Element)
- method is_selected element = MathView.is_selected obj ((element : Gdome.element)#as_Element)
- method get_element_at x y = option_element_of_option (MathView.get_element_at obj x y)
- method get_document = option_document_of_option (MathView.get_document obj)
- method structure_changed element = MathView.structure_changed obj ((element : Gdome.element)#as_Element)
- method attribute_changed element ~name = MathView.attribute_changed obj ((element : Gdome.element)#as_Element) ((name : Gdome.domString)#as_DOMString)
- method get_bounding_box = MathView.get_bounding_box obj
- method get_size = MathView.get_size obj
- method get_top = MathView.get_top obj
- method set_top x y = MathView.set_top obj x y
- method set_adjustments adj1 adj2 = MathView.set_adjustments obj (GData.as_adjustment adj1) (GData.as_adjustment adj2)
- method get_adjustments =
- let hadj, vadj = MathView.get_adjustments obj in
- new GData.adjustment hadj, new GData.adjustment vadj
- method get_buffer = MathView.get_buffer obj
- method set_font_size = MathView.set_font_size obj
- method get_font_size = MathView.get_font_size obj
- method set_log_verbosity = MathView.set_log_verbosity obj
- method get_log_verbosity = MathView.get_log_verbosity obj
- method set_t1_opaque_mode = MathView.set_t1_opaque_mode obj
- method get_t1_opaque_mode = MathView.get_t1_opaque_mode obj
- method set_t1_anti_aliased_mode = MathView.set_t1_anti_aliased_mode obj
- method get_t1_anti_aliased_mode = MathView.get_t1_anti_aliased_mode obj
-end
-
-class math_view_signals obj = object
- inherit GObj.widget_signals_impl obj
- inherit math_view__g_meta_dom_sigs
-end
-
-class math_view obj = object
- inherit math_view_skel (obj : Gtk_mathview.math_view obj)
- method connect = new math_view_signals obj
-end
-
-let math_view ?hadjustment ?vadjustment ?font_size ?log_verbosity =
- GtkBase.Widget.size_params ~cont:(
- OgtkMathViewProps.pack_return
- (fun p -> OgtkMathViewProps.set_params (new math_view (MathView.create p)) ~font_size ~log_verbosity)) []
-
-let add_configuration_path = GtkMathView.add_configuration_path
-
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-exception ErrorLoadingFile of string
-exception ErrorWritingFile of string
-exception ErrorLoadingDOM
-
-class math_view_signals :
- ([> `gtk | `mathview_gmetadom | `widget] as 'b) Gtk.obj ->
- object ('a)
- inherit GObj.widget_signals
- val after: bool
- val obj: 'b Gtk.obj
- method click :
- callback:(Gdome.element option * int * int * int -> unit) -> GtkSignal.id
- method element_over :
- callback:(Gdome.element option * int * int * int -> unit) -> GtkSignal.id
- method select_begin :
- callback:(Gdome.element option * int * int * int -> unit) -> GtkSignal.id
- method select_over :
- callback:(Gdome.element option * int * int * int -> unit) -> GtkSignal.id
- method select_end :
- callback:(Gdome.element option * int * int * int -> unit) -> GtkSignal.id
- method select_abort :
- callback:(unit -> unit) -> GtkSignal.id
- end
-
-class math_view_skel :
- (Gtk_mathview.math_view Gtk.obj as 'a)->
- object
- inherit GObj.widget
- val obj : 'a
- method attribute_changed : Gdome.element -> name:Gdome.domString -> unit
- method event : GObj.event_ops
- method freeze : unit
- method get_adjustments : GData.adjustment * GData.adjustment
- method get_bounding_box : int * int * int
- method get_buffer : Gdk.pixmap
- method get_document : Gdome.document option
- method get_element_at : int -> int -> Gdome.element option (* x, y *)
- method get_font_size : int
- method get_log_verbosity : int
- method get_size : int * int
- method get_t1_anti_aliased_mode : bool
- method get_t1_opaque_mode : bool
- method get_top : int * int
- method is_selected : Gdome.element -> bool
- method load_root : root:Gdome.element -> unit
- method load_uri : filename:string -> unit
- method select : Gdome.element -> unit
- method set_adjustments : GData.adjustment -> GData.adjustment -> unit
- method set_font_size : int -> unit
- method set_log_verbosity : int -> unit
- method set_top : int -> int -> unit
- method set_t1_anti_aliased_mode : bool -> unit
- method set_t1_opaque_mode : bool -> unit
- method structure_changed : Gdome.element -> unit
- method thaw : unit
- method unload : unit
- method unselect : Gdome.element -> unit
- end
-
-class math_view :
- Gtk_mathview.math_view Gtk.obj ->
- object
- inherit math_view_skel
- method connect : math_view_signals
- end
-
-val math_view :
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) -> ?show:bool -> unit -> math_view
-
-(** {2 Global configuration for all math_view instances *)
-
- (** @param fname file name to be added to the list of configuration files read
- * at initialization time.
- * To be invoked before GTK initialization. *)
-val add_configuration_path: string -> unit
-
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-(* finds the common node ancestor of two nodes *)
-let common_ancestor (first : Gdome.node) (last : Gdome.node) =
- let rec path n =
- match n#get_parentNode with
- None -> [n]
- | Some p -> n::(path p)
- in
- let rec last_common =
- function
- _, hd1::tl1, hd2::tl2 when hd1#isSameNode hd2 -> (last_common ((Some hd1),tl1,tl2))
- | Some e, _, _ -> e
- | _,_,_ -> assert false
- in
- (last_common (None,(List.rev (path first)),(List.rev (path last))))
-
-let same_element (e1 : Gdome.element option) (e2 : Gdome.element option) =
- match e1, e2 with
- None, None -> true
- | Some e1, Some e2 when (e1 :> Gdome.node)#isSameNode (e2 :> Gdome.node) -> true
- | _ -> false
-
-(* true if n1 is n2 or one of n2's descendants *)
-let rec descendant_of (n1 : Gdome.node) (n2 : Gdome.node) =
- if n1#isSameNode n2 then true
- else
- match n1#get_parentNode with
- None -> false
- | Some n1' -> descendant_of n1' n2
-
-let remove_descendants_of (el : Gdome.element) =
- let rec aux =
- function
- [] -> []
- | hd::tl when descendant_of (hd :> Gdome.node) (el :> Gdome.node) -> aux tl
- | hd::tl -> hd::(aux tl)
- in
- aux
-
-(* mem el l = true if the node n is stored in the list l *)
-let mem (el : Gdome.element) =
- let rec mem_aux =
- function
- hd::_ when (hd :> Gdome.node)#isSameNode (el :> Gdome.node) -> true
- | _::tl -> mem_aux tl
- | _ -> false
- in
- mem_aux
-
-(* remove el l = l' where l' has the same nodes as l except that all
- * the occurrences of n have been removed *)
-let remove (el : Gdome.element) =
- let rec remove_aux =
- function
- hd::tl when (hd :> Gdome.node)#isSameNode (el :> Gdome.node) ->
- remove_aux tl
- | hd::tl -> hd::(remove_aux tl)
- | [] -> []
- in
- remove_aux
-
-class single_selection_math_view_signals obj (set_selection_changed : (Gdome.element option -> unit) -> unit) =
- object
- inherit GMathView.math_view_signals obj
- method selection_changed = set_selection_changed
- end
-;;
-
-class single_selection_math_view obj =
- object(self)
- inherit GMathView.math_view_skel obj
- val mutable first_selected = None
- val mutable root_selected = None
- val mutable selection_changed = (fun _ -> ())
-
- method set_selection elem =
- self#freeze ;
- begin
- match root_selected with
- None -> ()
- | Some e -> self#unselect e
- end;
- root_selected <- elem ;
- begin
- match elem with
- None -> ()
- | Some e -> self#select e
- end ;
- self#thaw
-
- method get_selection = root_selected
-
- method connect =
- new
- single_selection_math_view_signals obj
- (function f -> selection_changed <- f)
-
- method action_toggle (elem : Gdome.element) =
- match elem#get_namespaceURI, elem#get_localName with
- Some ns, Some ln
- when
- (ns#to_string = "http://www.w3.org/1998/Math/MathML" && ln#to_string = "maction") ||
- (ns#to_string = "http://helm.cs.unibo.it/2003/BoxML" && ln#to_string = "action")
- ->
- begin
- let selection_attr = Gdome.domString "selection" in
- let selection =
- if elem#hasAttribute ~name:selection_attr then
- int_of_string (elem#getAttribute ~name:selection_attr)#to_string
- else
- 1
- in
- self#freeze ;
- (* the widget will cast the index back into a valid range *)
- elem#setAttribute ~name:selection_attr
- ~value:(Gdome.domString (string_of_int (selection + 1))) ;
- self#thaw ;
- true
- end
- | _ ->
- begin
- match elem#get_parentNode with
- Some p ->
- begin
- try
- self#action_toggle (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ -> false
- end
- | None -> assert false (* every element has a parent *)
- end
-
- initializer
- selection_changed <- self#set_selection ;
-
- ignore
- (self#connect#select_begin
- (fun ((elem : Gdome.element option), _, _, _) ->
- if not (same_element root_selected elem) then selection_changed elem ;
- first_selected <- elem)) ;
-
- ignore
- (self#connect#select_over
- (fun ((elem : Gdome.element option), _, _, _) ->
- let new_selected =
- match first_selected, elem with
- Some first', Some last' ->
- (Some
- (new Gdome.element_of_node
- (common_ancestor (first' :> Gdome.node) (last' :> Gdome.node))))
- | _ -> None
- in
- if not (same_element root_selected new_selected) then
- selection_changed new_selected)) ;
-
- ignore
- (self#connect#select_end
- (fun ((elem : Gdome.element option), _, _, _) -> first_selected <- None)) ;
-
- ignore
- (self#connect#select_abort
- (fun () ->
- first_selected <- None ;
- selection_changed None)) ;
-
- ignore (self#connect#click (fun _ -> self#set_selection None))
- end
-;;
-
-let single_selection_math_view ?hadjustment ?vadjustment ?font_size ?log_verbosity =
- GtkBase.Widget.size_params ~cont:(
- OgtkMathViewProps.pack_return
- (fun p -> OgtkMathViewProps.set_params (new single_selection_math_view
- (GtkMathViewProps.MathView_GMetaDOM.create p)) ~font_size ~log_verbosity)) []
-;;
-
-class multi_selection_math_view_signals obj
- (set_selection_changed : (Gdome.element option -> unit) -> unit)
-=
- object
- inherit GMathView.math_view_signals obj
- method selection_changed = set_selection_changed
- end
-;;
-
-class multi_selection_math_view obj =
- object(self)
- inherit single_selection_math_view obj
- val mutable selected : Gdome.element list = []
-
- method remove_selection (elem : Gdome.element) =
- if mem elem selected then
- selected <- remove elem selected ;
- self#unselect elem
-
- method remove_selections =
- self#freeze ;
- List.iter (fun e -> self#unselect e) selected ;
- selected <- [] ;
- begin
- match self#get_selection with
- None -> ()
- | Some e -> self#select e
- end ;
- self#thaw
-
- method add_selection (elem : Gdome.element) =
- List.iter self#unselect selected ;
- selected <- elem::(remove_descendants_of elem selected) ;
- List.iter self#select selected
-
- method get_selections = selected
-
- method set_selection elem =
- self#freeze ;
- begin
- match root_selected with
- None -> ()
- | Some e -> self#unselect e ; List.iter (fun e -> self#select e) selected
- end;
- root_selected <- elem;
- begin
- match elem with
- None -> ()
- | Some e -> self#select e
- end ;
- self#thaw
-
- initializer
- ignore
- (self#connect#select_begin
- (fun (_,_,_,state) ->
- if not (List.mem `CONTROL (Gdk.Convert.modifier state)) then
- self#remove_selections)) ;
-
- ignore
- (self#connect#select_end
- (fun (_,_,_,state) ->
- if not (List.mem `CONTROL (Gdk.Convert.modifier state)) then
- self#remove_selections ;
- match root_selected with
- None -> ()
- | Some e -> self#set_selection None ; self#add_selection e)) ;
-
- ignore
- (self#connect#click
- (fun _ -> self#remove_selections))
- end
- ;;
-
-let multi_selection_math_view ?hadjustment ?vadjustment ?font_size ?log_verbosity =
- GtkBase.Widget.size_params ~cont:(
- OgtkMathViewProps.pack_return
- (fun p -> OgtkMathViewProps.set_params (new multi_selection_math_view
- (GtkMathViewProps.MathView_GMetaDOM.create p)) ~font_size ~log_verbosity)) []
-;;
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-class single_selection_math_view_signals :
- ([> `gtk | `mathview_gmetadom | `widget] as 'b) Gtk.obj ->
- ((Gdome.element option -> unit) -> unit) ->
- object
- inherit GMathView.math_view_signals
- method selection_changed : (Gdome.element_of_node option -> unit) -> unit
- end
-
-class single_selection_math_view :
- Gtk_mathview.math_view Gtk.obj ->
- object
- inherit GMathView.math_view_skel
- method connect : single_selection_math_view_signals
- method get_selection : Gdome.element option
- method set_selection : Gdome.element option -> unit
- method action_toggle : Gdome.element -> bool
- end
-
-val single_selection_math_view :
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit ->
- single_selection_math_view
-
-class multi_selection_math_view :
- Gtk_mathview.math_view Gtk.obj ->
- object
- inherit single_selection_math_view
- method remove_selection : Gdome.element -> unit
- method remove_selections : unit
- method add_selection : Gdome.element -> unit
- method get_selections : Gdome.element list
- end
-
-val multi_selection_math_view :
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit ->
- multi_selection_math_view
-
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-open Gtk_mathview
-open Gaux
-open Gobject
-open Gtk
-open Tags
-open GtkMathViewProps
-open GtkBase
-
-external _gtkmathview_init : unit -> unit = "ml_gtk_mathview_init"
-let () = _gtkmathview_init ()
-
-external add_configuration_path : string -> unit =
- "ml_gtk_math_view_add_configuration_path"
-
-module MathView = struct
- include MathView_GMetaDOM
- external freeze : [>`mathview_gmetadom] obj -> unit =
- "ml_gtk_math_view_freeze"
- external thaw : [>`mathview_gmetadom] obj -> unit =
- "ml_gtk_math_view_thaw"
- external load_uri : [>`mathview_gmetadom] obj -> filename:string -> bool =
- "ml_gtk_math_view_load_uri"
- external load_root : [>`mathview_gmetadom] obj -> root:[> `Element] GdomeT.t -> bool =
- "ml_gtk_math_view_load_root"
- external unload : [>`mathview_gmetadom] obj -> unit =
- "ml_gtk_math_view_unload"
- external select :
- [>`mathview_gmetadom] obj -> [> `Element] GdomeT.t -> unit =
- "ml_gtk_math_view_select"
- external unselect :
- [>`mathview_gmetadom] obj -> [> `Element] GdomeT.t -> unit =
- "ml_gtk_math_view_unselect"
- external is_selected :
- [>`mathview_gmetadom] obj -> [> `Element] GdomeT.t -> bool =
- "ml_gtk_math_view_is_selected"
- external structure_changed :
- [>`mathview_gmetadom] obj -> [> `Element] GdomeT.t -> unit =
- "ml_gtk_math_view_structure_changed"
- external attribute_changed :
- [>`mathview_gmetadom] obj -> [> `Element] GdomeT.t -> name:TDOMString.t -> unit =
- "ml_gtk_math_view_attribute_changed"
- external get_bounding_box :
- [>`mathview_gmetadom] obj -> (int * int * int) =
- "ml_gtk_math_view_get_bounding_box"
- external get_element_at :
- [> `mathview_gmetadom] obj -> int -> int -> TElement.t option =
- "ml_gtk_math_view_get_element_at"
- external get_document :
- [> `mathview_gmetadom] obj -> TDocument.t option =
- "ml_gtk_math_view_get_document"
- (* beginning of prop-like methods *)
- external get_size : [>`mathview_gmetadom] obj -> int * int =
- "ml_gtk_math_view_get_size"
- external get_top : [>`mathview_gmetadom] obj -> (int * int) =
- "ml_gtk_math_view_get_top"
- external set_top : [>`mathview_gmetadom] obj -> int -> int -> unit =
- "ml_gtk_math_view_set_top"
- external set_adjustments : [>`mathview_gmetadom] obj -> Gtk.adjustment obj -> Gtk.adjustment obj -> unit =
- "ml_gtk_math_view_set_adjustments"
- external get_adjustments : [>`mathview_gmetadom] obj ->
- Gtk.adjustment obj * Gtk.adjustment obj =
- "ml_gtk_math_view_get_adjustments"
- external get_buffer : [>`mathview_gmetadom] obj -> Gdk.pixmap =
- "ml_gtk_math_view_get_buffer"
- external set_font_size : [>`mathview_gmetadom] obj -> int -> unit =
- "ml_gtk_math_view_set_font_size"
- external get_font_size : [>`mathview_gmetadom] obj -> int =
- "ml_gtk_math_view_get_font_size"
- external set_log_verbosity : [>`mathview_gmetadom] obj -> int -> unit =
- "ml_gtk_math_view_set_log_verbosity"
- external get_log_verbosity : [>`mathview_gmetadom] obj -> int =
- "ml_gtk_math_view_get_log_verbosity"
- external set_t1_opaque_mode : [>`mathview_gmetadom] obj -> bool -> unit =
- "ml_gtk_math_view_set_t1_opaque_mode"
- external get_t1_opaque_mode : [>`mathview_gmetadom] obj -> bool =
- "ml_gtk_math_view_get_t1_opaque_mode"
- external set_t1_anti_aliased_mode : [>`mathview_gmetadom] obj -> bool -> unit =
- "ml_gtk_math_view_set_t1_anti_aliased_mode"
- external get_t1_anti_aliased_mode : [>`mathview_gmetadom] obj -> bool =
- "ml_gtk_math_view_get_t1_anti_aliased_mode"
-end
+++ /dev/null
-(* $Id$ *)
-
-prefix "Gtk"
-
-header {
-open Gtk
-open Gtk_mathview
-
-external gdome_element_of_boxed_option :
- Gpointer.boxed option -> TElement.t =
- "ml_gtk_math_view_gdome_element_of_boxed_option"
-;;
-
-external gdome_element_option_of_boxed_option :
- Gpointer.boxed option -> TElement.t option =
- "ml_gtk_math_view_gdome_element_option_of_boxed_option"
-;;
-
-external model_event_of_boxed_option :
- Gpointer.boxed option -> TElement.t option * int * int * int =
- "ml_gtk_math_view_model_event_of_boxed_option"
-
-let option_element_of_option =
- function
- None -> None
- | Some v -> Some (new Gdome.element v)
-;;
-
-let option_element_of_boxed_option x =
- option_element_of_option (gdome_element_option_of_boxed_option x)
-;;
-
-let model_event_of_boxed model_event =
- let id,x,y,state = model_event_of_boxed_option model_event in
- option_element_of_option id,x,y,state
-;;
-
-let gdome_element_option_conv =
- {Gobject.kind = `POINTER ;
- Gobject.proj =
- (function
- `POINTER element -> option_element_of_boxed_option element
- | _ -> failwith "gdome_element_option_conv") ;
- Gobject.inj =
- (function element -> assert false)
- }
-
-let gtk_math_view_model_event_conv =
- {Gobject.kind = `POINTER ;
- Gobject.proj =
- (function
- `POINTER model_event -> model_event_of_boxed model_event
- | _ -> failwith "gtk_math_view_model_event_conv") ;
- Gobject.inj =
- (function element -> assert false)
- }
-}
-
-oheader {
-
-let set_params self ~font_size ~log_verbosity =
- begin
- match font_size with
- Some s -> self#set_font_size s
- | None -> ()
- end ;
- begin
- match log_verbosity with
- Some v -> self#set_log_verbosity v
- | None -> ()
- end ;
- self
-;;
-
-let pack_return create p ?packing ?show () =
- GObj.pack_return (create p) ~packing ~show
-;;
-
-}
-
-conversions {
- GdomeElement_option "gdome_element_option_conv"
- GtkMathViewModelEvent "gtk_math_view_model_event_conv"
-}
-
-classes {
- GtkAdjustment "Gtk.adjustment obj"
-}
-
-
-class MathView_GMetaDOM type "math_view obj" set wrapsig : Widget {
-(*
- "width" gint : Read
- "height" gint : Read
- "top-x" gint : Read / Write / NoSet
- "top-y" gint : Read / Write / NoSet
- "hadjustment" GtkAdjustment : Read / Write / Construct
- "vadjustment" GtkAdjustment : Read / Write / Construct
- "buffer" GdkPixmap : Read
- "drawing-area" GtkDrawingArea : Read
- "font-size" guint : Read / Write / Construct
- "log-verbosity" gint : Read / Write / Construct
- "root-element" GdomeElement_option : Read
-*)
- signal click: GtkMathViewModelEvent
- signal select_begin: GtkMathViewModelEvent
- signal select_over: GtkMathViewModelEvent
- signal select_end: GtkMathViewModelEvent
- signal select_abort
- signal element_over: GtkMathViewModelEvent
-}
+++ /dev/null
-(* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- *)
-
-type math_view = [Gtk.widget|`mathview_gmetadom]
+++ /dev/null
-requires=""
-version="1.2.0"
-archive(byte)="lablgtk.cma lablgnome.cma gtkInit.cmo"
-archive(native)="lablgtk.cmxa lablgnome.cmxa gtkInit.cmx"
-linkopts=""
-directory="+lablgtk"
+++ /dev/null
-/* Copyright (C) 2000-2005,
- * Luca Padovani <lpadovan@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- * Stefano Zacchiroli <zacchiro@cs.unibo.it>
- *
- * This file is part of lablgtkmathview, the Ocaml binding for the
- * GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License as
- * published by the Free Software Foundation; either version 2 of the
- * License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA
- * 02111-1307, USA.
- *
- * For details, send a mail to the authors.
- */
-
-#include <assert.h>
-
-#include <gtk/gtkmathview_gmetadom.h>
-#include <gtk/gtk.h>
-
-#include <caml/mlvalues.h>
-#include <caml/alloc.h>
-#include <caml/memory.h>
-#include <caml/callback.h>
-#include <caml/fail.h>
-#include <caml/custom.h>
-#include <caml/callback.h>
-
-#include <wrappers.h>
-#include <ml_glib.h>
-#include <ml_gdk.h>
-#include <ml_gtk.h>
-#include <ml_gobject.h>
-#include <ml_gdkpixbuf.h>
-#include <ml_pango.h>
-#include <gtk_tags.h>
-#include <gdk_tags.h>
-
-#include <mlgdomevalue.h>
-
-/* Init all */
-
-CAMLprim value ml_gtk_mathview_init(value unit)
-{
- /* Since these are declared const, must force gcc to call them! */
- GType t = gtk_math_view_get_type();
- return Val_GType(t);
-}
-
-#define GtkMathView_val(val) check_cast(GTK_MATH_VIEW,val)
-
-//#####################################
-//
-//#define FontManagerId_val(val) Int_val(val)
-//#define Val_FontManagerId(val) Val_int(val)
-//
-///* As ML_1, but the result is optional */
-//#define OML_1(cname, conv1, conv) \
-//value ml_##cname (value arg1) { return Val_option_ptr((cname (conv1 (arg1))),conv); }
-///* As ML_3, but the result is optional */
-#define OML_3(cname, conv1, conv2, conv3, conv) \
-value ml_##cname (value arg1, value arg2, value arg3) { return Val_option_ptr((cname (conv1 (arg1), conv2 (arg2), conv3 (arg3))),conv); }
-///* As ML_2, but the second argument is optional */
-//#define ML_2O(cname, conv1, conv2, conv) \
-//value ml_##cname (value arg1, value arg2) \
-//{ return conv (cname (conv1(arg1), ptr_val_option(arg2,conv2))); }
-
-value Val_Element_ref(GdomeElement* elem)
-{
- if (elem != NULL)
- {
- GdomeException exc = 0;
- gdome_el_ref(elem, &exc);
- g_assert(exc == 0);
- }
- return Val_Element(elem);
-}
-
-ML_2 (gtk_math_view_structure_changed, GtkMathView_val, Element_val, Unit)
-ML_3 (gtk_math_view_attribute_changed, GtkMathView_val, Element_val, DOMString_val, Unit)
-/* OML_3 (gtk_math_view_get_element_at, GtkMathView_val, Int_val, Int_val, Val_Element) */
-ML_1 (gtk_math_view_freeze, GtkMathView_val, Unit)
-ML_1 (gtk_math_view_thaw, GtkMathView_val, Unit)
-ML_2 (gtk_math_view_load_uri, GtkMathView_val, String_val, Val_bool)
-ML_2 (gtk_math_view_load_root, GtkMathView_val, Element_val, Val_bool)
-ML_1 (gtk_math_view_unload, GtkMathView_val, Unit)
-ML_2 (gtk_math_view_select, GtkMathView_val, Element_val, Unit)
-ML_2 (gtk_math_view_unselect, GtkMathView_val, Element_val, Unit)
-ML_2 (gtk_math_view_is_selected, GtkMathView_val, Element_val, Val_bool)
-/*
-ML_2 (gtk_math_view_new,GtkAdjustment_val, GtkAdjustment_val, Val_GtkWidget_sink)
-ML_1 (gtk_math_view_get_width, GtkMathView_val, Val_int)
-ML_1 (gtk_math_view_get_height, GtkMathView_val, Val_int)
-*/
-ML_3 (gtk_math_view_set_top, GtkMathView_val, Int_val, Int_val, Unit)
-ML_3 (gtk_math_view_set_adjustments, GtkMathView_val, GtkAdjustment_val, GtkAdjustment_val, Unit)
-/*
-ML_1 (gtk_math_view_get_hadjustment, GtkMathView_val, Val_GtkWidget)
-ML_1 (gtk_math_view_get_vadjustment, GtkMathView_val, Val_GtkWidget)
-*/
-ML_1 (gtk_math_view_get_buffer, GtkMathView_val, Val_GdkPixmap)
-ML_2 (gtk_math_view_set_font_size, GtkMathView_val, Int_val, Unit)
-ML_1 (gtk_math_view_get_font_size, GtkMathView_val, Val_int)
-ML_2 (gtk_math_view_set_log_verbosity, GtkMathView_val, Int_val, Unit)
-ML_1 (gtk_math_view_get_log_verbosity, GtkMathView_val, Val_int)
-ML_2 (gtk_math_view_set_t1_opaque_mode, GtkMathView_val, Bool_val, Unit)
-ML_1 (gtk_math_view_get_t1_opaque_mode, GtkMathView_val, Val_bool)
-ML_2 (gtk_math_view_set_t1_anti_aliased_mode, GtkMathView_val, Bool_val, Unit)
-ML_1 (gtk_math_view_get_t1_anti_aliased_mode, GtkMathView_val, Val_bool)
-ML_1 (gtk_math_view_add_configuration_path, String_val, Unit)
-
-value ml_gtk_math_view_get_element_at (value arg1, value arg2, value arg3)
-{
- CAMLparam3(arg1, arg2, arg3);
- CAMLlocal1 (result);
- GdomeElement* el;
- if (gtk_math_view_get_element_at(GtkMathView_val (arg1), Int_val(arg2), Int_val(arg3), &el, NULL, NULL))
- result = Val_option_ptr(el, Val_Element);
- else
- result = Val_unit;
- CAMLreturn (result);
-}
-
-value ml_gtk_math_view_get_document (value arg1)
-{
- CAMLparam1(arg1);
- CAMLlocal1(result);
- GdomeDocument* doc = gtk_math_view_get_document(GtkMathView_val (arg1));
- if (doc == NULL)
- result = Val_unit;
- else
- result = Val_option_ptr(doc, Val_Document);
- CAMLreturn (result);
-}
-
-value ml_gtk_math_view_get_adjustments(value arg1)
-{
- CAMLparam1(arg1);
- CAMLlocal1(result);
- GtkAdjustment* hadj;
- GtkAdjustment* vadj;
- gtk_math_view_get_adjustments(GtkMathView_val (arg1), &hadj, &vadj);
- result = alloc(2, 0);
- Store_field(result, 0, Val_GtkWidget(hadj));
- Store_field(result, 1, Val_GtkWidget(vadj));
- CAMLreturn(result);
-}
-
-value ml_gtk_math_view_get_size (value arg1)
-{
- CAMLparam1(arg1);
- CAMLlocal1(result);
- int width, height;
- gtk_math_view_get_size(GtkMathView_val (arg1), &width, &height);
- result = alloc(1, 0);
- Store_field(result, 0, Val_int(width));
- Store_field(result, 1, Val_int(height));
- CAMLreturn (result);
-}
-
-value ml_gtk_math_view_get_bounding_box (value arg1)
-{
- CAMLparam1(arg1);
- CAMLlocal1(result);
- int width, height, depth;
- GtkMathViewBoundingBox gbox;
- gtk_math_view_get_bounding_box(GtkMathView_val (arg1), &gbox);
- result = alloc(3, 0);
- Store_field(result, 0, Val_int(gbox.width));
- Store_field(result, 1, Val_int(gbox.height));
- Store_field(result, 2, Val_int(gbox.depth));
- CAMLreturn (result);
-}
-
-value ml_gtk_math_view_get_top (value arg1)
-{
- CAMLparam1(arg1);
- CAMLlocal1(result);
- int x, y;
- gtk_math_view_get_top(GtkMathView_val (arg1), &x, &y);
- result = alloc(2, 0);
- Store_field(result, 0, Val_int(x));
- Store_field(result, 1, Val_int(y));
- CAMLreturn (result);
-}
-
-/*
-value ml_gtk_math_view_get_element_coords (value arg1, value arg2)
-{
- CAMLparam2(arg1, arg2);
- CAMLlocal1 (result);
- int x, y;
- gtk_math_view_get_element_coords(GtkMathView_val (arg1), Element_val(arg2), &x, &y);
- result = alloc(2, 0);
- Store_field(result, 0, Val_int(x));
- Store_field(result, 1, Val_int(y));
- CAMLreturn (result);
-}
-*/
-
-value ml_gtk_math_view_gdome_element_of_boxed_option (value arg1)
-{
- CAMLparam1(arg1);
-
- GdomeException exc = 0;
- GdomeElement* nr = NULL;
- CAMLlocal1 (res);
-
- if (arg1==Val_int(0)) {
- assert(0);
- } else {
- nr = (GdomeElement*) Field(Field(arg1,0),1);
- }
-
- res = Val_Element_ref(nr);
- if (res==Val_int(0)) {
- assert(0);
- }
-
- CAMLreturn(res);
-}
-
-value ml_gtk_math_view_gdome_element_option_of_boxed_option (value arg1)
-{
- CAMLparam1(arg1);
-
- GdomeElement* nr;
- CAMLlocal1 (valnr);
- CAMLlocal1 (res);
-
- if (arg1==Val_int(0)) {
- res=Val_unit;
- } else {
- GdomeException exc = 0;
- GdomeElement* elem = (GdomeElement*) Field(Field(arg1,0),1);
- assert(elem != NULL);
- res = Val_option_ptr(elem, Val_Element_ref);
- }
-
- CAMLreturn(res);
-}
-
-value ml_gtk_math_view_model_event_of_boxed_option (value arg1)
-{
- CAMLparam1(arg1);
- GdomeElement* nr;
- CAMLlocal1 (valnr);
- CAMLlocal1 (res);
-
- assert(arg1 != Val_int(0));
- GtkMathViewModelEvent* event = (GtkMathViewModelEvent*) Field(Field(arg1,0),1);
- res = alloc(4, 0);
- Store_field(res, 0, Val_option_ptr(event->id, Val_Element_ref));
- Store_field(res, 1, Val_int(event->x));
- Store_field(res, 2, Val_int(event->y));
- Store_field(res, 3, Val_int(event->state));
-
- CAMLreturn(res);
-}
-
+++ /dev/null
-*.cmo *.cmi *.cmx t1lib.log test test.opt test.ps test.o Makefile
+++ /dev/null
-PACKAGE = @PACKAGE@ lablgtk2.init
-MLFLAGS =
-OCAMLC = ocamlfind ocamlc $(MLFLAGS)
-OCAMLOPT = ocamlfind ocamlopt $(MLFLAGS)
-TMPDIR = .test
-
-all: test
-opt: test.opt
-
-test: test.ml
- $(OCAMLC) -package "$(PACKAGE)" -linkpkg -predicates "" -o $@ test.ml
-
-test.opt: test.ml
- $(OCAMLOPT) -package "$(PACKAGE)" -linkpkg -predicates "" -o $@ test.ml
-
-clean:
- rm -f *.cm[iox] *.o test test.opt t1lib.log test.ps
-
-distclean:
- rm Makefile
+++ /dev/null
-ENCODING=.
-AFM=/usr/share/texmf/fonts/afm/
-TYPE1=/usr/share/texmf/fonts/type1/bluesky/cm/:/usr/X11R6/lib/X11/fonts/Type1/:.
+++ /dev/null
-(* Copyright (C) 2000-2003, Luca Padovani <luca.padovani@cs.unibo.it>,
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>.
- *
- * This file is part of lablgtkmathview, the Ocaml binding
- * for the GtkMathView widget.
- *
- * lablgtkmathview is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * lablgtkmathview is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with lablgtkmathview; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, send a mail to the author.
- *)
-
-(******************************************************************************)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 25/09/2000 *)
-(* *)
-(* This is a simple test for the OCaml (LablGtk indeed) binding of the *)
-(* MathView widget *)
-(******************************************************************************)
-
-let helmns = Gdome.domString "http://www.cs.unibo.it/helm";;
-
-(*
-let choose_selection mmlwidget (element : Gdome.element option) =
- let module G = Gdome in
- let rec aux element =
- if element#hasAttributeNS
- ~namespaceURI:Misc.helmns
- ~localName:(G.domString "xref")
- then
- mmlwidget#set_selection (Some element)
- else
- try
- match element#get_parentNode with
- None -> assert false
- (*CSC: OCAML DIVERGES!
- | Some p -> aux (new G.element_of_node p)
- *)
- | Some p -> aux (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ ->
- prerr_endline
- "******* trying to select above the document root ********"
- in
- match element with
- Some x -> aux x
- | None -> mmlwidget#set_selection None
-;;
-*)
-
-(* Callbacks *)
-let selection_changed mathview (element : Gdome.element option) =
- let rec aux element =
- if element#hasAttributeNS
- ~namespaceURI:helmns
- ~localName:(Gdome.domString "xref")
- then
- mathview#set_selection (Some element)
- else
- try
- match element#get_parentNode with
- None -> mathview#set_selection None
- | Some p -> aux (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ ->
- prerr_endline "******* trying to select above the document root ********"
- in
- print_endline ("selection_changed: " ^
- (match element with
- None -> "selection_changed on nothing"
- | Some element -> element#get_tagName#to_string
- )
- ) ;
- match element with
- None -> ()
- | Some el -> aux el;
- flush stdout
-;;
-
-let element_over mathview ((element : Gdome.element option), _, _, _) =
- print_endline ("element_over: " ^
- (match element with
- None -> "element_over on nothing"
- | Some element -> element#get_tagName#to_string
- )
- ) ;
- flush stdout
-;;
-
-let rec jump (element : Gdome.element) =
- let module G = Gdome in
- let attr = (element#getAttribute ~name:(G.domString "href"))#to_string in
- if attr = "" then
- match element#get_parentNode with
- Some p ->
- begin
- try
- jump (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ ->
- print_string "jump: NO HREF FOR THIS NODE\n" ;
- flush stdout ;
- false
- end
- | None -> assert false (* every element has a parent *)
- else
- begin
- print_endline ("jump: " ^ attr) ;
- flush stdout ;
- true
- end
-;;
-
-let rec action mathview (element : Gdome.element) =
- let module G = Gdome in
- if element#get_tagName#to_string = "m:maction" then
- let selection =
- if element#hasAttribute ~name:(G.domString "selection") then
- int_of_string (element#getAttribute ~name:(G.domString "selection"))#to_string
- else
- 1
- in
- mathview#freeze ;
- (* the widget will cast the index back into a reasonable range *)
- element#setAttribute ~name:(G.domString "selection") ~value:(G.domString (string_of_int (selection + 1))) ;
- mathview#thaw ;
- true
- else
- match element#get_parentNode with
- Some p ->
- begin
- try
- action mathview (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ ->
- print_string "action: NO MACTION FOUND\n" ;
- flush stdout ;
- false
- end
- | None -> assert false (* every element has a parent *)
-
-let click mathview ((element : Gdome.element option), _, _, _) =
- let module G = Gdome in
- match element with
- None -> print_string "CLICKED ON NOTHING\n" ; flush stdout
- | Some element ->
- if not (jump element) then
- if not (mathview#action_toggle element) then
- ()
-;;
-
-let load_uri mathview () =
- mathview#load_uri ~filename:"test.xml" ;
- print_string "load: SEEMS TO WORK\n" ;
- flush stdout
-;;
-
-let get_document mathview () =
- (match mathview#get_document with
- | None -> print_string "no document loaded\n"
- | Some doc ->
- let name = "out.xml" in
- ignore ((Gdome.domImplementation ())#saveDocumentToFile ~doc ~name ());
- print_string ("document loaded and saved to " ^ name ^ "\n"));
- flush stdout
-;;
-
-let load_doc mathview () =
- mathview#load_root ~root:(((Gdome.domImplementation ())#createDocumentFromURI ~uri:"test.xml" ())#get_documentElement) ;
- print_string "load from DOM: SEEMS TO WORK\n" ;
- flush stdout
-;;
-
-let test_get_selection mathview () =
- let selection =
- match mathview#get_selection with
- Some element -> element#get_tagName#to_string
- | None -> "no selection! but there are " ^ (string_of_int (List.length mathview#get_selections)) ^ " multiple selections!"
- in
- print_string ("selection: " ^ selection ^ "\n") ;
- flush stdout
-;;
-
-let test_set_selection mathview () =
- begin
- match mathview#get_selection with
- Some element ->
- begin
- match element#get_parentNode with
- Some p ->
- begin
- try
- mathview#set_selection (Some (new Gdome.element_of_node p));
- print_string "set selection: SEEMS TO WORK\n"
- with
- GdomeInit.DOMCastException _ ->
- print_string "EXCEPTION: no parent\n"
- end
- | None -> assert false (* every element has a parent *)
- end
- | None ->
- mathview#set_selection None;
- print_string "no selection\n"
- end ;
- flush stdout
-;;
-
-let test_add_selection (mathview : GMathViewAux.multi_selection_math_view) () =
- match mathview#get_selection with
- Some e -> mathview#add_selection e
- | None ->
- begin
- print_string "no selection to add\n" ;
- flush stdout
- end
-;;
-
-let test_reset_selections (mathview : GMathViewAux.multi_selection_math_view) () =
- mathview#set_selection None ;
- mathview#remove_selections
-
-let select_over (mathview : GMathViewAux.multi_selection_math_view) =
- (fun (_,_,_,state) ->
- let c = function
- | `SHIFT -> "shift"
- | `LOCK -> "lock"
- | `CONTROL -> "control"
- | `MOD1 -> "mod1"
- | _ -> ""
- in
- let msg =
- String.concat ","
- (List.filter (fun s -> s <> "")
- (List.map c (Gdk.Convert.modifier state)))
- in
- if msg <> "" then begin
- print_endline ("modifiers: " ^ msg);
- flush stdout
- end)
-
-let unload mathview () =
- mathview#unload ;
- print_string "unload: SEEMS TO WORK\n" ;
- flush stdout
-;;
-
-let get_size mathview () =
- let width, height = mathview#get_size in
- print_string ("width: " ^ string_of_int width ^ ", height: " ^ string_of_int height ^ "\n") ;
- flush stdout
-;;
-
-let get_top mathview () =
- let (x,y) = mathview#get_top in
- print_string ("top: ("^ string_of_int x ^ "," ^ string_of_int y ^ ")\n") ;
- flush stdout
-;;
-
-let set_top mathview () =
- mathview#set_top 0 0;
- print_string "set_top: SEEM TO WORK\n" ;
- flush stdout
-;;
-
-let set_adjustments mathview () =
- let adj1 = GData.adjustment () in
- let adj2 = GData.adjustment () in
- mathview#set_adjustments adj1 adj2 ;
- adj1#set_value ((adj1#lower +. adj1#upper) /. 2.0) ;
- adj2#set_value ((adj2#lower +. adj2#upper) /. 2.0) ;
- print_string "set_adjustments: SEEM TO WORK\n" ;
- flush stdout
-;;
-
-let get_adjustments mathview () =
- let hadj, vadj = mathview#get_adjustments in
- hadj#set_value ((hadj#lower +. hadj#upper) /. 2.0) ;
- vadj#set_value ((vadj#lower +. vadj#upper) /. 2.0) ;
- print_string "hadjustment: SEEM TO WORK\n" ;
- flush stdout
-;;
-
-let get_buffer mathview () =
- let buffer = mathview#get_buffer in
- Gdk.Draw.rectangle buffer (Gdk.GC.create buffer) ~x:0 ~y:0
- ~width:50 ~height:50 ~filled:true () ;
- print_string "buffer: SEEMS TO WORK (hint: force the widget redrawing)\n";
- flush stdout
-;;
-
-let set_font_size mathview () =
- mathview#set_font_size 24 ;
- print_string "set_font_size: FONT IS NOW 24\n" ;
- flush stdout
-;;
-
-let get_font_size mathview () =
- print_string ("font_size: " ^ string_of_int (mathview#get_font_size) ^ "\n") ;
- flush stdout
-;;
-
-let set_log_verbosity mathview () =
- mathview#set_log_verbosity 3 ;
- print_string "set_log_verbosity: NOW IS 3\n" ;
- flush stdout
-;;
-
-let get_log_verbosity mathview () =
- print_string ("log_verbosity: " ^
- string_of_int mathview#get_log_verbosity ^
- "\n") ;
- flush stdout
-;;
-
-let x_coord = ref 0
-;;
-
-(*
-let get_element_at mathview () =
- begin
- match mathview#get_element_at !x_coord 10 with
- None -> print_string ("there is no element at " ^ (string_of_int !x_coord) ^ " 10\n")
- | Some e -> print_string ("at " ^ (string_of_int !x_coord) ^ " 10 found element " ^ (e#get_nodeName#to_string) ^ "\n")
- end ;
- x_coord := !x_coord + 10 ;
- flush stdout
-;;
-*)
-
-let _ = (GtkMain.Main.init ())
-;;
-
-(* Widget creation *)
-let main_window = GWindow.window ~title:"GtkMathView test" () in
-let vbox = GPack.vbox ~packing:main_window#add () in
-let sw = GBin.scrolled_window ~width:50 ~height:50 ~packing:vbox#pack () in
-let mathview= GMathViewAux.multi_selection_math_view ~packing:sw#add ~width:50 ~height:50 () in
-let table = GPack.table ~rows:6 ~columns:5 ~packing:vbox#pack () in
-let button_load = GButton.button ~label:"load" ~packing:(table#attach ~left:1 ~top:0) () in
-let button_unload = GButton.button ~label:"unload" ~packing:(table#attach ~left:2 ~top:0) () in
-let button_get_document = GButton.button ~label:"get_document" ~packing:(table#attach ~left:1 ~top:1) () in
-let button_selection = GButton.button ~label:"get_selection" ~packing:(table#attach ~left:3 ~top:0) () in
-let button_set_selection = GButton.button ~label:"set_selection" ~packing:(table#attach ~left:4 ~top:0) () in
-let button_add_selection = GButton.button ~label:"add_selection" ~packing:(table#attach ~left:3 ~top:3) () in
-let button_reset_selections = GButton.button ~label:"reset_selections" ~packing:(table#attach ~left:4 ~top:3) () in
-let button_get_size = GButton.button ~label:"get_size" ~packing:(table#attach ~left:0 ~top:1) () in
-let button_get_top = GButton.button ~label:"get_top" ~packing:(table#attach ~left:2 ~top:1) () in
-let button_set_top = GButton.button ~label:"set_top" ~packing:(table#attach ~left:3 ~top:1) () in
-let button_set_adjustments = GButton.button ~label:"set_adjustments" ~packing:(table#attach ~left:4 ~top:1) () in
-let button_get_adjustments = GButton.button ~label:"get_adjustments" ~packing:(table#attach ~left:0 ~top:2) () in
-let button_get_buffer = GButton.button ~label:"get_buffer" ~packing:(table#attach ~left:2 ~top:2) () in
-let button_set_font_size = GButton.button ~label:"set_font_size" ~packing:(table#attach ~left:4 ~top:2) () in
-let button_get_font_size = GButton.button ~label:"get_font_size" ~packing:(table#attach ~left:0 ~top:3) () in
-let button_set_log_verbosity = GButton.button ~label:"set_log_verbosity" ~packing:(table#attach ~left:0 ~top:4) () in
-let button_get_log_verbosity = GButton.button ~label:"get_log_verbosity" ~packing:(table#attach ~left:1 ~top:4) () in
-let button_load_dom = GButton.button ~label:"load from DOM" ~packing:(table#attach ~left:2 ~top:5) () in
-(* let button_get_element_at = GButton.button ~label:"get_element_at" ~packing:(table#attach ~left:3 ~top:5) () in *)
-(* Signals connection *)
-ignore(button_load#connect#clicked (load_uri mathview)) ;
-ignore(button_unload#connect#clicked (unload mathview)) ;
-ignore(button_get_document#connect#clicked (get_document mathview)) ;
-ignore(button_selection#connect#clicked (test_get_selection mathview)) ;
-ignore(button_set_selection#connect#clicked (test_set_selection mathview)) ;
-ignore(button_add_selection#connect#clicked (test_add_selection mathview)) ;
-ignore(button_reset_selections#connect#clicked (test_reset_selections mathview)) ;
-ignore(button_get_size#connect#clicked (get_size mathview)) ;
-ignore(button_get_top#connect#clicked (get_top mathview)) ;
-ignore(button_set_top#connect#clicked (set_top mathview)) ;
-ignore(button_set_adjustments#connect#clicked (set_adjustments mathview)) ;
-ignore(button_get_adjustments#connect#clicked (get_adjustments mathview)) ;
-ignore(button_get_buffer#connect#clicked (get_buffer mathview)) ;
-ignore(button_set_font_size#connect#clicked (set_font_size mathview)) ;
-ignore(button_get_font_size#connect#clicked (get_font_size mathview)) ;
-ignore(button_set_log_verbosity#connect#clicked (set_log_verbosity mathview)) ;
-ignore(button_get_log_verbosity#connect#clicked (get_log_verbosity mathview)) ;
-ignore(mathview#connect#click (click mathview)) ;
-ignore(mathview#connect#selection_changed (selection_changed mathview));
-ignore(mathview#connect#element_over (element_over mathview)) ;
-ignore(mathview#connect#select_over (select_over mathview));
-ignore(button_load_dom#connect#clicked (load_doc mathview)) ;
-ignore(main_window#connect#destroy (fun _ -> GMain.quit ()));
-(* ignore(button_get_element_at#connect#clicked (get_element_at mathview)) ; *)
-(* Main Loop *)
-main_window#show () ;
-GMain.Main.main ()
-;;
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE m:math [
- <!ENTITY InvisibleTimes "⁢">
- <!ENTITY ApplyFunction "⁡">
- <!ENTITY int "∫">
-]>
-
-<m:math display="block" xmlns:helm="http://www.cs.unibo.it/helm" xmlns:m="http://www.w3.org/1998/Math/MathML">
- <m:mrow helm:xref="SELECTION OK">
- <m:mo>∫</m:mo>
- <m:mo>⁡</m:mo>
- <m:mfrac>
- <m:maction actiontype="toggle">
- <m:mtext>It's a secret!</m:mtext>
- <m:mrow>
- <m:mrow>
- <m:mi>a</m:mi>
- <m:mo>⁢</m:mo>
- <m:mi>x</m:mi>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mi>b</m:mi>
- </m:mrow>
- </m:maction>
- <m:mrow>
- <m:msup helm:xref="A">
- <m:mi>x</m:mi>
- <m:mn>2</m:mn>
- </m:msup>
- <m:mo>+</m:mo>
- <m:mrow helm:xref="B">
- <m:mi>p</m:mi>
- <m:mo>⁢</m:mo>
- <m:mi>x</m:mi>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mi>q</m:mi>
- </m:mrow>
- </m:mfrac>
- </m:mrow>
- <m:mo fontstyle="italic">d</m:mo>
- <m:mi>x</m:mi>
- <m:mo>=</m:mo>
- <m:mrow>
- <m:mrow>
- <m:mfrac><m:mi>a</m:mi><m:mn>2</m:mn></m:mfrac>
- <m:mo>⁢</m:mo>
- <m:mrow>
- <m:mi>ln</m:mi>
- <m:mo>⁡</m:mo>
- <m:mrow>
- <m:mo>(</m:mo>
- <m:mrow>
- <m:msup><m:mi>x</m:mi><m:mn>2</m:mn></m:msup>
- <m:mo>+</m:mo>
- <m:mrow>
- <m:mi>p</m:mi>
- <m:mo>⁢</m:mo>
- <m:mi>x</m:mi>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mi>q</m:mi>
- </m:mrow>
- <m:mo>)</m:mo>
- </m:mrow>
- </m:mrow>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mrow>
- <m:mfrac>
- <m:mrow>
- <m:mrow>
- <m:mn>2</m:mn>
- <m:mo>⁢</m:mo>
- <m:mi>b</m:mi>
- </m:mrow>
- <m:mo>-</m:mo>
- <m:mrow>
- <m:mi>a</m:mi>
- <m:mo>⁢</m:mo>
- <m:mi>p</m:mi>
- </m:mrow>
- </m:mrow>
- <m:msqrt>
- <m:mrow>
- <m:mrow>
- <m:mn>4</m:mn>
- <m:mo>⁢</m:mo>
- <m:mi>q</m:mi>
- </m:mrow>
- <m:mo>-</m:mo>
- <m:msup>
- <m:mi>p</m:mi>
- <m:mn>2</m:mn>
- </m:msup>
- </m:mrow>
- </m:msqrt>
- </m:mfrac>
- <m:mo>⁢</m:mo>
- <m:mrow>
- <m:mi xlink:href="JUMPS WORK">arctg</m:mi>
- <m:mo>⁡</m:mo>
- <m:mfrac>
- <m:mrow>
- <m:mrow>
- <m:mn>2</m:mn>
- <m:mo>⁢</m:mo>
- <m:mi>x</m:mi>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mi>p</m:mi>
- </m:mrow>
- <m:msqrt>
- <m:mrow>
- <m:mrow>
- <m:mn>4</m:mn>
- <m:mo>⁢</m:mo>
- <m:mi>q</m:mi>
- </m:mrow>
- <m:mo>-</m:mo>
- <m:msup>
- <m:mi>p</m:mi>
- <m:mn>2</m:mn>
- </m:msup>
- </m:mrow>
- </m:msqrt>
- </m:mfrac>
- </m:mrow>
- </m:mrow>
- <m:mo>+</m:mo>
- <m:mi>c</m:mi>
- </m:mrow>
-</m:math>
+++ /dev/null
-Makefile
-Makefile.in
-aclocal.m4
-autom4te.cache
-config.h
-config.h.in
-config.log
-config.status
-configure
-editex-config
-libtool
-result.xml
-stamp-h
-stamp-h.in
-t1lib.log
-editex.pc
+++ /dev/null
-This is TeX, Version 3.14159 (Web2C 7.3.7) (format=tex 2002.8.9) 23 NOV 2002 18:34
-**$$\root 3 \of x+1$$
-(/usr/share/texmf/tex/latex/tools/.tex File ignored)
-! Missing $ inserted.
-<inserted text>
- $
-<to be read again>
- \mathchoice
-\mathpalette #1#2->\mathchoice
- {#1\displaystyle {#2}}{#1\textstyle {#2}}{#1\...
-<*> $$\root 3 \of x
- +1$$
-?
-
-*
-! Emergency stop.
-<*> $$\root 3 \of x+1$$
-
-End of file on the terminal!
-
-No pages of output.
+++ /dev/null
-Luca Padovani <lpadovan@cs.unibo.it>
-Paolo Marinelli <pmarinel@cs.unibo.it>
+++ /dev/null
-[ebrowse-hs "ebrowse 5.0" " -x" () ()][ebrowse-ts [ebrowse-cs "APushParser" () 0"src/APushParser.hh" "class APushParser
-{" 75"src/APushParser.hh" ]
-([ebrowse-ts [ebrowse-cs "TPushParser" () 0"src/TPushParser.hh" "class TPushParser :" 226"src/TPushParser.hh" ]
-()([ebrowse-ms "buffer" () 0 () " std::list<TToken> buffer;" 1306 2 () () 0]
-[ebrowse-ms "cursor" () 0 () " TNode cursor;" 1363 2 () () 0]
-[ebrowse-ms "doc" () 0 () " TDocument doc;" 1343 2 () () 0]
-[ebrowse-ms "frames" () 0 () " std::stack<Frame> frames;" 1278 2 () () 0]
-[ebrowse-ms "nextId" () 0 () " unsigned nextId;" 1326 2 () () 0]
-)
-([ebrowse-ms "PRIME" () 4 () " std::string PRIME(void" 490 2 "src/TPushParser.cc" "TPushParser::PRIME()" 279]
-[ebrowse-ms "TPushParser" () 0 () () 0 0 "src/TPushParser.cc" "TPushParser::TPushParser(const TDictionary& d) :" 58]
-[ebrowse-ms "TPushParser" () 0 () " TPushParser(const class TDictionary&);" 275 0 () () 0]
-[ebrowse-ms "advance" () 0 () " void advance(const" 1065 2 "src/TPushParser.cc" "TPushParser::advance(const" 13192]
-[ebrowse-ms "do_active" () 0 () " void do_active(const" 916 2 "src/TPushParser.cc" "TPushParser::do_active(const" 5602]
-[ebrowse-ms "do_align" () 0 () " void do_align(void" 624 2 "src/TPushParser.cc" "TPushParser::do_align()" 1530]
-[ebrowse-ms "do_apostrophe" () 0 () " void do_apostrophe(void" 1042 2 "src/TPushParser.cc" "TPushParser::do_apostrophe()" 4611]
-[ebrowse-ms "do_begin" () 0 () " void do_begin(void" 557 2 "src/TPushParser.cc" "TPushParser::do_begin()" 461]
-[ebrowse-ms "do_comment" () 0 () " void do_comment(void" 954 2 "src/TPushParser.cc" "TPushParser::do_comment()" 5668]
-[ebrowse-ms "do_control" () 0 () " void do_control(const" 980 2 "src/TPushParser.cc" "TPushParser::do_control(const" 6337]
-[ebrowse-ms "do_cr" () 0 () " void do_cr(void" 1014 2 "src/TPushParser.cc" "TPushParser::do_cr()" 5708]
-[ebrowse-ms "do_digit" () 0 () " void do_digit(const" 841 2 "src/TPushParser.cc" "TPushParser::do_digit(const" 4072]
-[ebrowse-ms "do_end" () 0 () " void do_end(void" 578 2 "src/TPushParser.cc" "TPushParser::do_end()" 910]
-[ebrowse-ms "do_eol" () 0 () " void do_eol(void" 645 2 "src/TPushParser.cc" "TPushParser::do_eol()" 2464]
-[ebrowse-ms "do_letter" () 0 () " void do_letter(const" 804 2 "src/TPushParser.cc" "TPushParser::do_letter(const" 3902]
-[ebrowse-ms "do_other" () 0 () " void do_other(const" 878 2 "src/TPushParser.cc" "TPushParser::do_other(const" 5303]
-[ebrowse-ms "do_parameter" () 0 () " void do_parameter(const" 673 2 "src/TPushParser.cc" "TPushParser::do_parameter(const" 2546]
-[ebrowse-ms "do_shift" () 0 () " void do_shift(void" 601 2 "src/TPushParser.cc" "TPushParser::do_shift()" 1487]
-[ebrowse-ms "do_space" () 0 () " void do_space(const" 766 2 "src/TPushParser.cc" "TPushParser::do_space(const" 3794]
-[ebrowse-ms "do_subscript" () 0 () " void do_subscript(void" 742 2 "src/TPushParser.cc" "TPushParser::do_subscript()" 2609]
-[ebrowse-ms "do_superscript" () 0 () " void do_superscript(void" 715 2 "src/TPushParser.cc" "TPushParser::do_superscript()" 3204]
-[ebrowse-ms "document" () 4 () " TDocument document(void" 432 0 () " TDocument document(void" 432]
-[ebrowse-ms "isPrimes" () 4 () " bool isPrimes(const" 520 2 "src/TPushParser.cc" "TPushParser::isPrimes(const" 4445]
-[ebrowse-ms "process" () 0 () " void process(const" 1096 2 "src/TPushParser.cc" "TPushParser::process(const" 8538]
-[ebrowse-ms "push" () 1 () " virtual void push(const" 349 0 "src/TPushParser.cc" "TPushParser::push(const" 9379]
-[ebrowse-ms "setCursor" () 1 () " virtual void setCursor(const" 390 0 "src/TPushParser.cc" "TPushParser::setCursor(const" 13865]
-[ebrowse-ms "~TPushParser" () 1 () " virtual ~TPushParser()" 321 0 "src/TPushParser.cc" "TPushParser::~TPushParser()" 241]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TTokenizer" () 0"src/TTokenizer.hh" "class TTokenizer :" 173"src/TTokenizer.hh" ]
-()([ebrowse-ms "tokens" () 0 () " std::list<TToken> tokens;" 405 2 () () 0]
-)
-([ebrowse-ms "TTokenizer" () 0 () " TTokenizer(void) {" 221 0 () " TTokenizer(void) {" 221]
-[ebrowse-ms "push" () 1 () " virtual void push(const" 316 2 "src/TTokenizer.cc" "TTokenizer::push(const" 471]
-[ebrowse-ms "setCursor" () 1 () " virtual void setCursor(const" 357 2 () " virtual void setCursor(const" 357]
-[ebrowse-ms "tokenize" () 0 () " std::vector<TToken> tokenize(const" 265 0 "src/TTokenizer.cc" "TTokenizer::tokenize(const" 120]
-)
-()
-()
-()
-()
-()()
-])()
-([ebrowse-ms "APushParser" () 0 () " APushParser(void) {" 102 0 () " APushParser(void) {" 102]
-[ebrowse-ms "push" () 9 () " virtual void push(const" 164 0 () () 0]
-[ebrowse-ms "setCursor" () 9 () " virtual void setCursor(const" 209 0 () () 0]
-[ebrowse-ms "~APushParser" () 1 () " virtual ~APushParser()" 133 0 () " virtual ~APushParser()" 133]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "EmptyBuffer" "TLexerPush" 0"src/TLexerPush.hh" " class EmptyBuffer {" 271() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "unary_function" "std" 32() () 0() ]
-([ebrowse-ts [ebrowse-cs "StringHash" "TDictionary" 0"src/TDictionary.hh" " struct StringHash :" 1160"src/TDictionary.hh" ]
-()()
-([ebrowse-ms "operator ()" () 4 () " { size_t operator()(const" 1238 0 () " { size_t operator()(const" 1238]
-)
-()
-()
-()
-()
-()()
-])()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TObject" () 0"src/TObject.hh" "class TObject
-{" 63"src/TObject.hh" ]
-()()
-([ebrowse-ms "TObject" () 0 () " TObject(void) {" 89 1 () " TObject(void) {" 89]
-[ebrowse-ms "ref" () 4 () " void ref(coid" 162 0 () " void ref(coid" 162]
-[ebrowse-ms "unref" () 4 () " void unref(void" 206 0 () " void unref(void" 206]
-[ebrowse-ms "~TObject" () 1 () " virtual ~TObject()" 132 1 () " virtual ~TObject()" 132]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "std" () 0() () 0() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TLexerPush" () 0"src/TLexerPush.hh" "class TLexerPush
-{" 59"src/TLexerPush.hh" ]
-()([ebrowse-ms "state" () 0 () " State state;" 388 2 () () 0]
-[ebrowse-ms "tokens" () 0 () " std::deque<TToken> tokens;" 417 2 () () 0]
-)
-([ebrowse-ms "TLexerPush" () 0 () " TLexerPush(void);" 85 0 "src/TLexerPush.cc" "TLexerPush::TLexerPush()
-{" 51]
-[ebrowse-ms "ambiguous" () 4 () " bool ambiguous(void" 182 0 "src/TLexerPush.cc" "TLexerPush::ambiguous()" 576]
-[ebrowse-ms "empty" () 4 () " bool empty(void" 240 0 "src/TLexerPush.cc" "TLexerPush::empty()" 447]
-[ebrowse-ms "front" () 4 () " TToken front(void" 150 0 "src/TLexerPush.cc" "TLexerPush::front()" 338]
-[ebrowse-ms "pending" () 4 () " bool pending(void" 212 0 "src/TLexerPush.cc" "TLexerPush::pending()" 510]
-[ebrowse-ms "pop" () 0 () " TToken pop(void" 128 0 "src/TLexerPush.cc" "TLexerPush::pop()" 99]
-[ebrowse-ms "push" () 0 () " void push(TChar" 108 0 "src/TLexerPush.cc" "TLexerPush::push(TChar" 664]
-)
-()
-()
-()
-([ebrowse-ms "State" () 0 () " {" 303 2 () " {" 303]
-)
-()()
-][ebrowse-ts [ebrowse-cs "TLexerPull" () 0() () 0"src/TLexerPull.cc" ]
-()()
-([ebrowse-ms "pop" () 0 () () 0 0 () "TLexerPull::pop(TCharStream" 94]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TDictionary" () 0"src/TDictionary.hh" "class TDictionary
-{" 154"src/TDictionary.hh" ]
-()([ebrowse-ms "entries" () 0 () " Dictionary entries;" 1560 2 () () 0]
-)
-([ebrowse-ms "TDictionary" () 0 () " TDictionary(void) {" 181 0 () " TDictionary(void) {" 181]
-[ebrowse-ms "find" () 4 () " const Entry& find(const" 1107 0 "src/TDictionary.cc" "TDictionary::find(const" 3723]
-[ebrowse-ms "load" () 0 () " void load(const" 1069 0 "src/TDictionary.cc" "TDictionary::load(const" 162]
-[ebrowse-ms "~TDictionary" () 0 () " ~TDictionary()" 204 0 () " ~TDictionary()" 204]
-)
-()
-()
-()
-([ebrowse-ms "Dictionary" () 0 () "ap< std::string, Entry, StringHash > Dictionary;" 1538 2 () () 0]
-[ebrowse-ms "EntryClass" () 0 () " {" 301 0 () " {" 301]
-[ebrowse-ms "Form" () 0 () " {" 228 0 () " {" 228]
-)
-()()
-][ebrowse-ts [ebrowse-cs "DOM" () 0() () 0() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "APushLexer" () 0"src/APushLexer.hh" "class APushLexer
-{" 72"src/APushLexer.hh" ]
-([ebrowse-ts [ebrowse-cs "TPushLexer" () 0"src/TPushLexer.hh" "class TPushLexer :" 117"src/TPushLexer.hh" ]
-()([ebrowse-ms "buffer" () 0 () " std::string buffer;" 483 2 () () 0]
-[ebrowse-ms "state" () 0 () " State state;" 461 2 () () 0]
-)
-([ebrowse-ms "TPushLexer" () 0 () () 0 0 "src/TPushLexer.cc" "TPushLexer::TPushLexer(APushParser& p) :" 108]
-[ebrowse-ms "TPushLexer" () 0 () " TPushLexer(class APushParser&);" 164 0 () () 0]
-[ebrowse-ms "error" () 5 () " virtual bool error(void" 290 0 "src/TPushLexer.cc" "TPushLexer::error()" 2463]
-[ebrowse-ms "push" () 1 () " virtual void push(char" 234 0 "src/TPushLexer.cc" "TPushLexer::push(char" 1180]
-[ebrowse-ms "reset" () 1 () " virtual void reset(void" 262 0 "src/TPushLexer.cc" "TPushLexer::reset()" 176]
-[ebrowse-ms "transaction" () 0 () " void transaction(char" 436 2 "src/TPushLexer.cc" "TPushLexer::transaction(char" 251]
-[ebrowse-ms "~TPushLexer" () 1 () " virtual ~TPushLexer()" 203 0 () " virtual ~TPushLexer()" 203]
-)
-()
-()
-()
-([ebrowse-ms "State" () 0 () " {" 327 2 () " {" 327]
-)
-()()
-])()
-([ebrowse-ms "APushLexer" () 0 () " APushLexer(class APushParser& p) :" 99 0 () " APushLexer(class APushParser& p) :" 99]
-[ebrowse-ms "error" () 13 () " virtual bool error(void" 251 0 () () 0]
-[ebrowse-ms "push" () 9 () " virtual void push(char" 187 0 () () 0]
-[ebrowse-ms "reset" () 9 () " virtual void reset(void" 219 0 () () 0]
-[ebrowse-ms "~APushLexer" () 1 () " virtual ~APushLexer()" 156 0 () " virtual ~APushLexer()" 156]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Ptr" () 32"src/Ptr.hh" "class Ptr
-{" 1067"src/Ptr.hh" ]
-()([ebrowse-ms "ptr" () 0 () " P* ptr;" 1797 2 () () 0]
-)
-([ebrowse-ms "P" () 4 () " operator P*()" 1487 0 () " operator P*()" 1487]
-[ebrowse-ms "Ptr" () 0 () " Ptr(const Ptr& p) :" 1142 0 () " Ptr(const Ptr& p) :" 1142]
-[ebrowse-ms "Ptr" () 0 () " Ptr(P* p = 0) :" 1083 0 () " Ptr(P* p = 0) :" 1083]
-[ebrowse-ms "Q" () 36 () " template <class Q> operator Ptr<Q>()" 1747 0 () " template <class Q> operator Ptr<Q>()" 1747]
-[ebrowse-ms "operator ->" () 4 () " P* operator->()" 1253 0 () " P* operator->()" 1253]
-[ebrowse-ms "operator =" () 0 () " Ptr& operator=(const" 1316 0 () " Ptr& operator=(const" 1316]
-[ebrowse-ms "~Ptr" () 0 () " ~Ptr()" 1202 0 () " ~Ptr()" 1202]
-)
-()
-()
-([ebrowse-ms "is_a" () 32 () " template <class Q> friend bool is_a(const" 1659 0 () " template <class Q> friend bool is_a(const" 1659]
-[ebrowse-ms "smart_cast" () 32 () "emplate <class Q> friend Ptr<Q> smart_cast(const" 1561 0 () "emplate <class Q> friend Ptr<Q> smart_cast(const" 1561]
-)
-()
-()()
-][ebrowse-ts [ebrowse-cs "TToken" () 0"src/TToken.hh" "struct TToken
-{" 80"src/TToken.hh" ]
-()([ebrowse-ms "category" () 0 () " TCat category;" 627 0 () () 0]
-[ebrowse-ms "value" () 0 () " std::string value;" 648 0 () () 0]
-)
-([ebrowse-ms "TToken" () 0 () " TToken(TCat c, const std::string& v) :" 438 0 () " TToken(TCat c, const std::string& v) :" 438]
-[ebrowse-ms "TToken" () 0 () " TToken(TCat c, char ch) :" 366 0 () " TToken(TCat c, char ch) :" 366]
-[ebrowse-ms "TToken" () 0 () " TToken(TCat c) :" 330 0 () " TToken(TCat c) :" 330]
-[ebrowse-ms "operator ==" () 4 () " bool operator==(const" 517 0 () " bool operator==(const" 517]
-)
-()
-()
-()
-([ebrowse-ms "TCat" () 0 () " {" 98 0 () " {" 98]
-)
-()()
-][ebrowse-ts [ebrowse-cs "binary_function" "std" 32() () 0() ]
-([ebrowse-ts [ebrowse-cs "StringEq" "TDictionary" 0"src/TDictionary.hh" " struct StringEq :" 1327() ]
-()()
-([ebrowse-ms "operator ()" () 4 () " { bool operator()(const" 1415 0 () () 0]
-)
-()
-()
-()
-()
-()()
-])()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TNode" () 0"src/TNode.hh" "class TNode
-{" 124"src/TNode.hh" ]
-()([ebrowse-ms "node" () 0 () " DOM::Element node;" 2444 2 () () 0]
-)
-([ebrowse-ms "TNode" () 0 () " TNode(const TNode& n) :" 270 0 () " TNode(const TNode& n) :" 270]
-[ebrowse-ms "TNode" () 0 () " TNode(void) :" 145 0 () " TNode(void) :" 145]
-[ebrowse-ms "append" () 4 () " void append(const" 1667 0 "src/TNode.cc" "TNode::append(const" 2450]
-[ebrowse-ms "append" () 4 () " void append(const" 1631 0 "src/TNode.cc" "TNode::append(const" 2348]
-[ebrowse-ms "child" () 4 () " TNode child(unsigned" 592 0 "src/TNode.cc" "TNode::child(unsigned" 2874]
-[ebrowse-ms "core" () 4 () " TNode core(void" 425 0 "src/TNode.cc" "TNode::core()" 1413]
-[ebrowse-ms "empty" () 4 () " bool empty(void" 648 0 () " bool empty(void" 648]
-[ebrowse-ms "first" () 4 () " TNode first(void" 480 0 "src/TNode.cc" "TNode::first()" 1075]
-[ebrowse-ms "firstL" () 4 () " TNode firstL(void" 508 0 "src/TNode.cc" "TNode::firstL()" 1259]
-[ebrowse-ms "get" () 4 () " std::string get(const" 1758 0 "src/TNode.cc" "TNode::get(const" 3007]
-[ebrowse-ms "hasId" () 4 () " bool hasId(void" 1994 0 () " bool hasId(void" 1994]
-[ebrowse-ms "insert" () 4 () " void insert(const" 1595 0 "src/TNode.cc" "TNode::insert(const" 2193]
-[ebrowse-ms "is" () 4 () " bool is(const" 2055 0 () " bool is(const" 2055]
-[ebrowse-ms "isC" () 4 () " bool isC(const" 2303 0 () " bool isC(const" 2303]
-[ebrowse-ms "isC" () 4 () " bool isC(void" 2258 0 () " bool isC(void" 2258]
-[ebrowse-ms "isG" () 4 () " bool isG(void" 2119 0 () " bool isG(void" 2119]
-[ebrowse-ms "isSb" () 4 () " bool isSb(void" 2165 0 () " bool isSb(void" 2165]
-[ebrowse-ms "isSp" () 4 () " bool isSp(void" 2212 0 () " bool isSp(void" 2212]
-[ebrowse-ms "last" () 4 () " TNode last(void" 534 0 "src/TNode.cc" "TNode::last()" 736]
-[ebrowse-ms "lastL" () 4 () " TNode lastL(void" 561 0 "src/TNode.cc" "TNode::lastL()" 922]
-[ebrowse-ms "name" () 4 () " std::string name(void" 1863 0 () " std::string name(void" 1863]
-[ebrowse-ms "nameC" () 4 () " std::string nameC(void" 1929 0 () " std::string nameC(void" 1929]
-[ebrowse-ms "next" () 4 () " TNode next(void" 319 0 "src/TNode.cc" "TNode::next()" 63]
-[ebrowse-ms "nextL" () 4 () " TNode nextL(void" 346 0 "src/TNode.cc" "TNode::nextL()" 247]
-[ebrowse-ms "operator !=" () 4 () " bool operator!=(const" 1295 0 () " bool operator!=(const" 1295]
-[ebrowse-ms "operator ==" () 4 () " bool operator==(const" 1227 0 () " bool operator==(const" 1227]
-[ebrowse-ms "operator []" () 4 () " ProxyAttr operator[](const" 1422 0 () " ProxyAttr operator[](const" 1422]
-[ebrowse-ms "operator []" () 4 () " TNode operator[](int" 1362 0 () " TNode operator[](int" 1362]
-[ebrowse-ms "parent" () 4 () " TNode parent(void" 453 0 "src/TNode.cc" "TNode::parent()" 1587]
-[ebrowse-ms "prepend" () 4 () " void prepend(const" 1718 0 "src/TNode.cc" "TNode::prepend(const" 2683]
-[ebrowse-ms "prev" () 4 () " TNode prev(void" 372 0 "src/TNode.cc" "TNode::prev()" 396]
-[ebrowse-ms "prevL" () 4 () " TNode prevL(void" 399 0 "src/TNode.cc" "TNode::prevL()" 588]
-[ebrowse-ms "remove" () 4 () " void remove(void" 1529 0 "src/TNode.cc" "TNode::remove()" 1913]
-[ebrowse-ms "replace" () 4 () " void replace(const" 1559 0 "src/TNode.cc" "TNode::replace(const" 2038]
-[ebrowse-ms "set" () 4 () " void set(const" 1797 0 "src/TNode.cc" "TNode::set(const" 3109]
-[ebrowse-ms "size" () 4 () " unsigned size(void" 621 0 "src/TNode.cc" "TNode::size()" 1749]
-[ebrowse-ms "value" () 4 () " std::string value(void" 707 0 () " std::string value(void" 707]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Entry" "TDictionary" 0"src/TDictionary.hh" " struct Entry
- {" 405"src/TDictionary.hh" ]
-()([ebrowse-ms "cls" () 0 () " EntryClass cls;" 806 0 () () 0]
-[ebrowse-ms "delimiter" () 0 () " unsigned delimiter : 1;" 909 0 () () 0]
-[ebrowse-ms "embellishment" () 0 () " unsigned embellishment : 1;" 966 0 () () 0]
-[ebrowse-ms "infix" () 0 () " unsigned infix : 8;" 830 0 () () 0]
-[ebrowse-ms "leftOpen" () 0 () " unsigned leftOpen : 1;" 993 0 () () 0]
-[ebrowse-ms "limits" () 0 () " unsigned limits : 1;" 934 0 () () 0]
-[ebrowse-ms "pattern" () 0 () " std::vector<TToken> pattern;" 597 0 () () 0]
-[ebrowse-ms "postfix" () 0 () " unsigned postfix : 8;" 881 0 () () 0]
-[ebrowse-ms "prefix" () 0 () " unsigned prefix : 8;" 855 0 () () 0]
-[ebrowse-ms "rightOpen" () 0 () " unsigned rightOpen : 1;" 1021 0 () () 0]
-[ebrowse-ms "table" () 0 () " unsigned table : 1;" 1045 0 () () 0]
-[ebrowse-ms "value" () 0 () " std::string value;" 620 0 () () 0]
-)
-([ebrowse-ms "Entry" () 0 () " {" 420 0 () " {" 420]
-[ebrowse-ms "defined" () 4 () " bool defined(void" 643 0 () " bool defined(void" 643]
-[ebrowse-ms "hasArguments" () 4 () " bool hasArguments(void" 707 0 () " bool hasArguments(void" 707]
-[ebrowse-ms "paramDelimited" () 4 () " bool paramDelimited(unsigned" 777 0 "src/TDictionary.cc" "TDictionary::Entry::paramDelimited(unsigned" 4012]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Frame" "TPushParser" 0"src/TPushParser.hh" " struct Frame
- {" 1126"src/TPushParser.hh" ]
-()([ebrowse-ms "entry" () 0 () " const TDictionary::Entry& entry;" 1226 0 () () 0]
-[ebrowse-ms "pos" () 0 () " unsigned pos;" 1244 0 () () 0]
-)
-([ebrowse-ms "Frame" () 0 () " Frame(const TDictionary::Entry& e) :" 1142 0 () " Frame(const TDictionary::Entry& e) :" 1142]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TCharStream" () 0"src/TCharStream.hh" "class TCharStream
-{" 94"src/TCharStream.hh" ]
-([ebrowse-ts [ebrowse-cs "TCharStreamString" () 0"src/TCharStreamString.hh" "class TCharStreamString :" 120"src/TCharStreamString.hh" ]
-()([ebrowse-ms "buffer" () 0 () " TString buffer;" 555 2 () () 0]
-[ebrowse-ms "idx" () 0 () " unsigned long idx;" 536 2 () () 0]
-)
-([ebrowse-ms "TCharStreamString" () 0 () " TCharStreamString(const TString& s) :" 175 0 () " TCharStreamString(const TString& s) :" 175]
-[ebrowse-ms "look" () 5 () " virtual TChar look(void" 343 0 () " virtual TChar look(void" 343]
-[ebrowse-ms "more" () 5 () " virtual bool more(void" 275 0 () " virtual bool more(void" 275]
-[ebrowse-ms "next" () 1 () " virtual TChar next(void" 439 0 () " virtual TChar next(void" 439]
-[ebrowse-ms "~TCharStreamString" () 1 () " virtual ~TCharStreamString()" 243 0 () " virtual ~TCharStreamString()" 243]
-)
-()
-()
-()
-()
-()()
-])()
-([ebrowse-ms "TCharStream" () 0 () " TCharStream(void) {" 121 0 () " TCharStream(void) {" 121]
-[ebrowse-ms "look" () 13 () " virtual TChar look(void" 222 0 () () 0]
-[ebrowse-ms "more" () 13 () " virtual bool more(void" 184 0 () () 0]
-[ebrowse-ms "next" () 9 () " virtual TChar next(void" 260 0 () () 0]
-[ebrowse-ms "~TCharStream" () 1 () " virtual ~TCharStream()" 152 0 () " virtual ~TCharStream()" 152]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "EmptyStream" "TCharStream" 0"src/TCharStream.hh" " class EmptyStream {" 289() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "*Globals*" () 0() () 0"src/APushLexer.hh" ]
-()()
-([ebrowse-ms "dispatch" () 0 "src/special.cc" "dispatch(const" 1012 0 "src/special.cc" "dispatch(const" 1012]
-[ebrowse-ms "do_apostrophe" () 0 "src/special.cc" "do_apostrophe(const" 669 0 "src/special.cc" "do_apostrophe(const" 669]
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+++ /dev/null
-
-* /usr/lib is given by gdome-config
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+++ /dev/null
-editex (0.0.4-3) unstable; urgency=low
-
- * Debugging printf commented out
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Fri, 07 Nov 2003 13:52:01 +0200
-
-editex (0.0.4-2) unstable; urgency=low
-
- * Use .o objects from .libs directory so that they are PIC
- (should fix build failure on hppa)
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 21 Oct 2003 14:53:01 +0200
-
-editex (0.0.4-1) unstable; urgency=low
-
- * New upstream release
- * Rebuilt with ocaml 3.07, gmetadom 0.2.1, gtkmathview 0.5.1,
- gdome-2xslt 0.0.6, lablgtk 1.2.6
- * Use debian/compat instead of DH_COMPAT
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 10 Oct 2003 09:57:02 +0200
-
-editex (0.0.3-2) unstable; urgency=low
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- * Signed by me
- * debian/control
- - added ${misc:Depends}
- - bumped standards-version to 3.5.10
- - bumped dependencies on gmetadom to 0.1.9
- - changed section of -dev package to libdevel
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 25 Jun 2003 18:26:11 +0200
-
-editex (0.0.3-1) unstable; urgency=low
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- * New upstream release.
- * Bug fix: tml-litex.xsl was not installed
- * Bug fix: Makefile.ac did not use pkg-config to look for the existence
- of the required packages (that, in the meantime, started using pkg-config)
- As a result, the required packages were no longer detected by ./configure
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Thu, 19 Jun 2003 12:58:21 +0200
-
-editex (0.0.2-1) unstable; urgency=low
-
- * New upstream release.
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Thu, 19 Jun 2003 12:58:21 +0200
-
-editex (0.0.1-1) unstable; urgency=low
-
- * Initial Release.
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 02 Apr 2003 15:53:25 +0200
-
+++ /dev/null
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- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
+++ /dev/null
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-mostlyclean-recursive clean-recursive distclean-recursive \
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- @set fnord $(MAKEFLAGS); amf=$$2; \
- dot_seen=no; \
- rev=''; list='$(SUBDIRS)'; for subdir in $$list; do \
- rev="$$subdir $$rev"; \
- test "$$subdir" = "." && dot_seen=yes; \
- done; \
- test "$$dot_seen" = "no" && rev=". $$rev"; \
- target=`echo $@ | sed s/-recursive//`; \
- for subdir in $$rev; do \
- echo "Making $$target in $$subdir"; \
- if test "$$subdir" = "."; then \
- local_target="$$target-am"; \
- else \
- local_target="$$target"; \
- fi; \
- (cd $$subdir && $(MAKE) $(AM_MAKEFLAGS) $$local_target) \
- || case "$$amf" in *=*) exit 1;; *k*) fail=yes;; *) exit 1;; esac; \
- done && test -z "$$fail"
-tags-recursive:
- list='$(SUBDIRS)'; for subdir in $$list; do \
- test "$$subdir" = . || (cd $$subdir && $(MAKE) $(AM_MAKEFLAGS) tags); \
- done
-
-tags: TAGS
-
-ID: $(HEADERS) $(SOURCES) $(LISP)
- list='$(SOURCES) $(HEADERS)'; \
- unique=`for i in $$list; do echo $$i; done | \
- awk ' { files[$$0] = 1; } \
- END { for (i in files) print i; }'`; \
- here=`pwd` && cd $(srcdir) \
- && mkid -f$$here/ID $$unique $(LISP)
-
-TAGS: tags-recursive $(HEADERS) $(SOURCES) config.h.in $(TAGS_DEPENDENCIES) $(LISP)
- tags=; \
- here=`pwd`; \
- list='$(SUBDIRS)'; for subdir in $$list; do \
- if test "$$subdir" = .; then :; else \
- test -f $$subdir/TAGS && tags="$$tags -i $$here/$$subdir/TAGS"; \
- fi; \
- done; \
- list='$(SOURCES) $(HEADERS)'; \
- unique=`for i in $$list; do echo $$i; done | \
- awk ' { files[$$0] = 1; } \
- END { for (i in files) print i; }'`; \
- test -z "$(ETAGS_ARGS)config.h.in$$unique$(LISP)$$tags" \
- || (cd $(srcdir) && etags $(ETAGS_ARGS) $$tags config.h.in $$unique $(LISP) -o $$here/TAGS)
-
-mostlyclean-tags:
-
-clean-tags:
-
-distclean-tags:
- -rm -f TAGS ID
-
-maintainer-clean-tags:
-
-distdir = $(PACKAGE)-$(VERSION)
-top_distdir = $(distdir)
-
-# This target untars the dist file and tries a VPATH configuration. Then
-# it guarantees that the distribution is self-contained by making another
-# tarfile.
-distcheck: dist
- -rm -rf $(distdir)
- GZIP=$(GZIP_ENV) $(TAR) zxf $(distdir).tar.gz
- mkdir $(distdir)/=build
- mkdir $(distdir)/=inst
- dc_install_base=`cd $(distdir)/=inst && pwd`; \
- cd $(distdir)/=build \
- && ../configure --srcdir=.. --prefix=$$dc_install_base \
- && $(MAKE) $(AM_MAKEFLAGS) \
- && $(MAKE) $(AM_MAKEFLAGS) dvi \
- && $(MAKE) $(AM_MAKEFLAGS) check \
- && $(MAKE) $(AM_MAKEFLAGS) install \
- && $(MAKE) $(AM_MAKEFLAGS) installcheck \
- && $(MAKE) $(AM_MAKEFLAGS) dist
- -rm -rf $(distdir)
- @banner="$(distdir).tar.gz is ready for distribution"; \
- dashes=`echo "$$banner" | sed s/./=/g`; \
- echo "$$dashes"; \
- echo "$$banner"; \
- echo "$$dashes"
-dist: distdir
- -chmod -R a+r $(distdir)
- GZIP=$(GZIP_ENV) $(TAR) chozf $(distdir).tar.gz $(distdir)
- -rm -rf $(distdir)
-dist-all: distdir
- -chmod -R a+r $(distdir)
- GZIP=$(GZIP_ENV) $(TAR) chozf $(distdir).tar.gz $(distdir)
- -rm -rf $(distdir)
-distdir: $(DISTFILES)
- -rm -rf $(distdir)
- mkdir $(distdir)
- -chmod 777 $(distdir)
- here=`cd $(top_builddir) && pwd`; \
- top_distdir=`cd $(distdir) && pwd`; \
- distdir=`cd $(distdir) && pwd`; \
- cd $(top_srcdir) \
- && $(AUTOMAKE) --include-deps --build-dir=$$here --srcdir-name=$(top_srcdir) --output-dir=$$top_distdir --gnu Makefile
- @for file in $(DISTFILES); do \
- d=$(srcdir); \
- if test -d $$d/$$file; then \
- cp -pr $$d/$$file $(distdir)/$$file; \
- else \
- test -f $(distdir)/$$file \
- || ln $$d/$$file $(distdir)/$$file 2> /dev/null \
- || cp -p $$d/$$file $(distdir)/$$file || :; \
- fi; \
- done
- for subdir in $(SUBDIRS); do \
- if test "$$subdir" = .; then :; else \
- test -d $(distdir)/$$subdir \
- || mkdir $(distdir)/$$subdir \
- || exit 1; \
- chmod 777 $(distdir)/$$subdir; \
- (cd $$subdir && $(MAKE) $(AM_MAKEFLAGS) top_distdir=../$(distdir) distdir=../$(distdir)/$$subdir distdir) \
- || exit 1; \
- fi; \
- done
-info-am:
-info: info-recursive
-dvi-am:
-dvi: dvi-recursive
-check-am: all-am
-check: check-recursive
-installcheck-am:
-installcheck: installcheck-recursive
-all-recursive-am: config.h
- $(MAKE) $(AM_MAKEFLAGS) all-recursive
-
-install-exec-am:
-install-exec: install-exec-recursive
-
-install-data-am: install-pkgconfigDATA
-install-data: install-data-recursive
-
-install-am: all-am
- @$(MAKE) $(AM_MAKEFLAGS) install-exec-am install-data-am
-install: install-recursive
-uninstall-am: uninstall-pkgconfigDATA
-uninstall: uninstall-recursive
-all-am: Makefile $(DATA) config.h
-all-redirect: all-recursive-am
-install-strip:
- $(MAKE) $(AM_MAKEFLAGS) AM_INSTALL_PROGRAM_FLAGS=-s install
-installdirs: installdirs-recursive
-installdirs-am:
- $(mkinstalldirs) $(DESTDIR)$(pkgconfigdir)
-
-
-mostlyclean-generic:
-
-clean-generic:
- -test -z "$(CLEANFILES)" || rm -f $(CLEANFILES)
-
-distclean-generic:
- -rm -f Makefile $(CONFIG_CLEAN_FILES)
- -rm -f config.cache config.log stamp-h stamp-h[0-9]*
-
-maintainer-clean-generic:
-mostlyclean-am: mostlyclean-hdr mostlyclean-tags mostlyclean-generic
-
-mostlyclean: mostlyclean-recursive
-
-clean-am: clean-hdr clean-tags clean-generic mostlyclean-am
-
-clean: clean-recursive
-
-distclean-am: distclean-hdr distclean-tags distclean-generic clean-am
- -rm -f libtool
-
-distclean: distclean-recursive
- -rm -f config.status
-
-maintainer-clean-am: maintainer-clean-hdr maintainer-clean-tags \
- maintainer-clean-generic distclean-am
- @echo "This command is intended for maintainers to use;"
- @echo "it deletes files that may require special tools to rebuild."
-
-maintainer-clean: maintainer-clean-recursive
- -rm -f config.status
-
-.PHONY: mostlyclean-hdr distclean-hdr clean-hdr maintainer-clean-hdr \
-uninstall-pkgconfigDATA install-pkgconfigDATA install-data-recursive \
-uninstall-data-recursive install-exec-recursive \
-uninstall-exec-recursive installdirs-recursive uninstalldirs-recursive \
-all-recursive check-recursive installcheck-recursive info-recursive \
-dvi-recursive mostlyclean-recursive distclean-recursive clean-recursive \
-maintainer-clean-recursive tags tags-recursive mostlyclean-tags \
-distclean-tags clean-tags maintainer-clean-tags distdir info-am info \
-dvi-am dvi check check-am installcheck-am installcheck all-recursive-am \
-install-exec-am install-exec install-data-am install-data install-am \
-install uninstall-am uninstall all-redirect all-am all installdirs-am \
-installdirs mostlyclean-generic distclean-generic clean-generic \
-maintainer-clean-generic clean mostlyclean distclean maintainer-clean
-
-
-backup:
- cd ..; tar cvfz @PACKAGE@-@VERSION@-`date|tr ' ' '_'|tr ':' '_'`.tar.gz @PACKAGE@
-
-cleanbak:
- -rm -f `find . -name "*~"`
-
-lc:
- @( \
- CFILES=`find . -name "*.c"`; \
- HFILES=`find . -name "*.h"`; \
- CCFILES=`find . -name "*.cc"`; \
- HHFILES=`find . -name "*.hh"`; \
- ICCFILES=`find . -name "*.icc"`; \
- wc -l $$CFILES $$HFILES $$CCFILES $$HHFILES $$ICCFILES | tail -n 1 \
- )
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
+++ /dev/null
-
-identifier #
-
- insert(<mi>#</mi>)
-
-number #
-
- insert(<mi>#</mi>)
-
-\sqrt
-
- replace($, <msqrt>$</msqrt>)
-
-\root
-
- replace($, <mroot><mrow/><mrow>$</mrow></mroot>)
-
-\of
-
- when (isa($.parent, "mrow") && isa($.parent.parent, "mroot"))
- let mroot = $.parent.parent
- if ($.prev and !$.prev.prev and !$.next) replace($.parent, $.prev)
- replace(mroot.child[0], $)
-
-\underline
-
- insert(<munder>[$, <mo>_</mo>]</munder>)
-
-\overline
-
- insert(<mover>[$, <mo>‾</mo>]</mover>)
-
-\cases
-
- replace($, <mrow><mo>{</mo><mtable>$</mtable></mrow>)
-
-\matrix
-
- replace($, <mtable>$</mtable>)
-
-\over
-
- if isa($.parent, "mrow")
- replace($.parent, <mfrac>[$.parent, $]</mfrac>)
-
-
-_ if isa($.parent, "mrow")
- if eq($.prev, null)
- replace($, new(mmultiscripts, [ new mrow, $, new none ]))
- elseif (isa($.prev, msub))
- let base = $.prev.children[0]
- let script = $.prev.children[1]
- replace($.rev, new(mmultiscripts, [ base, script, new none, $, new none ]))
- elseif (isa($.prev, msup))
- let base = $.prev.children[0]
- let script = $.prev.children[1]
- replace($.prev, new(msubsup, [ base, $, script ]))
- elseif (isa($.prev, msubsup))
- let base = $.prev.children[0]
- let subscript = $.prev.children[1]
- let superscript = $.prev.children[2]
- replace($.prev, new(mmultiscripts, [ base, subscript, superscript, $, new none ]))
- elseif isa($.prev, mmultiscripts)
- if ($.prev.children[$.prev.children.size - 2] = null)
- replace($.prev.children[$.prev.children.size - 2], $)
- else
- $.prev.children.append([$, new none])
- else
- replace($.prev, new(msub, [ $.prev, $ ]))
- else if isa($.parent, msub) and $.parent.children[1] = $
- let base = $.parent.children[0]
- replace($.parent, new(munder, [ base, $ ]))
-
-
-_, \sb (subscript)
-
- if parent.isa(mrow)
- if cursor is first child then
- sub = new mmultiscripts
- parent.replace(cursor, sub);
- sub.set_base(new mrow);
- sub.set_subscript(cursor);
- else
- elem = element prior to cursor in parent
- if elem.isa(msub) || elem.isa(msup) || elem.isa(mmultiscripts) then
- append script to multiscript and/or replace single script with
- multiscript
- else if elem.isa(munder) || elem.isa(mover) || elem.isa(munderover) then
- creates another munder
- else
- parent.replace(elem, sub);
- sub.set_base(elem);
- sub.set_subscript(cursor);
- else if (parent.isa(msub) and cursor is subscript) or
- change msub into a munder
- cursor in same position
- else
- replace cursor with msub with empty base
-
-^, \sp (superscript)
-
- symmetric to subscript
-
-', \prime (prime)
-
- similar to superscript, but multiple prime superscripts should go
- together in the same operator
-
-{ (group open)
-
- replace cursor with mrow, put cursor inside mrow
- if cursor is inside a table, create a new table row and a new table cell
- and put the cursor inside the cell
-
-} (group close)
-
- remove cursor from mrow
- mrow.parent.advance(cursor, mrow)
- if cursor inside a table cell then close table
-
-\over,\atop,\above (fraction)
-
- if cursor.parent.isa(mrow) then
- frac = new mfrac
- cursor.parent.parent.replace(mrow, frac)
- numerator is current content of cursor.parent except for the cursor
- itself.
- set denominator to cursor
- else
-
-\choose
-
- similar to fractions, but with stretchable parentheses around
-
-\sqrt
-
- parent.replace(cursor, new msqrt)
- set new msqrt.base to cursor
-
-\root
-
- parent.replace(cursor, new mroot)
- set empty base element
- set root index to cursor
-
-\of
-
- check if cursor.parent is mroot (or mrow inside mroot index)
- or and cursor is in index position. move the cursor to the base element
-
-\underline
-
- create munder element with stretchable horizontal line as underscript
- substitute cursor with munder
- move the cursor in the base element
-
-\overline
-
- symmetric
-
-accents (\hat)
-
- create an mover with accent=true and the operator has stretchy=false
-
-wide accents (\widehat)
-
- as accents, but mover has accent=false and the operator has stretchy=true
-
-\scriptstyle, ...
-
- create an appropriate mstyle, the cursor moves in. However, when the
- subformula ends one has to skip the mstyle
-
-\cases
-
- create mrow with stretchable brace and emtpy table, put cursor inside
- table
-
-\matrix
-
- create empty table, cursor inside table
-
-&
-
- check that cursor is inside a table cell
- create a new cell next to it
-
-\cr
-
- check that cursor is inside a table cell inside a table row
- create a new row
-
-\phantom
-
- create a mphantom element, cursor inside
-
+++ /dev/null
-
-<!ENTITY % TML.node "i|n|o|s|sp|sb|g|c|row|cell|cursor">
-
-<!ENTITY % TML.common.attrib "
- id CDATA #IMPLIED
- xref CDATA #IMPLIED
-">
-
-<!ELEMENT tex (math|cursor)>
-
-<!ELEMENT math (g)>
-<!ATTLIST math
- %TML.common.attrib;
- display (0|1) true
->
-
-<!ELEMENT i EMPTY>
-<!ATTLIST i
- %TML.common.attrib;
- val CDATA #REQUIRED
- name NMTOKEN #IMPLIED>
-<!ELEMENT n EMPTY>
-<!ATTLIST n
- %TML.common.attrib;
- val CDATA #REQUIRED
- name NMTOKEN #IMPLIED>
-<!ELEMENT o EMPTY>
-<!ATTLIST o
- %TML.common.attrib;
- val CDATA #REQUIRED
- name NMTOKEN #IMPLIED>
-<!ELEMENT s EMPTY>
-<!ATTLIST s
- %TML.common.attrib;
- val CDATA #REQUIRED
- name NMTOKEN #IMPLIED>
-
-<!ELEMENT row (cell)+>
-<!ELEMENT cell (%TML.node;)>
-
-<!ELEMENT sb (%TML.node;,%TML.node;)>
-<!ATTLIST sb
- %TML.common.attrib;
- under (0|1) #IMPLIED
->
-<!ELEMENT sp (%TML.node;,%TML.node;)>
-<!ATTLIST sp
- %TML.common.attrib;
- over (0|1) #IMPLIED
->
-
-<!ELEMENT g (%TML.node;)+>
-<!ATTLIST g %TML.common.attrib;>
-
-<!ELEMENT c (%TML.node;)+>
-<!ATTLIST c
- %TML.common.attrib;
- name NMTOKEN #REQUIRED
- left-open (0|1) #IMPLIED>
-
-<!ELEMENT cursor EMPTY>
-<!ATTLIST
- %TML.common.attrib;
- val CDATA #REQUIRED
- visible (0|1) #REQUIRED>
-
+++ /dev/null
-
-* add param node in the TML with the name of the parameter
-* add space node? active node?
-* add alt boolean to all deleting methods
-* implement a mechanism that allows the definition of new macros
-* add open-group close-group attributes in the dictionary and handle them
-* implement macro completion
-
-BUGS
-* $1\over{2}$ does not work
-
-* compare pure_subst/pure_diff/subst_diff performances
-
+++ /dev/null
-dnl Process this file with autoconf to produce a configure script.
-AC_INIT(editex, [0.0.5])
-AC_CONFIG_SRCDIR(src/TToken.hh)
-AM_INIT_AUTOMAKE($AC_PACKAGE_NAME, $AC_PACKAGE_VERSION)
-
-PACKAGE=$PACKAGE_NAME
-VERSION=$PACKAGE_VERSION
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-
-EDITEX_VERSION_INFO=`echo $VERSION | awk -F. '{ printf "%d:%d:%d", $1+$2, $3, $2 }'`
-AC_SUBST(EDITEX_VERSION_INFO)
-
-AC_ARG_ENABLE(
- profile,
- [ --enable-profile[=ARG] include profiling information [default=no]],
- profile=$enableval,
- profile=no
-)
-
-AC_ARG_ENABLE(
- debug,
- [ --enable-debug[=ARG] include debugging debug [default=yes]],
- enable_debug=$enableval,
- enable_debug=yes
-)
-
-if test "x$enable_debug" = "xyes"; then
- AC_DEFINE(ENABLE_DEBUG,,[Define to 1 if you want to enable validity checks while running])
-fi
-
-GMETADOM_PREFIX=""
-AC_ARG_WITH(gmetadom-prefix,
- [ --with-gmetadom-prefix=[PFX] Specify location of gmetadom],
- GMETADOM_PREFIX=$withval
-)
-
-dnl AC_CONFIG_HEADERS([config.h])
-AM_CONFIG_HEADER(config.h)
-
-AH_TOP([
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2004 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef config_h
-#define config_h
-])
-
-AH_BOTTOM([
-#endif /* config_h */
-])
-
-AC_PROG_CC
-AC_PROG_CXX
-AC_PROG_INSTALL
-AC_HEADER_STDC([])
-
-AC_LANG_PUSH(C++)
-AC_CHECK_HEADERS(hash_map)
-AC_CHECK_HEADERS(ext/hash_map)
-AC_LANG_POP(C++)
-
-AC_SUBST(CFLAGS)
-AC_SUBST(CPPFLAGS)
-AC_SUBST(LDFLAGS)
-
-AM_PROG_LIBTOOL
-
-dnl PKG_CHECK_MODULES(GLIB2, glib-2.0)
-dnl AC_SUBST(GLIB2_CFLAGS)
-dnl AC_SUBST(GLIB2_LIBS)
-
-PKG_CHECK_MODULES(GMETADOM,gdome2-cpp-smart)
-AC_SUBST(GMETADOM_CFLAGS)
-AC_SUBST(GMETADOM_LIBS)
-
-PKG_CHECK_MODULES(GDOMEXSLT,gdome2-xslt-cpp-smart)
-AC_SUBST(GDOMEXSLT_CFLAGS)
-AC_SUBST(GDOMEXSLT_LIBS)
-
-PKG_CHECK_MODULES(GTKMATHVIEW,gtkmathview-gmetadom)
-AC_SUBST(GTKMATHVIEW_CFLAGS)
-AC_SUBST(GTKMATHVIEW_LIBS)
-
-AC_CHECK_PROG(HAVE_OCAMLC, ocamlc, yes, no)
-if test $HAVE_OCAMLC = "no"; then
- AC_MSG_ERROR([could not find ocamlc in PATH, please make sure ocaml is installed])
-else
- OCAMLC=ocamlc
- OCAMLSTDLIBDIR="`ocamlc -where`"
- OCAMLSTUBDIR="`ocamlc -where`/stublibs"
- AC_SUBST(OCAMLC)
- AC_SUBST(OCAMLSTDLIBDIR)
- AC_SUBST(OCAMLSTUBDIR)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLOPT, ocamlopt, yes, no)
-if test $HAVE_OCAMLOPT = "no"; then
- AC_MSG_WARN([ocaml native libraries won't be compiled since ocamlopt was not found])
-else
- OCAMLOPT=ocamlopt
- AC_SUBST(OCAMLOPT)
-fi
-AM_CONDITIONAL(HAVE_OCAMLOPT_COND, test x$HAVE_OCAMLOPT = xyes)
-
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "no"; then
- AC_MSG_ERROR([could not find ocamlfind in PATH, please make sure findlib is installed])
-else
- OCAMLFIND=ocamlfind
- AC_SUBST(OCAMLFIND)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLDEP, ocamldep, yes, no)
-if test $HAVE_OCAMLDEP = "yes"; then
- OCAMLDEP=ocamldep
- AC_SUBST(OCAMLDEP)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLMKLIB, ocamlmklib, yes, no)
-if test $HAVE_OCAMLMKLIB = "no"; then
- AC_MSG_ERROR([could not find ocamlmklib in PATH, please make sure ocamlmklib is installed])
-else
- OCAMLMKLIB=ocamlmklib
- AC_SUBST(OCAMLMKLIB)
-fi
-AM_CONDITIONAL(HAVE_SHAREDLIBS_COND, test x$enable_shared = xyes)
-
-AC_MSG_CHECKING(for gdome2 ocaml binding)
-ocamlfind query gdome2 ||
- AC_MSG_ERROR(gdome2 not installed (according to findlib))
-MLGDOME_CFLAGS="`$OCAMLFIND query -i-format gdome2`"
-AC_SUBST(MLGDOME_CFLAGS)
-
-AC_MSG_CHECKING(for the ocaml library dir)
-OCAML_LIB_DIR=`ocamlc -where`
-AC_MSG_RESULT($OCAML_LIB_DIR)
-
-AC_CHECK_FILE(/usr/include/caml/mlvalues.h,
- OCAML_INCLUDE_DIR=/usr/include/caml,
- OCAML_INCLUDE_DIR=$OCAML_LIB_DIR/caml
-)
-
-AC_SUBST(OCAML_INCLUDE_DIR)
-
-if test $profile = yes; then
- CFLAFS="$CFLAGS -O0 -pg"
- CXXFLAGS="$CXXFLAGS -O0 -pg"
- AC_DEFINE(ENABLE_PROFILE,,[Define to 1 to let the widget collect some information for profiling purposes])
-fi
-
-AC_CONFIG_FILES([
- Makefile
- src/Makefile
- src/config.dirs
- test/Makefile
- textomml/Makefile
- textomml/config.dirs
- ocaml/Makefile
- ocaml/META
- editex.pc
- xsl/Makefile
- dict/Makefile
-])
-AC_OUTPUT
+++ /dev/null
-editex (0.0.5-6) unstable; urgency=low
-
- * Rebuilt against ocaml 3.08.3
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 30 Mar 2005 09:08:25 +0200
-
-editex (0.0.5-5) unstable; urgency=low
-
- * debian/control
- - libeditex-ocaml depends on ocaml-base-nox-3.08 instead of
- ocaml-base-3.08 since the ocaml part of this package does not
- depend directly on ocaml X stuff
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 25 Aug 2004 09:49:21 +0200
-
-editex (0.0.5-4) unstable; urgency=low
-
- * ported to gtkmathview 0.6.3
- * debian/control
- - bumped gtkmathview deps to >= 0.6.3
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 2 Aug 2004 11:24:00 +0200
-
-editex (0.0.5-3) unstable; urgency=low
-
- * rebuilt with ocaml 3.08
- * debian/control
- - bumped ocaml deps to 3.08
- - bumped standards-version to 3.6.1.1
- - changed ocaml deps to ocaml-nox
- - bumped gmetadom (ocaml part) deps to >= 0.2.1-3 (1st version
- rebuilt with ocaml 3.08)
- - bumped gdome xslt (ocaml part) deps to >= 0.0.6-4 (1st version
- rebuilt with ocaml 3.08)
- - bumped gdome xslt (C/C++ part) deps to >= 0.0.6-5 (1st version
- which fixes missing-.so bug)
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 27 Jul 2004 09:11:35 +0200
-
-editex (0.0.5-2) unstable; urgency=low
-
- * ocaml/Makefile.am
- - the .o files to be used in the dll are now taken from the .libs
- subdirectoy (which presumably contains the PIC code)
- (Closes: Bug#239697)
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 25 Mar 2004 12:43:39 +0100
-
-editex (0.0.5-1) unstable; urgency=low
-
- * New upstream release
- * debian/control
- - depends on libt1-dev instead of t1lib-dev
- - bumped t1 dependencies to >= 5.0.0 accordingly to gtkmathview
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 23 Mar 2004 15:38:28 +0100
-
-editex (0.0.4-3) unstable; urgency=low
-
- * debian/control
- - depends on gtkmathview 0.5.2 (Closes: Bug#218409)
- - bumped standards version
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 12 Nov 2003 17:16:56 +0100
-
-editex (0.0.4-2) unstable; urgency=low
-
- * Use .o objects from .libs directory so that they are PIC
- (should fix build failure on hppa)
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 21 Oct 2003 14:53:01 +0200
-
-editex (0.0.4-1) unstable; urgency=low
-
- * New upstream release
- * Rebuilt with ocaml 3.07, gmetadom 0.2.1, gtkmathview 0.5.1,
- gdome-2xslt 0.0.6, lablgtk 1.2.6
- * Use debian/compat instead of DH_COMPAT
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 10 Oct 2003 09:57:02 +0200
-
-editex (0.0.3-2) unstable; urgency=low
-
- * Signed by me
- * debian/control
- - added ${misc:Depends}
- - bumped standards-version to 3.5.10
- - bumped dependencies on gmetadom to 0.1.9
- - changed section of -dev package to libdevel
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 25 Jun 2003 18:26:11 +0200
-
-editex (0.0.3-1) unstable; urgency=low
-
- * New upstream release.
- * Bug fix: tml-litex.xsl was not installed
- * Bug fix: Makefile.ac did not use pkg-config to look for the existence
- of the required packages (that, in the meantime, started using pkg-config)
- As a result, the required packages were no longer detected by ./configure
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Thu, 19 Jun 2003 12:58:21 +0200
-
-editex (0.0.2-1) unstable; urgency=low
-
- * New upstream release.
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Thu, 19 Jun 2003 12:58:21 +0200
-
-editex (0.0.1-1) unstable; urgency=low
-
- * Initial Release.
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 02 Apr 2003 15:53:25 +0200
-
+++ /dev/null
-Source: editex
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>> 4.0.0), ocaml-nox-3.08.3, libgdome2-cpp-smart-dev (>= 0.2.1), libgdome2-ocaml-dev (>= 0.2.1-3), libgdome2-xslt-dev (>= 0.0.6-5), libgdome2-xslt-ocaml-dev (>= 0.0.6-4), ocaml-findlib, libgtkmathview-dev (>= 0.6.3), libgtk2.0-dev, libt1-dev (>= 5.0.0)
-Standards-Version: 3.6.1.1
-
-Package: libeditex0
-Section: libs
-Architecture: any
-Depends: ${shlibs:Depends}, ${misc:Depends}
-Description: MathML editor based on TeX syntax
- EdiTeX is a C library implementing a MathML editor based on TeX syntax.
- .
- This package includes the shared runtime objects.
-
-Package: libeditex-dev
-Section: libdevel
-Architecture: any
-Depends: libeditex0 (= ${Source-Version}), libgdome2-cpp-smart-dev (>= 0.2.1), libgdome2-xslt-dev (>= 0.0.6-5), libgtk2.0-dev, libt1-dev (>= 5.0.0), ${misc:Depends}
-Description: MathML editor based on TeX syntax
- EdiTeX is a C library implementing a MathML editor based on TeX syntax.
- .
- This package includes the development files.
-
-Package: libeditex-ocaml
-Section: libs
-Architecture: any
-Depends: ocaml-base-nox-3.08.3, libgdome2-ocaml (>= 0.2.1-3), libgdome2-xslt-ocaml (>= 0.0.6-4), ${shlibs:Depends}, ${misc:Depends}
-Description: OCaml bindings to EdiTeX, a MathML editor based on TeX syntax
- EdiTeX is a C library implementing a MathML editor based on TeX syntax.
- .
- This are the Objective CAML bindings to EdiTeX.
- .
- This package includes the OCaml shared runtime objects.
-
-Package: libeditex-ocaml-dev
-Section: libdevel
-Architecture: any
-Depends: libeditex-ocaml (= ${Source-Version}), libgdome2-ocaml-dev (>= 0.2.1-3), libgdome2-xslt-ocaml-dev (>= 0.0.6-4), ocaml-findlib, ${misc:Depends}
-Description: OCaml bindings to EdiTeX, a MathML editor based on TeX syntax
- EdiTeX is a C library implementing a MathML editor based on TeX syntax.
- .
- This are the Objective CAML bindings to EdiTeX.
- .
- This package includes the OCaml development files.
-
+++ /dev/null
-This package was debianized by Stefano Zacchiroli <zack@debian.org> on
-Thu, 20 Mar 2003 18:09:22 +0100.
-
-It was downloaded from:
-
- http://www.cs.unibo.it/cgi-bin/cvsweb/helm/DEVEL/mathml_editor/
-
-Upstream Authors:
- Luca Padovani <lpadovan@cs.unibo.it>
- Paolo Marinelli <pmarinel@cs.unibo.it>
-
-Copyright:
-
- This library is distributed under the term of the GNU Lesser General
- Public License (LGPL).
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- On a Debian GNU/Linux system, the LGPL can be found as
- /usr/share/common-licenses/LGPL-2.1.
+++ /dev/null
-BUGS
-BUGS-GDOME2
-MODES
-NEWS
-PATTERNS
-README
-TODO
+++ /dev/null
-usr/lib/pkgconfig
-usr/include
-usr/lib/*.a
-usr/lib/*.la
-usr/lib/*.so
+++ /dev/null
-usr/lib/ocaml/3.08.3/mathml-editor
-usr/lib/ocaml/3.08.3/stublibs/lib*.so
-usr/lib/ocaml/3.08.3/stublibs/dll*.so.owner
+++ /dev/null
-usr/lib/ocaml/3.08.3/stublibs/dll*.so
+++ /dev/null
-usr/lib/*.so.*
-usr/share
+++ /dev/null
-#!/usr/bin/make -f
-
-# Uncomment this to turn on verbose mode.
-#export DH_VERBOSE=1
-
-# These are used for cross-compiling and for saving the configure script
-# from having to guess our platform (since we know it already)
-DEB_HOST_GNU_TYPE ?= $(shell dpkg-architecture -qDEB_HOST_GNU_TYPE)
-DEB_BUILD_GNU_TYPE ?= $(shell dpkg-architecture -qDEB_BUILD_GNU_TYPE)
-
-ifneq (,$(findstring noopt,$(DEB_BUILD_OPTIONS)))
- CFLAGS += -O0
-else
- CFLAGS += -O2
-endif
-ifeq (,$(findstring nostrip,$(DEB_BUILD_OPTIONS)))
- INSTALL_PROGRAM += -s
-endif
-
-config.status: configure
- dh_testdir
- ./configure --host=$(DEB_HOST_GNU_TYPE) --build=$(DEB_BUILD_GNU_TYPE) --prefix=/usr --mandir=\$${prefix}/share/man --infodir=\$${prefix}/share/info
-
-build: build-stamp
-build-stamp: config.status
- dh_testdir
-
- $(MAKE)
-
- touch build-stamp
-
-clean:
- dh_testdir
- dh_testroot
- rm -f build-stamp
-
- -$(MAKE) distclean
-# ifneq "$(wildcard /usr/share/misc/config.sub)" ""
-# cp -f /usr/share/misc/config.sub config.sub
-# endif
-# ifneq "$(wildcard /usr/share/misc/config.guess)" ""
-# cp -f /usr/share/misc/config.guess config.guess
-# endif
-
- dh_clean
-
-install: build
- dh_testdir
- dh_testroot
- dh_clean -k
- dh_installdirs
- $(MAKE) install DESTDIR=$(CURDIR)/debian/tmp
- dh_movefiles
-
-binary-arch: build install
- dh_testdir -s
- dh_testroot -s
- dh_installchangelogs -s ChangeLog
- dh_installdocs -s
-# dh_installexamples -s
-# dh_installinfo -s
- dh_link -s
- dh_strip -s
- dh_compress -s
- dh_fixperms -s
- dh_makeshlibs -p libeditex0
- dh_installdeb -s
- dh_shlibdeps -s
- dh_gencontrol -s
- dh_md5sums -s
- dh_builddeb -s
-
-binary: binary-arch
-.PHONY: build clean binary-arch binary install
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-pkgdata_DATA = dictionary-basic.xml dictionary-test.xml dictionary-tex.xml dictionary.dtd
-EXTRA_DIST = dictionary-basic.xml dictionary-test.xml dictionary-tex.xml dictionary.dtd
+++ /dev/null
-<?xml version="1.0"?>
-
-<dictionary name="TeX">
-
- <!-- MACRO for testing -->
- <entry name="cursor" pattern=""/>
- <entry name="error" pattern="#1"/>
-
-</dictionary>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<dictionary name="TeX">
-
- <include href="dictionary-tex.xml"/>
-
- <!-- MACRO for testing -->
- <entry name="red" pattern="{"/>
- <entry name="green" pattern="#1\over"/>
- <entry name="duedelim" pattern="#1\over\of#2"/>
- <entry name="nodeside" pattern="#1#2\over"/>
-
-</dictionary>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<dictionary name="TeX">
-
- <include href="dictionary-basic.xml"/>
-
- <!-- Greek Letters (lower case) -->
-
- <entry name="alpha" class="i" val="α"/>
- <entry name="beta" class="i" val="β"/>
- <entry name="gamma" class="i" val="γ"/>
- <entry name="delta" class="i" val="δ"/>
- <entry name="epsilon" class="i" val="ϵ"/>
- <entry name="varepsilon" class="i" val="ε"/>
- <entry name="zeta" class="i" val="ζ"/>
- <entry name="eta" class="i" val="η"/>
- <entry name="theta" class="i" val="θ"/>
- <entry name="vartheta" class="i" val="ϑ"/>
- <entry name="iota" class="i" val="ι"/>
- <entry name="kappa" class="i" val="κ"/>
- <entry name="lambda" class="i" val="λ"/>
- <entry name="mu" class="i" val="μ"/>
- <entry name="nu" class="i" val="ν"/>
- <entry name="xi" class="i" val="ξ"/>
- <entry name="o" class="i" val="ο"/>
- <entry name="pi" class="i" val="π"/>
- <entry name="varpi" class="i" val="ϖ"/>
- <entry name="rho" class="i" val="ρ"/>
- <entry name="varrho" class="i" val="ϱ"/>
- <entry name="sigma" class="i" val="σ"/>
- <entry name="varsigma" class="i" val="ς"/>
- <entry name="tau" class="i" val="τ"/>
- <entry name="upsilon" class="i" val="υ"/>
- <entry name="phi" class="i" val="ϕ"/>
- <entry name="varphi" class="i" val="φ"/>
- <entry name="chi" class="i" val="χ"/>
- <entry name="psi" class="i" val="ψ"/>
- <entry name="omega" class="i" val="ω"/>
-
- <!-- Greek Letters (upper case) -->
-
- <entry name="Gamma" class="i" val="Γ"/>
- <entry name="Delta" class="i" val="Δ"/>
- <entry name="Theta" class="i" val="Θ"/>
- <entry name="Lambda" class="i" val="Λ"/>
- <entry name="Xi" class="i" val="Ξ"/>
- <entry name="Pi" class="i" val="Π"/>
- <entry name="Sigma" class="i" val="Σ"/>
- <entry name="Upsilon" class="i" val="ϒ"/>
- <entry name="Phi" class="i" val="Φ"/>
- <entry name="Psi" class="i" val="Ψ"/>
- <entry name="Omega" class="i" val="Ω"/>
-
- <!-- Symbols of Type Ord -->
-
- <entry name="aleph" class="i" val="ℵ"/>
- <entry name="hbar" class="i" val="ℏ︀"/>
- <entry name="imath" class="i" val="ı"/>
- <entry name="jmath" class="i" val="j︀"/>
- <entry name="ell" class="i" val="ℓ"/>
- <entry name="wp" class="i" val="℘"/>
- <entry name="Re" class="o" val="ℜ"/>
- <entry name="Im" class="o" val="ℑ"/>
- <entry name="partial" class="o" val="∂"/>
- <entry name="infty" class="i" val="∞"/>
- <entry name="prime" class="o" val="′"/>
- <entry name="emptyset" class="i" val="∅︀"/>
- <entry name="nabla" class="o" val="∇"/>
- <entry name="surd" class="o" val="????"/>
- <entry name="top" class="i" val="⊤"/>
- <entry name="bot" class="i" val="⊥"/>
- <entry name="|" class="o" val="|" delimiter="1"/>
- <entry name="angle" class="o" val="∠"/>
- <entry name="triangle" class="o" val="▵"/>
- <entry name="backslash" class="o" val="\"/>
- <entry name="forall" class="o" val="∀"/>
- <entry name="exists" class="o" val="∃"/>
- <entry name="neg" class="o" val="¬"/>
- <entry name="lnot" class="o" val="¬"/>
- <entry name="flat" class="i" val="♭"/>
- <entry name="natural" class="i" val="♮"/>
- <entry name="sharp" class="i" val="♯"/>
- <entry name="clubsuit" class="i" val="♣"/>
- <entry name="diamondsuit" class="i" val="♢"/>
- <entry name="heartsuit" class="i" val="♡"/>
- <entry name="spadesuit" class="i" val="♠"/>
-
- <!-- Large Operators -->
-
- <entry name="sum" class="o" val="∑" limits="1"/>
- <entry name="prod" class="o" val="∏" limits="1"/>
- <entry name="coprod" class="o" val="∐" limits="1"/>
- <entry name="int" class="o" val="∫" limits="1"/>
- <entry name="oint" class="o" val="∮" limits="1"/>
- <entry name="bigcap" class="o" val="⋂" limits="1"/>
- <entry name="bigcup" class="o" val="⋃" limits="1"/>
- <entry name="bigsqcup" class="o" val="⊔" limits="1"/>
- <entry name="bigvee" class="o" val="⋁" limits="1"/>
- <entry name="bigwedge" class="o" val="⋀" limits="1"/>
- <entry name="bigodot" class="o" val="⊙" limits="1"/>
- <entry name="bigotimes" class="o" val="⊗" limits="1"/>
- <entry name="bigoplus" class="o" val="⊕" limits="1"/>
- <entry name="biguplus" class="o" val="⊎" limits="1"/>
-
- <!-- Binary Operations -->
-
- <entry name="pm" class="o" val="±"/>
- <entry name="mp" class="o" val="∓"/>
- <entry name="setminus" class="o" val="∖"/>
- <entry name="cdot" class="o" val="ċ"/>
- <entry name="times" class="o" val="×"/>
- <entry name="ast" class="o" val="*"/>
- <entry name="star" class="o" val="⋆"/>
- <entry name="diamond" class="o" val="⋄"/>
- <entry name="circ" class="o" val="^"/>
- <entry name="bullet" class="o" val="•"/>
- <entry name="div" class="o" val="÷"/>
- <entry name="cap" class="o" val="∩"/>
- <entry name="cup" class="o" val="∪"/>
- <entry name="uplus" class="o" val="⊎"/>
- <entry name="sqcap" class="o" val="⊓"/>
- <entry name="sqcup" class="o" val="⊔"/>
- <entry name="triangleleft" class="o" val="◃"/>
- <entry name="triangleright" class="o" val="▹"/>
- <entry name="wr" class="o" val="≀"/>
- <entry name="bigcirc" class="o" val="◯"/>
- <entry name="bigtriangleup" class="o" val="△"/>
- <entry name="bigtriangledown" class="o" val="▽"/>
- <entry name="vee" class="o" val="∨"/>
- <entry name="lor" class="o" val="∨"/>
- <entry name="wedge" class="o" val="∧"/>
- <entry name="land" class="o" val="∧"/>
- <entry name="oplus" class="o" val="⊕"/>
- <entry name="ominus" class="o" val="⊖"/>
- <entry name="otimes" class="o" val="⊗"/>
- <entry name="oslash" class="o" val="ø"/>
- <entry name="odot" class="o" val="⊙"/>
- <entry name="dagger" class="o" val="†"/>
- <entry name="ddagger" class="o" val="‡"/>
- <entry name="amalg" class="o" val="⨿"/>
-
- <!-- Relations -->
-
- <entry name="leq" class="o" val="≤"/>
- <entry name="le" class="o" val="≤"/>
- <entry name="prec" class="o" val="≺"/>
- <entry name="preceq" class="o" val="⪯"/>
- <entry name="ll" class="o" val="≪"/>
- <entry name="subset" class="o" val="⊂"/>
- <entry name="subseteq" class="o" val="⊆"/>
- <entry name="in" class="o" val="∈"/>
- <entry name="vdash" class="o" val="⊢"/>
- <entry name="smile" class="o" val="⌣"/>
- <entry name="frown" class="o" val="⌢"/>
- <entry name="propto" class="o" val="∝"/>
- <entry name="geq" class="o" val="≥"/>
- <entry name="ge" class="o" val="≥"/>
- <entry name="succ" class="o" val="≻"/>
- <entry name="succeq" class="o" val="≽"/>
- <entry name="gg" class="o" val="≫"/>
- <entry name="supset" class="o" val="⊃"/>
- <entry name="supseteq" class="o" val="⊇"/>
- <entry name="sqsupseteq" class="o" val="⊒"/>
- <entry name="notin" class="o" val="∉"/>
- <entry name="dashv" class="o" val="⊣"/>
- <entry name="mid" class="o" val="∣"/>
- <entry name="parallet" class="o" val="????"/>
- <entry name="equiv" class="o" val="≡"/>
- <entry name="sim" class="o" val="∼"/>
- <entry name="simeq" class="o" val="≃"/>
- <entry name="asymp" class="o" val="≍"/>
- <entry name="approx" class="o" val="≈"/>
- <entry name="cong" class="o" val="≅"/>
- <entry name="bowtie" class="o" val="⋈"/>
- <entry name="ni" class="o" val="∋"/>
- <entry name="owns" class="o" val="∋"/>
- <entry name="models" class="o" val="⊧"/>
- <entry name="doteq" class="o" val="≐"/>
- <entry name="perp" class="o" val="⊥"/>
-
- <entry name="not" pattern="#1" embellishment="1"/>
- <entry name="ne" class="o" val="≠"/>
-
- <!-- Arrows -->
-
- <entry name="leftarrow" class="o" val="←"/>
- <entry name="gets" class="o" val="←"/>
- <entry name="Leftarrow" class="o" val="⇐"/>
- <entry name="rightarrow" class="o" val="→"/>
- <entry name="to" class="o" val="→"/>
- <entry name="Rightarrow" class="o" val="⇒"/>
- <entry name="leftrightarrow" class="o" val="↔"/>
- <entry name="Leftrightarrow" class="o" val="⇔"/>
- <entry name="mapsto" class="o" val="↦"/>
- <entry name="hookleftarrow" class="o" val="↩"/>
- <entry name="uparrow" class="o" val="↑"/>
- <entry name="downarrow" class="o" val="↓"/>
- <entry name="updownarrow" class="o" val="↕"/>
- <entry name="nearrow" class="o" val="↗"/>
- <entry name="nwarrow" class="o" val="↖"/>
- <entry name="longleftarrow" class="o" val="????;"/>
- <entry name="Longleftarrow" class="o" val="????"/>
- <entry name="longrightarrow" class="o" val="????"/>
- <entry name="Longrightarrow" class="o" val="⇒"/>
- <entry name="longleftrightarrow" class="o" val="????"/>
- <entry name="Longleftrightarrow" class="o" val="????"/>
- <entry name="longmapsto" class="o" val="????"/>
- <entry name="hookrightarrow" class="o" val="↪"/>
- <entry name="Uparrow" class="o" val="⇑"/>
- <entry name="Downarrow" class="o" val="⇓"/>
- <entry name="searrow" class="o" val="↘"/>
- <entry name="swarrow" class="o" val="↙"/>
-
- <entry name="buildrel" pattern="#1\over#2" embellishment="1"/>
-
- <!-- Delimiters -->
-
- <entry name="lbrack" class="o" val="[" delimiter="1"/>
- <entry name="rbrack" class="o" val="]" delimiter="1"/>
- <entry name="vert" class="o" val="|" delimiter="1"/>
- <entry name="Vert" class="o" val="‖" delimiter="1"/>
- <entry name="lbrace" class="o" val="{" delimiter="1"/>
- <entry name="{" class="o" val="{" delimiter="1"/>
- <entry name="rbrace" class="o" val="}" delimiter="1"/>
- <entry name="}" class="o" val="}" delimiter="1"/>
- <entry name="lfloor" class="o" val="⌊" delimiter="1"/>
- <entry name="rfloor" class="o" val="⌋" delimiter="1"/>
- <entry name="langle" class="o" val="〈" delimiter="1"/>
- <entry name="rangle" class="o" val="〉" delimiter="1"/>
- <entry name="lceil" class="o" val="⌈" delimiter="1"/>
- <entry name="rceil" class="o" val="⌉" delimiter="1"/>
-
- <entry name="left" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="right" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="big" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggm" pattern="#1" embellishment="1" delimiter="1"/>
-
- <!-- Accents -->
-
- <entry name="hat" pattern="#1" embellishment="1"/>
- <entry name="widehat" pattern="#1" embellishment="1"/>
- <entry name="check" pattern="#1" embellishment="1"/>
- <entry name="tilde" pattern="#1" embellishment="1"/>
- <entry name="widetilde" pattern="#1" embellishment="1"/>
- <entry name="acute" pattern="#1" embellishment="1"/>
- <entry name="grave" pattern="#1" embellishment="1"/>
- <entry name="dot" pattern="#1" embellishment="1"/>
- <entry name="ddot" pattern="#1" embellishment="1"/>
- <entry name="breve" pattern="#1" embellishment="1"/>
- <entry name="bar" pattern="#1" embellishment="1"/>
- <entry name="vec" pattern="#1" embellishment="1"/>
-
- <!-- Elementary Math Control Sequences -->
-
- <entry name="overline" pattern="#1"/>
- <entry name="underline" pattern="#1"/>
- <entry name="sqrt" pattern="#1"/>
- <entry name="root" pattern="#1\of#2"/>
- <entry name="over" pattern="{}"/>
- <entry name="atop" pattern="{}"/>
- <entry name="choose" pattern="{}"/>
- <entry name="brace" pattern="{}"/>
- <entry name="brack" pattern="{}"/>
-
- <!-- Style -->
-
- <entry name="displaystyle" pattern="}"/>
- <entry name="textstyle" pattern="}"/>
- <entry name="scriptstyle" pattern="}"/>
- <entry name="scriptscriptstyle" pattern="}"/>
-
- <!-- Non-Italic Function Names -->
-
- <entry name="arccos" class="i" val="arccos"/>
- <entry name="arcsin" class="i" val="arcsin"/>
- <entry name="arctan" class="i" val="arctan"/>
- <entry name="arg" class="i" val="arg"/>
- <entry name="cos" class="i" val="cos"/>
- <entry name="cosh" class="i" val="cosh"/>
- <entry name="cot" class="i" val="cot"/>
- <entry name="coth" class="i" val="coth"/>
- <entry name="csc" class="i" val="csc"/>
- <entry name="exp" class="i" val="exp"/>
- <entry name="deg" class="i" val="deg"/>
- <entry name="det" class="o" val="det" limits="1"/>
- <entry name="dim" class="i" val="dim"/>
- <entry name="gcd" class="o" val="gcd" limits="1"/>
- <entry name="hom" class="i" val="hom"/>
- <entry name="inf" class="o" val="inf" limits="1"/>
- <entry name="ker" class="i" val="ker"/>
- <entry name="lg" class="i" val="lg"/>
- <entry name="lim" class="o" val="lim" limits="1"/>
- <entry name="liminf" class="o" val="liminf" limits="1"/>
- <entry name="limsup" class="o" val="limsup" limits="1"/>
- <entry name="ln" class="i" val="ln"/>
- <entry name="log" class="i" val="log"/>
- <entry name="max" class="o" val="max" limits="1"/>
- <entry name="min" class="o" val="max" limits="1"/>
- <entry name="Pr" class="o" val="Pr" limits="1"/>
- <entry name="sec" class="i" val="sec"/>
- <entry name="sin" class="i" val="sin"/>
- <entry name="sinh" class="i" val="sinh"/>
- <entry name="sup" class="o" limits="1"/>
- <entry name="tan" class="i" val="tan"/>
- <entry name="tanh" class="i" val="tanh"/>
- <entry name="pmod" pattern="#1"/>
- <entry name="bmod" class="o" val="mod"/>
-
- <!-- Ellipses -->
-
- <entry name="dots" class="i" val="…"/>
- <entry name="ldots" class="i" val="…"/>
- <entry name="cdots" class="i" val="⋯"/>
- <entry name="vdots" class="i" val="⋮"/>
- <entry name="ddots" class="i" val="⋱"/>
-
- <!-- Fonts -->
-
- <entry name="rm" pattern="}"/>
- <entry name="bf" pattern="}"/>
- <entry name="tt" pattern="}"/>
- <entry name="sl" pattern="}"/>
- <entry name="it" pattern="}"/>
-
- <!-- Horizontal Spacing -->
-
- <entry name=","/>
- <entry name=">"/>
- <entry name=";"/>
- <entry name="!"/>
-
- <!-- Braces and Matrices -->
-
- <entry name="matrix" pattern="#1" table="1"/>
- <entry name="pmatrix" pattern="#1" table="1"/>
- <entry name="bordermatrix" pattern="#1" table="1"/>
- <entry name="overbrace" pattern="#1" limits="1"/>
- <entry name="underbrace" pattern="#1" limits="1"/>
- <entry name="cases" pattern="#1" table="1"/>
-
-</dictionary>
+++ /dev/null
-
-<!ELEMENT dictionary ((include)*,(entry*))>
-<!ATTLIST dictionary
- name CDATA #REQUIRED
->
-
-<!ELEMENT include EMPTY>
-<!ATTLIST include href CDATA>
-
-<!ELEMENT entry EMPTY>
-<!ATTLIST entry
- name ID #REQUIRED
- pattern CDATA #IMPLIED
- val CDATA #IMPLIED
- class (m|o|i|n) #IMPLIED
- table (0|1) #IMPLIED
- delimiter (0|1) #IMPLIED
- limits (0|1) #IMPLIED
- embellishment (0|1) #IMPLIED
- infix NMTOKEN #IMPLIED
- prefix NMTOKEN #IMPLIED
- postfix NMTOKEN #IMPLIED
->
+++ /dev/null
-spec.aux
-spec.dvi
-spec.log
-spec.ps
-*~
+++ /dev/null
-\documentclass[10pt]{article}
-
-\usepackage{a4wide}
-\usepackage{palatino}
-\usepackage{euler}
-\usepackage{amssymb}
-\usepackage{stmaryrd}
-\usepackage{wasysym}
-
-\title{\EdiTeX: a MathML Editor Based on \TeX{} Syntax\\\small Description and Formal Specification}
-\author{Paolo Marinelli\\Luca Padovani\\\small\{{\tt pmarinel},{\tt lpadovan}\}{\tt @cs.unibo.it}\\\small Department of Computer Science\\\small University of Bologna}
-\date{}
-
-\newcommand{\EdiTeX}{Edi\TeX}
-
-\newcommand{\tmap}[1]{\llbracket#1\rrbracket}
-\newcommand{\tadvance}{\vartriangle}
-\newcommand{\tnext}{\rhd}
-\newcommand{\G}{\texttt{g}}
-\newcommand{\PNODE}{\texttt{p}}
-\newcommand{\SNODE}{\texttt{s}}
-\newcommand{\INODE}{\texttt{i}}
-\newcommand{\NNODE}{\texttt{n}}
-\newcommand{\ONODE}{\texttt{o}}
-\newcommand{\CNODE}{\texttt{c}}
-\newcommand{\TABLE}{\texttt{table}}
-\newcommand{\SP}{\texttt{sp}}
-\newcommand{\SB}{\texttt{sb}}
-\newcommand{\CELL}{\texttt{cell}}
-\newcommand{\ROW}{\texttt{row}}
-\newcommand{\SLDROP}{\blacktriangleleft}
-\newcommand{\NLDROP}{\vartriangleleft}
-\newcommand{\RDROP}{\vartriangleright}
-
-\begin{document}
-
-\maketitle
-
-\section{Introduction}
-
-MathML~\cite{MathML1,MathML2,MathML2E} is an XML application for the
-representation of mathematical expressions. As most XML applications,
-MathML is unsuitable to be hand-written, except for the simplest
-cases, because of its verbosity. In fact, the MathML specification
-explicitly states that
-\begin{quote}
-``While MathML is human-readable, it is anticipated that, in all but
-the simplest cases, authors will use equation editors, conversion
-programs, and other specialized software tools to generate MathML''
-\end{quote}
-
-The statement about human readability of MathML is already too strong,
-as the large number of mathematical symbols, operators, and
-diacritical marks that are used in mathematical notation cause MathML
-documents to make extensive use of Unicode characters that typically
-are not in the ``visible'' range of common text editors. Such
-characters may appear as entity references, whose name indicates
-somehow the kind of symbol used, or character references or they are
-directly encoded in the document encoding scheme (for instance,
-UTF-8).
-
-It is thus obvious that authoring MathML documents assumes the
-assistance of dedicated tools. As of today, such tools can be
-classified into two main categories:
-\begin{enumerate}
- \item WYSIWYG (What You See Is What You Get) editors that allow the
- author to see the formatted document on the screen as it is
- composed;
- \item conversion tools that generate MathML markup from different
- sources, typically other markup languages for scientific
- documents, such as \TeX.
-\end{enumerate}
-
-While the former tools are certainly more appealing, especially to the
-unexperienced user, as they give a direct visual feedback, the
-existance of tools in the second category takes into account the large
-availability of existing documents in \TeX{} format, and also the fact
-that experienced or ``lazy'' users may continue to prefer the use of a
-markup language other than MathML for editing, and generate MathML
-only as a final step of the authoring process. The ``laziness'' is not
-really intended as a way of being reluctant towards a new technology,
-but rather as a justified convincement that WYSIWYG editors are ``nice
-to look at'' but after all they may slow down the authoring process.
-WYSIWYG editors often involve the use of menus, palettes of symbols,
-and, in general, an extensive use of the pointing device (the mouse)
-for completing most operations. The use of shortcuts is of little
-help, as it implies very soon a challenging exercise for the fingers
-and the mind. Moreover, authors \emph{cannot improve} their authoring
-speed with time. On the other side, the gap between the syntax of any
-markup language for mathematics and mathematical notation may be
-relevant, especially for large, non-trivial formulas and authoring is
-a re-iterated process in which the author repeadtedly types the markup
-in the editor, compiles, and looks at the result inside a pre-viewer.
-
-\EdiTeX{} tries to synthesize the ``best of both worlds'' in a single
-tool. The basic idea is that of creating a WYSIWYG editor in which
-editing is achieved by typing \TeX{} markup as the author would do in
-a text editor. The \TeX{} markup is tokenized and parsed on-the-fly
-and a corresponding MathML representation is created and
-displayed. This way, the author can see the rendered document as it
-changes. The advantages of this approach can be summarized as follows:
-\begin{itemize}
- \item the document is rendered concurrently with the editing, the
- user has an immediate feedback hence it is easier to spot errors;
- \item the author types in a concrete (and likely familiar) syntax
- improving the editing speed;
- \item the usual WYSIWYG mechanisms are still available. In
- particular, it is possible to select \emph{visually} a fragment of
- the document that needs re-editing, or that was left behind for
- subsequent editing.
-\end{itemize}
-
-\paragraph{The Name of the Game:} there is no reference to MathML in
-the name ``\EdiTeX.'' In fact, the architecture of the editor is not
-tied to MathML markup. Although we focus on MathML editing, by
-changing a completely modularized component of the editor it is
-virtually possible to generate any other markup language.
-
-\paragraph{Acknowledgments.} Stephen M. Watt and Igor Rodionov for
-their work on the \TeX{} to MathML conversion tool; Stan Devitt for an
-illuminating discussion about the architecture of \TeX{} to XML
-conversion tools; Claudio Sacerdoti Coen for the valuable feedback and
-uncountable bug reports.
-
-\section{Architecture}
-
-\section{Customization}
-
-\subsection{Short and Long Identifiers}
-
-\subsection{The Dictionary}
-
-\subsection{Stylesheets and Trasformations}
-
-\subsection{Rendering}
-
-\section{XML Representation of \TeX{} Markup}
-
-\section{Tokens}
-
-The following tokens are defined:
-
-\begin{tabular}{lllp{0.5\textwidth}}
- \textbf{\TeX{}} & \textbf{Notation} & \textbf{Node} & \textbf{Description} \\
-\hline
- \verb+{+ & $\mathrm{begin}$ & \texttt{g} & Beginning of a group \\
- \verb+}+ & $\mathrm{end}$ & & End of a group \\
- \verb+$+ & $\$$ & \texttt{math} & Math shift \\ %$ \\
- & & & End-of-line \\
- \verb+#+$i$ & $p(i)$ & \texttt{p} & Parameter \\
- \verb+^+ & $\uparrow$ & \texttt{sp} & Superscript \\
- \verb+_+ & $\downarrow$ & \texttt{sb} & Subscript \\
- & $\square$ & & Space-like character that can be ignored \\
- & $s$ & \texttt{s} & Space-like character that may be significant \\
- letter & $i(v)$ & \texttt{i} & Identifier $v$ \\
- digit & $n(v)$ & \texttt{n} & Number $v$ \\
- other & $o(v)$ & \texttt{o} & Other character or operator $v$ \\
- \verb+~+ & $\sim$ & & Active character \\
- \verb+%+ & $\%$ & & Comment \\
- control & $c(v)\langle\alpha_1,\dots,\alpha_n\rangle$ & \texttt{c} &
- Control sequence $v$ that expects the $\alpha_1,\dots,\alpha_n$ sequence of tokens. \\
- backspace & $\vartriangleleft$ & & \\
- backspace & $\blacktriangleleft$ & & \\
-\end{tabular}
-
-%% Some tokens are mapped directly into nodes of the TML tree. The following functions shows
-%% the mapping:
-
-\begin{tabular}{r@{\quad$=$\quad}l}
- $\tmap{\{}$ & \verb+g+ \\
- $\tmap{p(i)}$ & \verb+p[@index=+$i$\verb+]+ \\
- $\tmap{p_l(i)}$ & \verb+p[@index=+$i$\verb+][@left-open='1']+ \\
- $\tmap{p_r(i)}$ & \verb+p[@index=+$i$\verb+][@right-open='1']+ \\
- $\tmap{s}$ & \verb+s+ \\
- $\tmap{\uparrow}$ & \verb+sp+ \\
- $\tmap{\downarrow}$ & \verb+sb+ \\
- $\tmap{i(v)}$ & \verb+i[@value=+$v$\verb+]+ \\
- $\tmap{n(v)}$ & \verb+n[@value=+$v$\verb+]+ \\
- $\tmap{o(v)}$ & \verb+o[@value=+$v$\verb+]+ \\
- $\tmap{c(v)\langle\alpha_1,\dots,\alpha_n\rangle}$ & \verb+c[@name=+$v$\verb+][^+$\tmap{\alpha_1}\cdots\tmap{\alpha_n}$\verb+$]+\\
-\end{tabular}
-%$
-
-\section{Description and Semantics of the Pattern Language}
-
-%% \begin{eqnarray*}
-%% \mathit{NodeTest} & ::= & \mathtt{*} \\
-%% & | & \mathit{ElementType} \\
-%% & | & \mathtt{<}~\mathit{ElementTypePattern}~\mathtt{>} \\[1ex]
-%% \mathit{ElementTypePattern} & ::= & \mathtt{*} \\
-%% & | & \mathit{ElementType}~(\mathtt{|}~\mathit{ElementType})^* \\
-%% & | & \mathtt{!}\mathit{ElementType}~(\mathtt{|}~\mathit{ElementType})^*\\[1ex]
-%% \mathit{NodePattern} & ::= & \mathit{NodeTest}~\mathit{AttributeQualifier}^*\\[1ex]
-%% \mathit{AttributeQualifier} & ::= & \mathtt{[@}\mathit{AttributeTest}\mathtt{]}\\
-%% & | & \mathtt{[!@}\mathit{AttributeTest}\mathtt{]}\\[1ex]
-%% \mathit{AttributeTest} & ::= & \mathit{AttributeName} \\
-%% & | & \mathit{AttributeName}\mathtt{='}\mathit{Text}\mathtt{'}
-%% \end{eqnarray*}
-
-\begin{table}
-\[
-\begin{array}{rcl@{\hspace{3em}}rcl@{\hspace{3em}}rcl}
- C &::=& . & Q &::=& \langle*\rangle & P &::=& P'\#P' \\
- &|& .. & &|& \langle!*\rangle & &|& \cent P'\#P'\\
- &|& / & &|& \langle n_1\mid\cdots\mid n_k\rangle & &|& P'\#P'\$\\%$
- &|& Q & &|& \langle!n_1\mid\cdots\mid n_k\rangle & &|& \cent P'\#P'\$\\%$
- &|& (C) & &|& Q[@n] & & &\\
- &|& \{C:\Gamma\} & &|& Q[!@n] & P' &::=& \\
- &|& C\&C & &|& Q[@n=v] & &|& C\;P'\\
- &|& C\mid C & &|& Q[!@n=v] & & &\\
- &|& C+ & &|& Q[P] & & &\\
- &|& C? & &|& Q[!P] & & &\\
- &|& C* & & & & & &\\
- &|& C\;C & & & & & &\\
- &|& !C & & & & & &\\
-\end{array}
-\]
-\caption{Syntax of the regular context language. $n$, $n_i$ denote
-names, $v$ denotes a string enclosed in single or double quotes}
-\end{table}
-
-
-\section{Insert Rules}
-
-\paragraph{Begin Group:} $\{$
-
-\begin{description}
- \item{\verb+table/cursor+}\\
- create a \texttt{row} node, create a \texttt{cell} node, create a \texttt{g} node,
- append the cursor to the \texttt{g} node, append the \texttt{g} node to the \texttt{cell} node,
- append the \texttt{cell} node to the \texttt{row} node, append the \texttt{row} node to the
- \texttt{c} node
- \item{\verb+cursor+} \\ create a \texttt{g} node, replace the cursor with the new \texttt{g} node,
- append the cursor to the new \texttt{g} node
-\end{description}
-
-% CASE: c/g[!@id]/cursor
-
-% CASE: c/cursor
-
-% ELSE:
-
-% do_begin:
-% CASE: c[@table='1']/cursor
-% ELSE:
-% create a g node with id, replace the cursor with the fresh g and append
-% the cursor as only child of it
-
-\paragraph{End Group:} $\}$
-
-\begin{description}
- \item{\verb+g[@id]/cursor+}\\
- remove the cursor, put $\tadvance$ after the \texttt{g} node
- \item{\verb+row/cell/g/cursor+}\\
- remove the cursor, put $\tadvance$ after the \texttt{row} node
- \item{\verb+math/g[!@id]/cursor+}\\
- ?
- \item{\verb+cursor+}\\
- error ?
-\end{description}
-
-\paragraph{Math Shift:} $\$$
-
-\begin{description}
- \item{\verb+tex/cursor+}\\
- create a \texttt{math} node, create a \texttt{g} node, append the \texttt{g} node
- as child of the \texttt{math} node, append the cursor as child of the \texttt{g} node
- \item{\verb+math[@display='1']/g[!@id][*#]/cursor+}\\
- append the cursor as last child of the \texttt{math} node
- \item{\verb+math/g[!@id][*#]/cursor+}\\
- remove the cursor
- \item{\verb+math[!display='1']/g[!@id]/cursor+}\\
- set \verb+display='1'+ in the \texttt{math} node
- \item{\verb+math/g[!@id]+}\\
- append the cursor after the \texttt{math} node
- \item{\verb+math/cursor+}\\
- remove the cursor
- \item{\verb+cursor+} \\
- error ?
-\end{description}
-
-% do_shift:
-% CASE: tex/cursor
-% create a math node. create a g node. append g as child of math.
-% append the cursor as child of g
-% CASE: math[@display='1']/g[!@id][*#]/cursor
-% append the cursor as last child of math
-% CASE: math/g[!@id][*#]/cursor
-% remove the cursor. Editing is done
-% CASE: math[!display='1']/g[!@id]/cursor
-% set the display attribute to '1'
-% CASE: math/g[!@id]
-% append the cursor after math (?)
-% CASE: math/cursor
-% remove the cursor. Editing is done
-% ELSE:
-% error
-
-\paragraph{Align:} $\&$
-
-\begin{description}
- \item{\verb+g[@id]/cursor+}\\
- create a \texttt{row} node, create a \texttt{cell} node, create a \texttt{g} node,
- append the cursor to the new \texttt{g} node, append the \texttt{cell} node to the
- the \texttt{row} node ?
- \item{\verb+row/cell/g/cursor+}\\
- create the \texttt{g} node, create the \texttt{cell} node, append the cursor
- as child of the new \texttt{g} node, append the new \texttt{g} node to the new
- \texttt{cell} node after the old \texttt{cell} node
- \item{\verb+cursor+}\\
- error
-\end{description}
-
-% do_align:
-% CASE: g[@id]/cursor
-% create a row node. create a cell node. create a g node. append the
-% cursor to g, append the g to cell, append the cell to row, ???
-% CASE: row/cell/g/cursor
-% create a g node. create a cell node. appent the cursor to g,
-% append the g to cell, insert the new cell after the existing cell
-% ELSE:
-% error
-
-\paragraph{End-of-line:}
-
-% do_eol:
-% ignored
-
-\paragraph{Parameter:} $p(i)$
-% do_parameter:
-% ignored
-
-\paragraph{Superscript:} $\uparrow$
-
-\begin{description}
- \item{\verb+<g|p>[^#]/cursor+}\\
- create a \SP{} node, create a \G{} node, replace the cursor with the \SP{} node,
- append the \G{} node as first child of the \SP{} node, append the cursor as last
- child of the \SP{} node
- \item{\verb+<g|p>[*#]/cursor+}\\
- create a \SP{} node, replace \texttt{*} with the \SP{} node, append \texttt{*} to
- the \SP{} node, append cursor to the \SP{} node
- \item{\verb+sp[^*#$][!@over='1']/cursor+}\\ %$
- set \verb+over='1'+ in the \SP{} node
- \item{\verb+sp[^*#$][@over='1']/cursor+}\\ %$
- error
- \item{\verb+cursor+}\\
- error ?
-\end{description}
-% do_superscript:
-% CASE: g[^#]/cursor
-% create sp node. create g node, replace cursor with sp, append g to sp, append cursor to sp
-% CASE: g[*#]/cursor
-% create sp node, replace * with sp, append * to sp, append cursor to sp
-% CASE: sp[^*#$][!@over='1']/cursor
-% set over='1' in sp node
-% CASE: sp[^*#$][@over='1']/cursor
-% error
-% ELSE:
-% error ?
-
-\paragraph{Subscript:} $\downarrow$
-
-\begin{description}
- \item{\verb+<g|p>[^#]/cursor+}\\
- create a \SB{} node, create a \G{} node, replace the cursor with the \SB{} node,
- append the \G{} node as first child of the \SB{} node, append the cursor as last
- child of the \SB{} node
- \item{\verb+<g|p>[*#]/cursor+}\\
- create a \SB{} node, replace \texttt{*} with the \SB{} node, append \texttt{*} to
- the \SB{} node, append cursor to the \SB{} node
- \item{\verb+sb[^*#$][!@under='1']/cursor+}\\ %$
- set \verb+under='1'+ in the \SB{} node
- \item{\verb+sb[^*#$][@under='1']/cursor+}\\ %$
- error
- \item{\verb+cursor+}\\
- error ?
-\end{description}
-% do_subscript:
-% CASE: g[^#]/cursor
-% create sb node. create g node, replace cursor with sb, append g to sb, append cursor to sb
-% CASE: g[*#]/cursor
-% create sb node, replace * with sb, append * to sb, append cursor to sb
-% CASE: sb[^*#$][!@under='1']/cursor
-% set over='1' in sb node
-% CASE: sb[^*#$][@under='1']/cursor
-% error
-% ELSE:
-% error ?
-
-\paragraph{Ignorable space:} $\square$
-
-% do_ignorable_space:
-% do nothing?
-
-\paragraph{Space:} $s$
-
-\begin{description}
- \item{\verb+cursor+}\\
- create \SNODE{} node, replace cursor with the \SNODE{} node, append
- $\tadvance$ after \SNODE{} node
-\end{description}
-
-% do_space
-% create s node, replace cursor with s, append \advance after s
-
-\paragraph{Identifier:} $i(v)$
-
-\begin{description}
- \item{\verb+cursor+}\\
- create an \INODE{}, set \verb+value=+$v$ in the \INODE{}, replace
- cursor with \INODE{}, append $\tadvance$ after the \INODE{} node
-\end{description}
-
-% do_identifier
-% create i node, replace cursor with i, append \advance after i
-
-\paragraph{Number:} $n(v)$
-
-\begin{description}
- \item{\verb+cursor+}\\
- create an \NNODE{}, set \verb+value=+$v$ in the \NNODE{}, replace
- cursor with \NNODE{}, append $\tadvance$ after the \NNODE{} node
-\end{description}
-
-% do_number
-% create n node, replace cursor with n, append \advance after n
-
-\paragraph{Apostrophe:} $o({}')$
-
-\begin{description}
- \item{\verb+<g/p>[(sp[*#$]/g[o[@name='prime']$])#]/cursor+}\\
- create a \ONODE{} node, set \verb+name='prime'+ in the \ONODE{},
- append the \ONODE{} to the innermost \G{} node
- \item{\verb+<g|p>[(sb[^sp[^*#$]/g[o[@name='prime']]$])#]/cursor+}\\
- create a \ONODE{} node, set \verb+name='prime'+ in the \ONODE{},
- append the \ONODE{} to the innermost \G{} node
- \item{\verb+<g|p>[*#]/cursor+}\\
- create a \ONODE{} node, set \verb+name='prime'+ in the \ONODE{},
- create a \SP{} node, create a \G{} node, replace \texttt{*} with \SP{} node,
- append the new \G{} node to the \SP{} node, append the \ONODE{}
- node to the new \G{} node
- \item{\verb+<g|p>[^#]/cursor+}\\
- error?
- \item{\verb+cursor+}\\
- cursor is not in a group, error?
-\end{description}
-
-% do_apostrophe
-% CASE: g[(sp[^*#$]/g[o[@name='prime']$])#]/cursor
-% append a new o[@name='prime'] node to the inner g node
-% CASE: g[(sb[^sp[^*#$]/g[o[@name='prime']]$])#]/cursor
-% append a new o[@name='prime'] node to the inner g node
-% CASE: g[*#]/cursor
-% create sp node, create g node, replace * with sp, append * to sp, append g to sp,
-% append a new o[@name='prime'[ node to the new g node
-% CASE: g[^#]/cursor
-% error?
-% ELSE:
-% cursor is not in a group, error?
-
-\paragraph{Other:} $o(v)$
-
-create an \ONODE{}, set \verb+value=+$v$ in the \ONODE{}, replace
-cursor with \ONODE{}, append $\tadvance$ after the \ONODE{} node
-
-% do_other
-% create o node, replace cursor with o, append \advance after o
-
-\paragraph{Active:} $\sim$
-
-% do_active:
-% ignored ???
-
-\paragraph{Comment:} $\%$
-
-% do_comment:
-% ignored ???
-
-\paragraph{Begin Environment:} $c(\mathtt{begin})\langle\alpha_1,\dots,\alpha_n\rangle$
-
-\paragraph{End Environment:} $c(\mathtt{end})\langle\rangle$
-
-\paragraph{Left Delimiter:} $c(\mathtt{left})\langle\alpha\rangle$
-
-\paragraph{Right Delimiter:} $c(\mathtt{right})\langle\alpha\rangle$
-
-\paragraph{Carriage-Return:} $c(\mathtt{cr})\langle\rangle$
-
-\begin{description}
- \item{\verb+row/cell/g/cursor+}\\
- create a \ROW{} node, create a \CELL{} node, create a \G{}
- node, append the cursor to the new \G{} node, append the new \G{}
- node to the new \CELL{} node, append the new \CELL{} node to the
- new \ROW{} node, insert the new \ROW{} node after the old \ROW{} node
- \item{\verb+cursor+}\\
- ignored?
-\end{description}
-
-% do_cr:
-% CASE: row/cell/g/cursor
-% create row node, create cell node, create g node,
-% append cursor to g, append g to cell, append cell to row,
-% insert new row after old row
-% ELSE:
-% ignored ???
-
-\paragraph{Macro:} $c(v)\langle\alpha_1,\dots,\alpha_n\rangle$
-
-\begin{description}
- \item{\verb+<p|g>/cursor+}\\
- create a \CNODE{} node with the children corresponding to the pattern
- $\tmap{\alpha_1}$,\dots,$\tmap{\alpha_n}$, replace the cursor with
- the new \CNODE{} node. put $\tnext$ as the first child of the new
- \CNODE{} node
-
- \item{\verb+*/cursor+}\\
- create a \CNODE{} node with the children corresponding to the pattern
- $\tmap{\alpha_1}$,\dots,$\tmap{\alpha_n}$, replace the cursor with
- the new \CNODE{} node, put $\tnext$ as the first child of the new
- \CNODE{} node. If $n\ne0$ emit a warning (the macro has arguments but
- but the context wouldn't normally allow them to be entered)
-\end{description}
-
-% do_macro:
-% CASE: g/cursor
-% create a c node with children corresponding to the pattern of the macro
-% append \nextparam as first child of the macro
-
-\section{Left Drop Rules}
-
-\paragraph{Normal Left Drop:} $\NLDROP$
-
-\begin{description}
-
- \item{\verb+cursor+}\\
- replace the cursor with the $\NLDROP$.
-
-\end{description}
-
-\paragraph{Special Left Drop:} $\SLDROP$
-
-\begin{description}
-
- \item{\verb+cursor+}\\
- replace the cursor with the $\SLDROP$.
-
-\end{description}
-
-\section{Right Drop Rules}
-
-\begin{description}
-
- \item{\verb+cursor+}\\
- replace the cursor with the $\RDROP$.
-
-\end{description}
-
-\section{$\varepsilon$-rules}
-
-\paragraph{Nromal Left Drop}
-
-\begin{description}
-
- \item{\verb+math/g[^#]/+$\NLDROP$}\\
- repalce the $\NLDROP$ with the cursor.
-
- %**************************************************************************************
- %****************************** epsilon-rules with \NLDROP ****************************
- %**************************************************************************************
-
- %************** \NLDROP has neither preceding nor following nodes ********************
-
- \item{\verb+math[^#$]/+$\NLDROP$}\\
- replace the $\NLDROP$ with the cursor.
-
- \item{\verb+g[^#$]/+$\NLDROP$}\\
- replace the \G{} node with the $\NLDROP$.
-
- % this rule is overridden by the two ones below
- \item{\verb+c/p[^#$]/+$\NLDROP$}\\
- remove the $\NLDROP$ and insert it before the \PNODE{} node.
-
- \item{\verb+c[p[@left-open='1'][*]#$]/p[@right-open='1'][^#$]/+$\NLDROP$}\\
- replace the \CNODE{} node with the content of the first \PNODE{} node and insert the $\NLDROP$ after this content
-
- \item{\verb+c[p[@left-open='1'][!*]#$]/p[@right-open='1'][^#$]/+$\NLDROP$}\\
- replace the \CNODE{} node with the $\NLDROP$.
-
- \item{\verb+c[^#][!p(*)]/+$\NLDROP$}\\
- replace the \CNODE{} node with the $\NLDROP$.
-
- \item{\verb+cell[^#$]/+$\NLDROP$}\\
- replace the cell with the $\NLDROP_n$.
-
- \item{\verb+table[^#$]/+$\NLDROP$}\\
- replace the \TABLE{} node with the $\NLDROP$.
-
- %************************* \NLDROP has at least one preceding node *********************
-
- % general rules
-
- % this rule should also handles the case where the \NLDROP is the third (and last) child of a script.
- \item{\verb+*[*#]/+$\NLDROP$}\\
- remove the $\NLDROP$ and append it as the last child of its ex preceding brother.
-
- % this rule overrides the one above
- \item{\verb+*[(i|n|o|s|c[!*])#]/+$\NLDROP$}\\
- remove the $\NLDROP$ and replace the token with the $\NLDROP_n$.
-
- % special rules
-
- \item{\verb+<sp|sb>[^*#$]+/$\NLDROP$}\\
- replace the script node with its first child and insert the $\NLDROP$ after it.
-
- % this rule overrides the one above.
- \item{\verb+<sp|sb>[^g[!@id][!*]#$]/+$\NLDROP$}\\
- replace the script with the cursor.
-
- % this rule overrides the one above
- \item{\verb+*[sp[!@id][^*g[!@id][^o[@name='prime']++\verb+o[@name='prime']$]]#]/+$\NLDROP$}\\
- remove the last \ONODE{} node and replace the $\NLDROP$ with the cursor.%$\NLDROP_n$.
-
- \item{\verb+*[sp[!@id][^*g[!@id][^o[@name='prime']$]]#]/+$\NLDROP$}\\
- replace the script with its first child and replace the $\NLDROP$ with the cursor.%$\NLDROP_n$.
-
- \item{\verb+c[(i|n|o|s|c[!*])#]/+$\NLDROP$}\\
- move the $\NLDROP$ before the delimiter.
-
- % this rule is true for both right-open and parameterized macros.
- \item{\verb+c[p#]/+$\NLDROP$}\\
- move the $\NLDROP$ into the \PNODE{} node.
-
- %**************** \NLDROP has no preceding nodes, but has following nodes **************
-
- % general rule
- \item{\verb+*[^#*]/+$\NLDROP$}\\
- remove the $\NLDROP$ and insert it before its parent.
-
- % special rules
-
- % this rule is applicable to all macros.
- \item{\verb+c[^#][p[*]]/+$\NLDROP$}\\
- remove the $\NLDROP$ and insert it before the \CNODE{} node.
-
-\end{description}
-
-\paragraph{Special Left Drop}
-
-\begin{description}
-
- %********************************************************************************************************
- %************************************ epsilon-rules with \SLDROP ****************************************
- %********************************************************************************************************
-
- \item{\verb+math/+$\SLDROP$}\\
- replace the $\SLDROP$ with the cursor.
-
- \item{\verb+math/g[^#]/+$\NLDROP$}\\
- replace the $\NLDROP$ with the cursor.
-
- %************************ \SLDROP has neither preceding nor following nodes *****************************
-
- \item{\verb+g[^#$]/+$\SLDROP$}\\
- replace the \G{} node with the cursor.
-
- \item{\verb+c[p[@left-open='1'][*]#$]/p[@right-open='1'][^#$]/+$\SLDROP$}\\
- replace the \CNODE{} node with the content of the first \PNODE{} node and insert the cursor after this content
-
- \item{\verb+c[p[@left-open='1'][!*]#$]/p[@right-open='1'][^#$]/+$\SLDROP$}\\
- replace the \CNODE{} node with the cursor.
-
- \item{\verb+c/p[^#$]/+$\SLDROP$}\\
- remove the $\SLDROP$ and insert it before the \PNODE{} node.
-
- \item{\verb+c[^#][!p(*)]/+$\SLDROP$}\\
- replace the \CNODE{} node with the cursor.
-
- \item{\verb+cell[^#$]/+$\SLDROP$}\\
- replace the cell with the $\NLDROP_n$.
-
- \item{\verb+table[^#$]/+$\SLDROP$}\\
- replace the \TABLE{} node with the cursor.
-
- %*********************** \SLDROP has at least one preceding node ***********************************
-
- \item{\verb+*[sp[!@id][^*g[!@id][^o[@name='prime']++\verb+o[@name='prime']$]]#]/+$\SLDROP$}\\
- remove the last \ONODE{} node and replace the $\SLDROP$ with the cursor.
-
- \item{\verb+*[sp[!@id][^*g[!@id][^o[@name='prime']$]]#]/+$\SLDROP$}\\
- replace the script with its first child and replace the $\SLDROP$ with the cursor.%$\NLDROP_n$.
-
- \item{\verb+<sp|sb>[^g[!@id][!*]#$]/+$\SLDROP$}\\
- replace the script with the cursor.
-
- % this rule is overridden by the three rules above.
- \item{\verb+<sp|sb>[^*#$]+/$\SLDROP$}\\
- replace the script node with its first child and insert the cursor after it.
-
- \item{\verb+c[(i|n|o|s|c[!*])#]/+$\SLDROP$}\\
- remove the $\SLDROP$ and insert the cursor before the delimiter.
-
- \item{\verb+c[p#(i|n|o|s|c[!*])]/+$\SLDROP$}\\
- remove the $\SLDROP$ and insert the cursor into the \PNODE{} node.
-
- \item{\verb+c[p[@right-open='1']#]+}\\
- remove the $\SLDROP$ and append the curor as last child of the \PNODE{} node.
-
- % this rule is overridden by the two ones above.
- \item{\verb+c[p#]/+$\SLDROP$}\\
- move the $\SLDROP$ into the \PNODE{} node.
-
- \item{\verb+*[(i|n|o|s|c[!*])#]/+$\SLDROP$}\\
- remove the $\SLDROP$ and replace the token with the cursor.
-
- \item{\verb+*[table#]/+$\SLDROP$}\\
- remove the $\SLDROP$ and append the $\NLDROP_n$ as the last child of the \TABLE{} node.
-
- \item{\verb+*[c#]/+$\SLDROP$}\\
- move the $\SLDROP$ into the \CNODE{} node.
-
- \item{\verb+*[g#]/+$\SLDROP$}\\
- remove the $\SLDROP$ and append the cursor as the last child of the \G{} node.
-
- %********** \SLDROP has no preceding node, but has following ones **************
-
- \item{\verb+c[^#p][p(*)]/+$\SLDROP$}\\
- remove the $\SLDROP$ and insert the cursor before the \CNODE{} node.
-
- % general rule
- \item{\verb+*[^#*]/+$\SLDROP$}\\
- remove the $\SLDROP$ and insert the cursor before its parent.
-
-\end{description}
-
-\paragraph{Normalize Left Drop}
-
-\begin{description}
-
- %****************************************************************************************
- %***************************** epsilon-rules with \NLDROP_n *****************************
- %****************************************************************************************
-
- \item{\verb+*[*#]/+$\NLDROP_n$}\\
- replace the $\NLDROP_n$ with the cursor.
-
- \item{\verb+row[cell#]/+$\NLDROP_n$}\\
- remove the $\NLDROP_n$ and append the cursor as the last child of the \CELL{} node.
-
- \item{\verb+row[^#$]/+$\NLDROP_n$}\\
- replace the \ROW{} node with the $\NLDROP_n$
-
- \item{\verb+table[row#]/+$\NLDROP_n$}\\
- remove the $\NLDROP_n$ and append it as last child of the \ROW{} node.
-
- \item{\verb+table[^#$]/+$\NLDROP_n$}\\
- replace the \TABLE{} with the cursor.%$\NLDROP_n$.
-
- \item{\verb+g[@id][^#$]/+$\NLDROP_n$}\\
- replace the \G{} node with the $\NLDROP_n$.
-
- \item{$\NLDROP_n$}\\
- replace the $\NLDROP_n$ with the cursor.
-
-\end{description}
-
-\paragraph{Right Drop}
-
-\begin{description}
-
- %************************* \RDROP has at least a following node ****************************************
-
- \item{\verb+c[#(i|n|o|s|c[!*])]/+$\RDROP$}\\
- remove the $\RDROP$ and append it after the delimiter
-
- \item{\verb+*[#(i|n|o|s|c[!*])]/+$\RDROP$}\\
- remove the token and replace the $\RDROP$ with the cursor $\RDROP_n$.
-
- % this rule is overridden by those ones above.
- \item{\verb+*[#*]/+$\RDROP$}\\
- remove the $\RDROP$ and append it as the first child of the following node.
-
- %************************** \RDROP has neither following nor preceding nodes ******************************
-
- \item{\verb+c[#$][!p[*]]/+$\RDROP$}\\
- replace the \CNODE{} with the $\RDROP$.
-
- \item{\verb+p[^#$]/+$\RDROP$}\\
- move the $\RDROP$ after the \PNODE{} node.
-
- \item{\verb+g[^#$]/+$\RDROP$}\\
- replace the \G{} node with the $\RDROP$.
-
-\end{description}
-
-\paragraph{Normalize Right Drop}
-
-\begin{description}
-
- % at the moment it's the only rule, defined for this symbol.
- \item{\verb+g[@id][^#$]/+$\RDROP_n$}\\
- replace the \G{} node with the $\RDROP_n$.
-
- \item{$\RDROP_n$}\\
- replace the $\RDROP$ with the cursor.
-
-\end{description}
-
-\paragraph{Advance}
-
-\begin{description}
- \item{\verb+g/+$\tadvance$}\\
- replace $\tadvance$ with the cursor
-
- \item{\verb+p[#$]/+$\tadvance$}\\ %$
- put $\tadvance$ after the \PNODE{} node
-
- \item{\verb+c[#p]/+$\tadvance$} \\
- remove $\tadvance$, put the cursor as first child of the \PNODE{} node
-
- \item{\verb+c[#*]/+$\tadvance$} \\ %$
- replace $\tadvance$ with the cursor
-
- \item{\verb+c[#$]/+$\tadvance$} \\ %$
- move $\tadvance$ after the \CNODE{} node
-\end{description}
-
-\paragraph{Next Parameter}
-
-\paragraph{Next Token}
-
-%% \begin{description}
-%% \item{\verb+c[#p]/+$\tnext$} \\
-%% \end{description}
-
-% g[@id]/(c[#$][@right-open]/g[!@id][#$]/)+cursor } let p = cursor.parent() in remove; advance(p)
-
-% c/g[!@id]/cursor
-% c/cursor
-% */cursor { let g = new group in replace
-
-% g[@id][^#$]/cursor <= cursor.parent().replace(cursor)
-% g[@id][^#$]/cursor <- cursor
-% (!g[@id][^#$])[A#B]/(g[@id][^#$]/)+cursor <- (!g[@id][^#$])[A#B]/cursor
-
-\clearpage
-\appendix
-\section{Semantics of the Regular Context Language}
-
-\newcommand{\CSEM}[2]{\mathcal{C}\llbracket#1\rrbracket#2}
-\newcommand{\QSEM}[2]{\mathcal{Q}\llbracket#1\rrbracket#2}
-\newcommand{\TSEMUP}[2]{\mathcal{T}^\uparrow\llbracket#1\rrbracket#2}
-\newcommand{\TSEMDOWN}[2]{\mathcal{T}_\downarrow\llbracket#1\rrbracket#2}
-\newcommand{\NSEM}[2]{\mathcal{N}\llbracket#1\rrbracket#2}
-\newcommand{\PSEM}[1]{\mathcal{P}\llbracket#1\rrbracket}
-\newcommand{\LSEM}[2]{\mathcal{L}\llbracket#1\rrbracket#2}
-\newcommand{\RSEM}[2]{\mathcal{R}\llbracket#1\rrbracket#2}
-\newcommand{\FSEM}[2]{\mathcal{F}\llbracket#1\rrbracket(#2)}
-\newcommand{\PARENT}[1]{\mathit{parent}(#1)}
-\newcommand{\CHILDREN}[1]{\mathit{children}(#1)}
-\newcommand{\CHILD}[1]{\mathit{child}(#1)}
-\newcommand{\ANCESTORS}[1]{\mathit{ancestors}(#1)}
-\newcommand{\DESCENDANTS}[1]{\mathit{descendants}(#1)}
-\newcommand{\HASATTRIBUTE}[2]{\mathit{hasAttribute}(#1,#2)}
-\newcommand{\HASNOATTRIBUTE}[2]{\mathit{hasNoAttribute}(#1,#2)}
-\newcommand{\ATTRIBUTE}[2]{\mathit{attribute}(#1,#2)}
-\newcommand{\ISELEMENT}[1]{\mathit{isElement}(#1)}
-\newcommand{\NAME}[1]{\mathit{name}(#1)}
-\newcommand{\PREV}[1]{\mathit{prev}(#1)}
-\newcommand{\NEXT}[1]{\mathit{next}(#1)}
-\newcommand{\PREDICATE}[1]{\mathit{predicate}(#1)}
-\newcommand{\IFV}[3]{\begin{array}[t]{@{}l}\mathbf{if}~#1~\mathbf{then}\\\quad#2\\\mathbf{else}\\\quad#3\end{array}}
-\newcommand{\IFH}[3]{\mathbf{if}~#1~\mathbf{then}~#2~\mathbf{else}~#3}
-\newcommand{\TRUE}{\mathbf{true}}
-\newcommand{\FALSE}{\mathbf{false}}
-\newcommand{\FUN}[2]{\lambda#1.#2}
-\newcommand{\LET}[3]{\mathbf{let}~#1=#2~\mathbf{in}~#3}
-\newcommand{\REC}[2]{\mathbf{rec}~#1=#2}
-\newcommand{\APPLY}[2]{(#1\;#2)}
-\newcommand{\APPLYX}[3]{(#1\;#2\;#3)}
-\newcommand{\AND}{\wedge}
-\newcommand{\OR}{\vee}
-\newcommand{\AAND}{\,\vec{\AND}\,}
-\newcommand{\AOR}{\,\vec{\OR}\,}
-\newcommand{\MATCH}[4]{\begin{array}[t]{@{}c@{~\to~}l@{}l@{}}\multicolumn{2}{@{}l@{}}{\mathbf{match}~#1~\mathbf{with}}\\\phantom{|}\quad\{#2\}\\|\quad\emptyset\end{array}}
-
-\[
-\begin{array}{rcl}
- \CSEM{q}{x} &=& \{x_1\mid x_1\in\{x\} \wedge \QSEM{q}{x_1}\}\\
- \CSEM{..}{x} &=& \PARENT{x}\\
- \CSEM{/}{x} &=& \CHILDREN{x}\\
- \CSEM{c_1\;c_2}{x} &=& \CSEM{c_2}{\CSEM{c_1}{x}}\\
- \CSEM{(c)}{x} &=& \CSEM{c}{x}\\
- \CSEM{\{c:\alpha\}}{x} &=& \alpha(x,\CSEM{c}{x})\\
- \CSEM{c_1\&c_2}{x} &=& \CSEM{c_1}{x} \cap \CSEM{c_2}{x}\\
- \CSEM{c_1\mid c_2}{x} &=& \CSEM{c_1}{x} \cup \CSEM{c_2}{x}\\
- \CSEM{c+}{x} &=& \CSEM{c}{x} \cup \CSEM{c+}{\CSEM{c}{x}}\\
- \CSEM{c?}{x} &=& \{x\}\cup\CSEM{c}{x}\\
- \CSEM{c*}{x} &=& \CSEM{{c+}?}{x}\\[3ex]
- \QSEM{c}{x} &=& \CSEM{c}{x}\ne\emptyset\\
- \QSEM{!c}{x} &=& \CSEM{c}{x}=\emptyset\\
- \QSEM{\langle*\rangle}{x} &=& \TRUE\\
- \QSEM{\langle n\rangle}{x} &=& \NAME{x}=n\\
- \QSEM{@n}{x} &=& \HASATTRIBUTE{x}{n}\\
- \QSEM{@n=v}{x} &=& \ATTRIBUTE{x}{n}=v\\
- \QSEM{[p_1\#p_2]}{x} &=& \LSEM{p_1}{\PREV{x}}\wedge\RSEM{p_2}{\NEXT{x}}\\[3ex]
- \LSEM{}{\alpha} &=& \TRUE\\
- \LSEM{\cent}{\alpha} &=& \alpha=\emptyset\\
- \LSEM{p\;q}{\emptyset} &=& \FALSE\\
- \LSEM{p\;q}{\{x\}} &=& \QSEM{q}{x}\wedge\LSEM{p}{\PREV{x}}\\[3ex]
- \RSEM{}{\alpha} &=& \TRUE\\
- \RSEM{\$}{\alpha} &=& \alpha=\emptyset\\
- \RSEM{q\;p}{\emptyset} &=& \FALSE\\
- \RSEM{q\;p}{\{x\}} &=& \QSEM{q}{x}\wedge\RSEM{p}{\NEXT{x}}\\[3ex]
- \PREDICATE{q} &=& \TRUE\\
- \PREDICATE{..} &=& \FALSE\\
- \PREDICATE{/} &=& \FALSE\\
- \PREDICATE{c_1\;c_2} &=& \PREDICATE{c_1}\wedge\PREDICATE{c_2}\\
- \PREDICATE{(c)} &=& \PREDICATE{c}\\
- \PREDICATE{c_1\&c_2} &=& \PREDICATE{c_1}\wedge\PREDICATE{c_2}\\
- \PREDICATE{c_1\mid c_2} &=& \PREDICATE{c_1}\wedge\PREDICATE{c_2}\\
- \PREDICATE{c+} &=& \PREDICATE{c}\\
- \PREDICATE{c?} &=& \PREDICATE{c}\\
- \PREDICATE{c*} &=& \PREDICATE{c}
-\end{array}
-\]
-
-\[
-\begin{array}{rcl}
- \PSEM{q} &=& \FUN{x}{\APPLY{\QSEM{q}{}}{x}} \\
- \PSEM{..} &=& \FUN{x}{\neg\APPLY{\mathit{null}}{\PARENT{x}}}\\
- \PSEM{/} &=& \FUN{x}{\neg\APPLY{\mathit{null}}{\CHILD{x}}}\\
- \PSEM{(c)} &=& \PSEM{c}\\
- \PSEM{\{c:\alpha\}} &=& \FUN{x}{\APPLY{\PSEM{c}}{x}\AAND\APPLY{\alpha}{x}}\\
- \PSEM{c_1\;c_2} &=& \IFV{\PREDICATE{c_1}}{\FUN{x}{(\PSEM{c_1}\;x)\wedge(\PSEM{c_2}\;x)}}{\FSEM{c_1}{\PSEM{c_2},\FUN{\_}{\FALSE}}}\\
- \PSEM{c_1\&c_2} &=& \IFV{\PREDICATE{c_1}\wedge\PREDICATE{c_2}}{\FUN{x}{(\PSEM{c_1}\;x)\wedge(\PSEM{c_2}\;x)}}{\FSEM{c_1\&c_2}{\FUN{\_}{\TRUE},\FUN{\_}{\FALSE}}}\\
- \PSEM{c_1\mid c_2} &=& \FUN{x}{(\PSEM{c_1}\;x)\vee(\PSEM{c_2}\;x)}\\
- \PSEM{c+} &=& \PSEM{c}\\
- \PSEM{c?} &=& \FUN{\_}{\TRUE}\\
- \PSEM{c*} &=& \FUN{\_}{\TRUE}\\[3ex]
- \FSEM{q}{t,f} &=& \FUN{x}{(\APPLY{\PSEM{q}}{x}\AAND\APPLY{t}{x})\AOR\APPLY{f}{x}}\\
- \FSEM{..}{t,f} &=& \FUN{x}{\MATCH{\PARENT{x}}{y}{\APPLY{t}{y}}{\APPLY{f}{x}}}\\
-% \FSEM{/}{t,f} &=& \FUN{x}{(\vee_{y\in\CHILDREN{x}} \APPLY{t}{y})\AOR\APPLY{f}{x}}\\
- \FSEM{/}{t,f} &=& \FUN{x}{\APPLYX{\mathit{exists}}{t}{\CHILD{x}}\AOR\APPLY{f}{x}}\\
- \FSEM{(c)}{t,f} &=& \FSEM{c}{t,f}\\
- \FSEM{\{c:\alpha\}}{t,f} &=& \FSEM{c}{\FUN{x}{\PSEM{c}\AAND\APPLY{\alpha}{x}\AAND\APPLY{t}{x},f}}\\
- \FSEM{c_1\;c_2}{t,f} &=& \FUN{x}{\APPLY{\FSEM{c_1}{\FSEM{c_2}{t,\FUN{\_}{\APPLY{f}{x}}},f}}{x}}\\
- \FSEM{c_1\&c_2}{t,f} &=& \FUN{x}{\APPLY{\FSEM{c_1}{\FUN{y}{\APPLY{\FSEM{c_2}{\FUN{z}{(y=z)\AAND\APPLY{t}{z}},\FUN{\_}{\APPLY{f}{x}}}}{x}},f}}{x}}\\
- \FSEM{c_1\mid c_2}{t,f} &=& \FSEM{c_1}{t,\FSEM{c_2}{t,f}}\\
- \FSEM{c+}{t,f} &=& \FSEM{c}{\FSEM{c+}{t,t},f}\\
- \FSEM{c?}{t,f} &=& \FSEM{c}{t,t}\\
- \FSEM{c*}{t,f} &=& \FSEM{{c+}?}{t,f}\\[3ex]
- \QSEM{c}{} &=& \PSEM{c}\\
- \QSEM{!c}{} &=& \FUN{x}{\neg\APPLY{\PSEM{c}}{x}}\\
- \QSEM{\langle*\rangle}{} &=& \FUN{\_}{\TRUE}\\
- \QSEM{\langle n\rangle}{} &=& \FUN{x}{\NAME{x}=n}\\
- \QSEM{@n}{} &=& \FUN{x}{\HASATTRIBUTE{x}{n}}\\
- \QSEM{@n=v}{} &=& \FUN{x}{\ATTRIBUTE{x}{n}=v}\\
- \QSEM{[p_1\#p_2]}{} &=& \FUN{x}{\APPLY{\LSEM{p_1}{}}{\PREV{x}}\wedge\APPLY{\RSEM{p_2}{}}{\NEXT{x}}}\\[3ex]
- \LSEM{}{} &=& \FUN{\_}{\TRUE}\\
- \LSEM{\cent}{} &=& \mathit{null}\\
- \LSEM{p\;q}{} &=& \FUN{x}{\MATCH{x}{y}{\QSEM{q}{y}\AAND\APPLY{\LSEM{p}}{\PREV{y}}}{\FALSE}}\\
- \RSEM{}{} &=& \FUN{\_}{\TRUE}\\
- \RSEM{\$}{} &=& \mathit{null}\\
- \RSEM{p\;q}{} &=& \FUN{x}{\MATCH{x}{y}{\QSEM{q}{y}\AAND\APPLY{\RSEM{p}}{\NEXT{y}}}{\FALSE}}\\
- \mathit{null} &=& \FUN{x}{\MATCH{x}{\_}{\FALSE}{\TRUE}}\\
- \mathit{exists} &=& \FUN{t}{\REC{a}{\FUN{x}{\MATCH{x}{y}{\APPLY{t}{y}\AOR\APPLY{a}{\NEXT{x}}}{\FALSE}}}}
-\end{array}
-\]
-
-
-
-\end{document}
+++ /dev/null
-# This is a comment
-prefix=@prefix@
-exec_prefix=@exec_prefix@
-libdir=@libdir@
-includedir=@includedir@
-datadir=@datadir@
-
-pkgdatadir=${datadir}/editex
-default_dictionary=${pkgdatadir}/dictionary-tex.xml
-default_mathml_xsl=${pkgdatadir}/tml-mmlp.xsl
-default_tex_xsl=${pkgdatadir}/tml-tex.xsl
-
-Name: EdiTeX
-Description: An XML/MathML editor based on TeX/LaTeX syntax
-Version: @VERSION@
-Requires: glib
-Libs: -L${libdir} -leditex
-Cflags: -I${includedir}/editex
-
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-EXTRA_DIST = abs.tex big.tex
+++ /dev/null
-$|x|=\matrix{1&0\cr0&1}$
+++ /dev/null
-$1+x+x^2+x^3+\cdots+x^n\over{\sqrt 1+y^{-1}+y^{-2}+y^{-3}+\cdots+y^{-m}}$
+++ /dev/null
-META Makefile Makefile.in *.cm[ioax] *.cmxa *.lo *.la .deps .libs
+++ /dev/null
-mathml_editor.cmo: i_mathml_editor.cmo mathml_editor.cmi
-mathml_editor.cmx: i_mathml_editor.cmx mathml_editor.cmi
-mathml_editor.cmi: i_mathml_editor.cmo
+++ /dev/null
-requires="gdome2,gdome2-xslt"
-version="@VERSION@"
-archive(byte)="mlmathml-editor.cma"
-archive(native)="mlmathml-editor.cmxa"
-archive(byte,premethods)="i_mathml_editor.cmo mlmathml-editor.cma"
-archive(native,premethods)="i_mathml_editor.cmx mlmathml-editor.cmxa"
+++ /dev/null
-PKGNAME = mathml-editor
-ARCHIVE = mlmathml-editor
-REQUIRES = gdome2 gdome2-xslt
-OCAMLFIND = @OCAMLFIND@
-OCAMLFLAGS = -I $(top_srcdir)/ocaml
-OCAMLC = $(OCAMLFIND) @OCAMLC@ $(OCAMLFLAGS) -package "$(REQUIRES)"
-OCAMLOPT = $(OCAMLFIND) @OCAMLOPT@ $(OCAMLFLAGS) -package "$(REQUIRES)"
-OCAMLDEP = $(OCAMLFIND) @OCAMLDEP@ $(OCAMLFLAGS) -package "$(REQUIRES)"
-if HAVE_SHAREDLIBS_COND
-OCAMLMKLIBFLAGS =
-else
-OCAMLMKLIBFLAGS = -custom
-endif
-OCAMLMKLIB = @OCAMLMKLIB@ $(OCAMLMKLIBFLAGS)
-DLL = dll$(ARCHIVE).so
-OCAMLSTDLIBDIR = $(DESTDIR)/@OCAMLSTDLIBDIR@
-OCAMLSTUBDIR = $(DESTDIR)/@OCAMLSTUBDIR@
-OCAMLINSTALLDIR = $(OCAMLSTDLIBDIR)/$(PKGNAME)
-MODULES = i_mathml_editor mathml_editor
-INIT =
-CMI_S = $(MODULES:%=%.cmi)
-CMO_S = $(MODULES:%=%.cmo)
-CMX_S = $(MODULES:%=%.cmx)
-O_S = ml_mathml_editor.o c_mathml_editor.o
-LO_S = $(O_S:%.o=%.lo)
-SHARED_LIBS = $(GMETADOM_LIBS) $(GDOMEXSLT_LIBS) -lmlgdome2-xslt -lmlgdome -lstdc++ -L$(top_builddir)/src/.libs/ -leditex
-BYTE_STUFF = i_mathml_editor.cmi mathml_editor.cmi $(ARCHIVE).cma $(DLL) lib$(ARCHIVE).a
-NATIVE_STUFF = $(ARCHIVE).cmxa $(ARCHIVE).a
-BYTE_INSTALL_STUFF = $(BYTE_STUFF) META mathml_editor.mli
-NATIVE_INSTALL_STUFF = $(NATIVE_STUFF)
-
-EXTRA_DIST = \
- META.in mathml_editor.ml mathml_editor.mli i_mathml_editor.ml \
- c_mathml_editor.h .depend
-
-if HAVE_OCAMLOPT_COND
-noinst_DATA = $(BYTE_STUFF) $(NATIVE_STUFF)
-else
-noinst_DATA = $(BYTE_STUFF)
-endif
-
-noinst_LTLIBRARIES = libmlmathml-editor.la
-libmlmathml_editor_la_SOURCES = \
- c_mathml_editor.cc \
- ml_mathml_editor.c
-
-if HAVE_OCAMLOPT_COND
-install-data-local: $(BYTE_INSTALL_STUFF) $(NATIVE_INSTALL_STUFF)
-else
-install-data-local: $(BYTE_INSTALL_STUFF)
-endif
- $(mkinstalldirs) $(OCAMLSTDLIBDIR) $(OCAMLSTUBDIR)
- chmod -x $(DLL)
- $(OCAMLFIND) install -destdir $(OCAMLSTDLIBDIR) $(PKGNAME) $^
- ln -fs $(DLL) $(OCAMLSTUBDIR)/lib$(ARCHIVE).so
-
-CLEANFILES = \
- $(ARCHIVE).{cma,cmxa,a} $(CMI_S) $(CMO_S) $(CMX_S) ml_mathml_editor.o \
- $(DLL) $(INIT).cm[iox] libmlmathml-editor.a
-
-INCLUDES = \
- $(GDOME_CFLAGS) $(MLGDOME_CFLAGS) \
- $(GMETADOM_CFLAGS) $(GDOMEXSLT_CFLAGS) \
- -I$(top_srcdir)/src
-
-$(ARCHIVE).cma: $(CMO_S)
- $(OCAMLMKLIB) -o $(ARCHIVE) -L@OCAMLSTUBDIR@ $(CMO_S) $(SHARED_LIBS)
-
-$(ARCHIVE).cmxa: $(CMX_S)
- $(OCAMLMKLIB) -o $(ARCHIVE) -L@OCAMLSTUBDIR@ $(CMX_S) $(SHARED_LIBS)
-
-$(DLL) $(ARCHIVE).a: $(O_S)
- $(OCAMLMKLIB) -o $(ARCHIVE) -L@OCAMLSTUBDIR@ $(SHARED_LIBS) $(O_S:%.o=.libs/%.o)
-
-%.cmi: %.mli
- $(OCAMLC) -c $<
-%.cmo %.cmi: %.ml
- $(OCAMLC) -c $<
-%.cmx: %.ml %.cmi
- $(OCAMLOPT) -c $<
-
-i_mathml_editor.cmo: i_mathml_editor.ml
- $(OCAMLC) -c $<
-i_mathml_editor.cmx: i_mathml_editor.ml
- $(OCAMLOPT) -c $<
-
-depend: *.ml
- $(OCAMLDEP) *.ml *.mli >.depend
-include .depend
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <GdomeSmartDOMXSLT.hh>
-#include <cassert>
-
-#include "ALogger.hh"
-#include "TDictionary.hh"
-#include "CMathMLFactoryXSLT.hh"
-#include "TPushLexer.hh"
-#include "LPushLexer.hh"
-#include "TPushParser.hh"
-
-class CCallbackLogger : public ALogger
-{
-public:
- CCallbackLogger(void (*)(int, const char*, void*), void*);
- virtual ~CCallbackLogger() { };
-
-protected:
- virtual void message(Level, const std::string&);
-
-private:
- void (*callback)(int, const char*, void*);
- void* user_data;
-};
-
-CCallbackLogger::CCallbackLogger(void (*cb)(int, const char*, void*), void* data) : callback(cb), user_data(data)
-{
- assert(callback);
-}
-
-void
-CCallbackLogger::message(Level l, const std::string& s)
-{
- assert(callback);
- callback(l, s.c_str(), user_data);
-}
-
-struct Editor
-{
- Editor(const char*, const char*, const char*, void (*)(int, const char*, void*), void*, bool);
- ~Editor();
-
- ALogger* logger;
- TDictionary* dictionary;
- DOMX::XSLTStylesheet* tml_mml;
- DOMX::XSLTStylesheet* tml_tex;
- AMathMLFactory* factory;
- TPushParser* parser;
- APushLexer* lexer;
-};
-
-Editor::Editor(const char* dict_uri, const char* mml_uri, const char* tex_uri,
- void (*cb)(int, const char*, void*), void* data, bool alt)
-{
- assert(dict_uri);
- assert(mml_uri);
- assert(tex_uri);
- assert(cb);
- logger = new CCallbackLogger(cb, data);
- dictionary = new TDictionary(*logger);
- dictionary->load(dict_uri);
- DOM::DOMImplementation di;
- DOM::Document mml = di.createDocumentFromURI(mml_uri);
- DOM::Document tex = di.createDocumentFromURI(tex_uri);
- tml_mml = new DOMX::XSLTStylesheet(mml);
- tml_tex = new DOMX::XSLTStylesheet(tex);
- factory = new CMathMLFactoryXSLT(*logger, *tml_mml);
- parser = new TPushParser(*logger, *factory, *dictionary);
- if (alt) lexer = new LPushLexer(*logger, *parser);
- else lexer = new TPushLexer(*logger, *parser);
-}
-
-Editor::~Editor()
-{
- delete lexer;
- delete parser;
- delete factory;
- delete tml_tex;
- delete tml_mml;
- delete dictionary;
- delete logger;
-}
-
-extern "C" const char*
-c_mathml_editor_get_default_dictionary_path()
-{
- return TDictionary::getDefaultDictionaryPath().c_str();
-}
-
-extern "C" const char*
-c_mathml_editor_get_default_mathml_stylesheet_path()
-{
- return AMathMLFactory::getDefaultMathMLStylesheetPath().c_str();
-}
-
-extern "C" const char*
-c_mathml_editor_get_default_tex_stylesheet_path()
-{
- return AMathMLFactory::getDefaultTeXStylesheetPath().c_str();
-}
-
-extern "C" Editor*
-c_mathml_editor_new(bool alt,
- const char* dictionary_uri,
- const char* tml_mml_uri,
- const char* tml_tex_uri,
- void (*log_message_cb)(int, const char*, void*),
- void* user_data)
-{
- return new Editor(dictionary_uri, tml_mml_uri, tml_tex_uri, log_message_cb, user_data, alt);
-}
-
-extern "C" void
-c_mathml_editor_destroy(Editor* editor)
-{
- assert(editor);
- delete editor;
-}
-
-extern "C" int
-c_mathml_editor_freeze(Editor* editor)
-{
- assert(editor);
- return editor->parser->freeze();
-}
-
-extern "C" int
-c_mathml_editor_thaw(Editor* editor)
-{
- assert(editor);
- return editor->parser->thaw();
-}
-
-extern "C" void
-c_mathml_editor_push(Editor* editor, char ch)
-{
- assert(editor);
- editor->lexer->push(ch);
-}
-
-extern "C" void
-c_mathml_editor_drop(Editor* editor, int alt)
-{
- assert(editor);
- editor->lexer->drop(alt != 0);
-}
-
-extern "C" int
-c_mathml_editor_cursor_hide(Editor* editor)
-{
- assert(editor);
- return editor->parser->hideCursor();
-}
-
-extern "C" int
-c_mathml_editor_cursor_show(Editor* editor)
-{
- assert(editor);
- return editor->parser->showCursor();
-}
-
-extern "C" char*
-c_mathml_editor_get_tex(const Editor* editor)
-{
- assert(editor);
- DOM::Document res = editor->tml_tex->apply(editor->parser->document());
- assert(res);
- res.normalize();
- assert(res.get_firstChild() && res.get_firstChild().get_nodeName() == "#text");
- return strdup(std::string(res.get_firstChild().get_nodeValue()).c_str());
-}
-
-extern "C" void
-c_mathml_editor_reset(Editor* editor)
-{
- assert(editor);
- editor->lexer->reset();
- editor->parser->reset();
-}
-
-extern "C" GdomeDocument*
-c_mathml_editor_get_tml(const Editor* editor)
-{
- assert(editor);
- GdomeNode* n = editor->parser->document().cloneNode(true).gdome_object();
- GdomeDocument* doc = gdome_cast_doc(n);
- assert(n && doc);
- return doc;
-}
-
-extern "C" GdomeDocument*
-c_mathml_editor_get_mml(const Editor* editor)
-{
- assert(editor);
- GdomeNode* n = editor->factory->document().gdome_object();
- GdomeDocument* doc = gdome_cast_doc(n);
- assert(n && doc);
- return doc;
-}
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __c_mathml_editor_h__
-#define __c_mathml_editor_h__
-
-#include <gdome.h>
-
-typedef struct Editor Editor;
-
-const char* c_mathml_editor_get_default_dictionary_path(void);
-const char* c_mathml_editor_get_default_mathml_stylesheet_path(void);
-const char* c_mathml_editor_get_default_tex_stylesheet_path(void);
-Editor* c_mathml_editor_new(int, const char*, const char*, const char*, void (*)(int, const char*, void*), void*);
-void c_mathml_editor_destroy(Editor*);
-int c_mathml_editor_freeze(Editor*);
-int c_mathml_editor_thaw(Editor*);
-void c_mathml_editor_reset(Editor*);
-void c_mathml_editor_push(Editor*, char);
-void c_mathml_editor_drop(Editor*, int);
-int c_mathml_editor_cursor_hide(Editor*);
-int c_mathml_editor_cursor_show(Editor*);
-char* c_mathml_editor_get_tex(const Editor*);
-GdomeDocument* c_mathml_editor_get_tml(const Editor*);
-GdomeDocument* c_mathml_editor_get_mml(const Editor*);
-
-#endif /* __c_mathml_editor_h__ */
+++ /dev/null
-(* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- *)
-
-type t
-
-external get_default_dictionary_path : unit -> string
- = "ml_mathml_editor_get_default_dictionary_path"
-
-external get_default_mathml_stylesheet_path : unit -> string
- = "ml_mathml_editor_get_default_mathml_stylesheet_path"
-
-external get_default_tex_stylesheet_path : unit -> string
- = "ml_mathml_editor_get_default_tex_stylesheet_path"
-
-external raw_create :
- alt_lexer:bool ->
- dictionary_uri: string ->
- mml_uri: string ->
- tml_uri: string ->
- log:(int -> string -> unit) ->
- t
- = "ml_mathml_editor_new"
-let create ?(alt_lexer=false) = raw_create ~alt_lexer
-
-external freeze : editor:t -> bool
- = "ml_mathml_editor_freeze"
-
-external thaw : editor:t -> bool
- = "ml_mathml_editor_thaw"
-
-external reset : editor:t -> unit
- = "ml_mathml_editor_reset"
-
-external push : editor:t -> ch:char -> unit
- = "ml_mathml_editor_push"
-
-external drop : editor:t -> alt:bool -> unit
- = "ml_mathml_editor_drop"
-
-external cursor_hide : editor:t -> unit
- = "ml_mathml_editor_cursor_hide"
-
-external cursor_show : editor:t -> unit
- = "ml_mathml_editor_cursor_show"
-
-external get_tex : editor:t -> string
- = "ml_mathml_editor_get_tex"
-
-external get_tml : editor:t -> TDocument.t
- = "ml_mathml_editor_get_tml"
-
-external get_mml : editor:t -> TDocument.t
- = "ml_mathml_editor_get_mml"
-
+++ /dev/null
-(* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- *)
-
-let default_dictionary_path = I_mathml_editor.get_default_dictionary_path ()
-;;
-
-let default_mathml_stylesheet_path = I_mathml_editor.get_default_mathml_stylesheet_path ()
-;;
-
-let default_tex_stylesheet_path = I_mathml_editor.get_default_tex_stylesheet_path ()
-;;
-
-let create ?(alt_lexer=false) ~dictionary_uri ~mml_uri ~tml_uri ~log =
- I_mathml_editor.create ~alt_lexer ~dictionary_uri ~mml_uri ~tml_uri ~log
-;;
-
-let freeze = I_mathml_editor.freeze
-;;
-
-let thaw = I_mathml_editor.thaw
-;;
-
-let reset = I_mathml_editor.reset
-;;
-
-let push = I_mathml_editor.push
-;;
-
-let drop = I_mathml_editor.drop
-;;
-
-let cursor_hide = I_mathml_editor.cursor_hide
-;;
-
-let cursor_show = I_mathml_editor.cursor_show
-;;
-
-let get_tex = I_mathml_editor.get_tex
-;;
-
-let get_tml ~editor =
- new Gdome.document (I_mathml_editor.get_tml ~editor)
-;;
-
-let get_mml ~editor =
- new Gdome.document (I_mathml_editor.get_mml ~editor)
-;;
-
+++ /dev/null
-(* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- *)
-
-val default_dictionary_path : string
-val default_mathml_stylesheet_path : string
-val default_tex_stylesheet_path : string
-
-val create :
- ?alt_lexer:bool ->
- dictionary_uri: string ->
- mml_uri: string ->
- tml_uri: string ->
- log:(int -> string -> unit) -> I_mathml_editor.t
-
-val freeze : editor:I_mathml_editor.t -> bool
-val thaw : editor:I_mathml_editor.t -> bool
-
-val reset : editor:I_mathml_editor.t -> unit
-val push : editor:I_mathml_editor.t -> ch:char -> unit
-val drop : editor:I_mathml_editor.t -> alt:bool -> unit
-
-val cursor_hide : editor:I_mathml_editor.t -> unit
-val cursor_show : editor:I_mathml_editor.t -> unit
-
-val get_tex : editor:I_mathml_editor.t -> string
-val get_tml : editor:I_mathml_editor.t -> Gdome.document
-val get_mml : editor:I_mathml_editor.t -> Gdome.document
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <assert.h>
-
-#include <caml/memory.h>
-#include <caml/custom.h>
-#include <caml/callback.h>
-
-#include "mlgdomevalue.h"
-
-#include "c_mathml_editor.h"
-
-typedef struct
-{
- Editor* c_editor;
- value callback;
-} ml_Editor;
-
-ml_Editor*
-Editor_val(value v)
-{
- ml_Editor* editor = *((ml_Editor**) Data_custom_val(v));
- assert(editor != NULL);
- return editor;
-}
-
-static void
-ml_mathml_editor_finalize(value v)
-{
- ml_Editor* editor = Editor_val(v);
- assert(editor);
-
- remove_global_root(&editor->callback);
- c_mathml_editor_destroy(editor->c_editor);
- free(editor);
-}
-
-static void
-ml_mathml_editor_log_callback(int level, const char* msg, void* user_data)
-{
- ml_Editor* ml_editor = (ml_Editor*) user_data;
- assert(ml_editor);
- callback2(ml_editor->callback, Val_int(level), copy_string(msg));
-}
-
-value
-ml_mathml_editor_get_default_dictionary_path(value unit)
-{
- CAMLparam1(unit);
- CAMLreturn(copy_string(c_mathml_editor_get_default_dictionary_path()));
-}
-
-value
-ml_mathml_editor_get_default_mathml_stylesheet_path(value unit)
-{
- CAMLparam1(unit);
- CAMLreturn(copy_string(c_mathml_editor_get_default_mathml_stylesheet_path()));
-}
-
-value
-ml_mathml_editor_get_default_tex_stylesheet_path(value unit)
-{
- CAMLparam1(unit);
- CAMLreturn(copy_string(c_mathml_editor_get_default_tex_stylesheet_path()));
-}
-
-value
-ml_mathml_editor_new(value alt,
- value dictionary_uri,
- value tml_mml_uri,
- value tml_tex_uri,
- value log_message_cb)
-{
- static struct custom_operations ops =
- {
- "HELM/MathML Editor",
- ml_mathml_editor_finalize,
- custom_compare_default,
- custom_hash_default,
- custom_serialize_default,
- custom_deserialize_default
- };
-
- value v = alloc_custom(&ops, sizeof(ml_Editor*), 0, 1);
- ml_Editor** ml_editor_ref = (ml_Editor**) Data_custom_val(v);
- ml_Editor* ml_editor = *ml_editor_ref = malloc(sizeof(ml_Editor));
- ml_editor->c_editor = c_mathml_editor_new(Bool_val(alt),
- String_val(dictionary_uri),
- String_val(tml_mml_uri),
- String_val(tml_tex_uri),
- ml_mathml_editor_log_callback,
- (void*) ml_editor);
- ml_editor->callback = log_message_cb;
- register_global_root(&ml_editor->callback);
-
- return v;
-}
-
-value
-ml_mathml_editor_freeze(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- CAMLreturn(Val_bool(c_mathml_editor_freeze(editor->c_editor)));
-}
-
-value
-ml_mathml_editor_thaw(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- CAMLreturn(Val_bool(c_mathml_editor_thaw(editor->c_editor)));
-}
-
-value
-ml_mathml_editor_push(value v, value ch)
-{
- CAMLparam2(v, ch);
- ml_Editor* editor = Editor_val(v);
- c_mathml_editor_push(editor->c_editor, Int_val(ch));
- CAMLreturn(Val_unit);
-}
-
-value
-ml_mathml_editor_drop(value v, value alt)
-{
- CAMLparam2(v, alt);
- ml_Editor* editor = Editor_val(v);
- c_mathml_editor_drop(editor->c_editor, Bool_val(alt));
- CAMLreturn(Val_unit);
-}
-
-value
-ml_mathml_editor_cursor_hide(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- CAMLreturn(Val_bool(c_mathml_editor_cursor_hide(editor->c_editor)));
-}
-
-value
-ml_mathml_editor_cursor_show(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- CAMLreturn(Val_bool(c_mathml_editor_cursor_show(editor->c_editor)));
-}
-
-value
-ml_mathml_editor_get_tex(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- char* res = c_mathml_editor_get_tex(editor->c_editor);
- CAMLlocal1(ml_res);
- ml_res = copy_string(res);
- free(res);
- CAMLreturn(ml_res);
-}
-
-value
-ml_mathml_editor_reset(value v, value s)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- c_mathml_editor_reset(editor->c_editor);
- CAMLreturn(Val_unit);
-}
-
-value
-ml_mathml_editor_get_tml(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- GdomeDocument* doc = c_mathml_editor_get_tml(editor->c_editor);
- CAMLreturn(Val_Document(doc));
-}
-
-value
-ml_mathml_editor_get_mml(value v)
-{
- CAMLparam1(v);
- ml_Editor* editor = Editor_val(v);
- GdomeDocument* doc = c_mathml_editor_get_mml(editor->c_editor);
- CAMLreturn(Val_Document(doc));
-}
-
+++ /dev/null
-*~
-*.lo
-*.o
-*.la
-.deps
-.libs
-Makefile
-Makefile.in
-config.dirs
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __ALogger_hh__
-#define __ALogger_hh__
-
-#include <string>
-
-class ALogger
-{
-public:
- enum Level { Error, Warning, Info, Debug };
-
- ALogger(void) { level = Error; }
- virtual ~ALogger() { }
- void debug(const std::string& msg) { if (level >= Debug) message(Debug, msg); }
- void info(const std::string& msg) { if (level >= Info) message(Info, msg); }
- void warning(const std::string& msg) { if (level >= Warning) message(Warning, msg); }
- void error(const std::string& msg) { if (level >= Error) message(Error, msg); }
-
- Level verbosity(void) const { return level; }
- void verbosity(Level lvl) { level = lvl; }
-
-protected:
- virtual void message(Level, const std::string&) = 0;
-
-private:
- Level level;
-};
-
-#endif // __ALogger_hh__
+++ /dev/null
-
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __AMathMLConsumer_hh__
-#define __AMathMLConsumer_hh__
-
-class AMathMLConsumer
-{
-public:
- AMathMLConsumer(void) { };
- virtual ~AMathMLConsumer() { };
- virtual void documentModified(const DOM::Document&) = 0;
-};
-
-#endif // __AMathMLConsumer_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <string>
-
-#include "config.dirs"
-#include "AMathMLFactory.hh"
-
-std::string
-AMathMLFactory::getDefaultMathMLStylesheetPath()
-{
- return PKGDATADIR"/tml-mmlp.xsl";
-}
-
-std::string
-AMathMLFactory::getDefaultTeXStylesheetPath()
-{
- return PKGDATADIR"/tml-tex.xsl";
-}
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __AMathMLFactory_hh__
-#define __AMathMLFactory_hh__
-
-#include "dom.hh"
-
-class AMathMLFactory
-{
-public:
- AMathMLFactory(class ALogger& l) : logger(l) { };
- virtual ~AMathMLFactory() { };
-
- static std::string getDefaultMathMLStylesheetPath(void);
- static std::string getDefaultTeXStylesheetPath(void);
-
- virtual void documentModified(class TDocument&) = 0;
- virtual DOM::Document document(void) const = 0;
-
-protected:
- class ALogger& logger;
-};
-
-#endif // __AMathMLFactory_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __APushLexer_hh__
-#define __APushLexer_hh__
-
-class APushLexer
-{
-public:
- APushLexer(class ALogger& l, class APushParser& p) : logger(l), parser(p) { };
- virtual ~APushLexer() { };
-
- virtual void push(char) = 0;
- virtual void drop(bool) = 0;
- virtual bool complete(void) = 0;
- virtual void reset(void) = 0;
- virtual bool error(void) const = 0;
-
-protected:
- class ALogger& logger;
- class APushParser& parser;
-};
-
-#endif // __APushLexer_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include "APushParser.hh"
-#include "AMathMLFactory.hh"
-
-bool
-APushParser::freeze()
-{
- return freeze_level++ == 0;
-}
-
-bool
-APushParser::thaw()
-{
- if (freeze_level > 0)
- return --freeze_level == 0;
- else
- return true;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __APushParser_hh__
-#define __APushParser_hh__
-
-#include <string>
-
-class APushParser
-{
-public:
- APushParser(class ALogger& l) : logger(l), factory(0), freeze_level(0) { };
- APushParser(class ALogger& l, class AMathMLFactory& f) : logger(l), factory(&f), freeze_level(0) { };
- virtual ~APushParser() { };
-
- virtual void reset(void) = 0;
- virtual void push(const class TToken&) = 0;
- virtual std::string drop(bool) = 0;
- virtual void setCursorHint(const std::string&) = 0;
- virtual bool hideCursor(void) = 0;
- virtual bool showCursor(void) = 0;
-
- virtual bool freeze(void);
- virtual bool thaw(void);
- bool frozen(void) const { return freeze_level > 0; };
-
-protected:
- class ALogger& logger;
- class AMathMLFactory* factory;
-
-private:
- unsigned freeze_level;
-};
-
-#endif // __APushParser_hh__
+++ /dev/null
-[ebrowse-hs "ebrowse 5.0" " -x" () ()][ebrowse-ts [ebrowse-cs "APushParser" () 0"APushParser.hh" "class APushParser
-{" 75"APushParser.hh" ]
-([ebrowse-ts [ebrowse-cs "TPushParser" () 0"TPushParser.hh" "class TPushParser :" 226"TPushParser.hh" ]
-()([ebrowse-ms "buffer" () 0 () " std::list<TToken> buffer;" 1306 2 () () 0]
-[ebrowse-ms "cursor" () 0 () " TNode cursor;" 1363 2 () () 0]
-[ebrowse-ms "doc" () 0 () " TDocument doc;" 1343 2 () () 0]
-[ebrowse-ms "frames" () 0 () " std::stack<Frame> frames;" 1278 2 () () 0]
-[ebrowse-ms "nextId" () 0 () " unsigned nextId;" 1326 2 () () 0]
-)
-([ebrowse-ms "PRIME" () 4 () " std::string PRIME(void" 490 2 "TPushParser.cc" "TPushParser::PRIME()" 279]
-[ebrowse-ms "TPushParser" () 0 () () 0 0 "TPushParser.cc" "TPushParser::TPushParser(const TDictionary& d) :" 58]
-[ebrowse-ms "TPushParser" () 0 () " TPushParser(const class TDictionary&);" 275 0 () () 0]
-[ebrowse-ms "advance" () 0 () " void advance(const" 1065 2 "TPushParser.cc" "TPushParser::advance(const" 13192]
-[ebrowse-ms "do_active" () 0 () " void do_active(const" 916 2 "TPushParser.cc" "TPushParser::do_active(const" 5602]
-[ebrowse-ms "do_align" () 0 () " void do_align(void" 624 2 "TPushParser.cc" "TPushParser::do_align()" 1530]
-[ebrowse-ms "do_apostrophe" () 0 () " void do_apostrophe(void" 1042 2 "TPushParser.cc" "TPushParser::do_apostrophe()" 4611]
-[ebrowse-ms "do_begin" () 0 () " void do_begin(void" 557 2 "TPushParser.cc" "TPushParser::do_begin()" 461]
-[ebrowse-ms "do_comment" () 0 () " void do_comment(void" 954 2 "TPushParser.cc" "TPushParser::do_comment()" 5668]
-[ebrowse-ms "do_control" () 0 () " void do_control(const" 980 2 "TPushParser.cc" "TPushParser::do_control(const" 6337]
-[ebrowse-ms "do_cr" () 0 () " void do_cr(void" 1014 2 "TPushParser.cc" "TPushParser::do_cr()" 5708]
-[ebrowse-ms "do_digit" () 0 () " void do_digit(const" 841 2 "TPushParser.cc" "TPushParser::do_digit(const" 4072]
-[ebrowse-ms "do_end" () 0 () " void do_end(void" 578 2 "TPushParser.cc" "TPushParser::do_end()" 910]
-[ebrowse-ms "do_eol" () 0 () " void do_eol(void" 645 2 "TPushParser.cc" "TPushParser::do_eol()" 2464]
-[ebrowse-ms "do_letter" () 0 () " void do_letter(const" 804 2 "TPushParser.cc" "TPushParser::do_letter(const" 3902]
-[ebrowse-ms "do_other" () 0 () " void do_other(const" 878 2 "TPushParser.cc" "TPushParser::do_other(const" 5303]
-[ebrowse-ms "do_parameter" () 0 () " void do_parameter(const" 673 2 "TPushParser.cc" "TPushParser::do_parameter(const" 2546]
-[ebrowse-ms "do_shift" () 0 () " void do_shift(void" 601 2 "TPushParser.cc" "TPushParser::do_shift()" 1487]
-[ebrowse-ms "do_space" () 0 () " void do_space(const" 766 2 "TPushParser.cc" "TPushParser::do_space(const" 3794]
-[ebrowse-ms "do_subscript" () 0 () " void do_subscript(void" 742 2 "TPushParser.cc" "TPushParser::do_subscript()" 2609]
-[ebrowse-ms "do_superscript" () 0 () " void do_superscript(void" 715 2 "TPushParser.cc" "TPushParser::do_superscript()" 3204]
-[ebrowse-ms "document" () 4 () " TDocument document(void" 432 0 () " TDocument document(void" 432]
-[ebrowse-ms "isPrimes" () 4 () " bool isPrimes(const" 520 2 "TPushParser.cc" "TPushParser::isPrimes(const" 4445]
-[ebrowse-ms "process" () 0 () " void process(const" 1096 2 "TPushParser.cc" "TPushParser::process(const" 8538]
-[ebrowse-ms "push" () 1 () " virtual void push(const" 349 0 "TPushParser.cc" "TPushParser::push(const" 9379]
-[ebrowse-ms "setCursor" () 1 () " virtual void setCursor(const" 390 0 "TPushParser.cc" "TPushParser::setCursor(const" 13865]
-[ebrowse-ms "~TPushParser" () 1 () " virtual ~TPushParser()" 321 0 "TPushParser.cc" "TPushParser::~TPushParser()" 241]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TTokenizer" () 0"TTokenizer.hh" "class TTokenizer :" 173"TTokenizer.hh" ]
-()([ebrowse-ms "tokens" () 0 () " std::list<TToken> tokens;" 405 2 () () 0]
-)
-([ebrowse-ms "TTokenizer" () 0 () " TTokenizer(void) {" 221 0 () " TTokenizer(void) {" 221]
-[ebrowse-ms "push" () 1 () " virtual void push(const" 316 2 "TTokenizer.cc" "TTokenizer::push(const" 471]
-[ebrowse-ms "setCursor" () 1 () " virtual void setCursor(const" 357 2 () " virtual void setCursor(const" 357]
-[ebrowse-ms "tokenize" () 0 () " std::vector<TToken> tokenize(const" 265 0 "TTokenizer.cc" "TTokenizer::tokenize(const" 120]
-)
-()
-()
-()
-()
-()()
-])()
-([ebrowse-ms "APushParser" () 0 () " APushParser(void) {" 102 0 () " APushParser(void) {" 102]
-[ebrowse-ms "push" () 9 () " virtual void push(const" 164 0 () () 0]
-[ebrowse-ms "setCursor" () 9 () " virtual void setCursor(const" 209 0 () () 0]
-[ebrowse-ms "~APushParser" () 1 () " virtual ~APushParser()" 133 0 () " virtual ~APushParser()" 133]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "EmptyBuffer" "TLexerPush" 0"TLexerPush.hh" " class EmptyBuffer {" 271() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "unary_function" "std" 32() () 0() ]
-([ebrowse-ts [ebrowse-cs "StringHash" "TDictionary" 0"TDictionary.hh" " struct StringHash :" 1160"TDictionary.hh" ]
-()()
-([ebrowse-ms "operator ()" () 4 () " { size_t operator()(const" 1238 0 () " { size_t operator()(const" 1238]
-)
-()
-()
-()
-()
-()()
-])()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TObject" () 0"TObject.hh" "class TObject
-{" 63"TObject.hh" ]
-()()
-([ebrowse-ms "TObject" () 0 () " TObject(void) {" 89 1 () " TObject(void) {" 89]
-[ebrowse-ms "ref" () 4 () " void ref(coid" 162 0 () " void ref(coid" 162]
-[ebrowse-ms "unref" () 4 () " void unref(void" 206 0 () " void unref(void" 206]
-[ebrowse-ms "~TObject" () 1 () " virtual ~TObject()" 132 1 () " virtual ~TObject()" 132]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "std" () 0() () 0() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TLexerPush" () 0"TLexerPush.hh" "class TLexerPush
-{" 59"TLexerPush.hh" ]
-()([ebrowse-ms "state" () 0 () " State state;" 388 2 () () 0]
-[ebrowse-ms "tokens" () 0 () " std::deque<TToken> tokens;" 417 2 () () 0]
-)
-([ebrowse-ms "TLexerPush" () 0 () " TLexerPush(void);" 85 0 "TLexerPush.cc" "TLexerPush::TLexerPush()
-{" 51]
-[ebrowse-ms "ambiguous" () 4 () " bool ambiguous(void" 182 0 "TLexerPush.cc" "TLexerPush::ambiguous()" 576]
-[ebrowse-ms "empty" () 4 () " bool empty(void" 240 0 "TLexerPush.cc" "TLexerPush::empty()" 447]
-[ebrowse-ms "front" () 4 () " TToken front(void" 150 0 "TLexerPush.cc" "TLexerPush::front()" 338]
-[ebrowse-ms "pending" () 4 () " bool pending(void" 212 0 "TLexerPush.cc" "TLexerPush::pending()" 510]
-[ebrowse-ms "pop" () 0 () " TToken pop(void" 128 0 "TLexerPush.cc" "TLexerPush::pop()" 99]
-[ebrowse-ms "push" () 0 () " void push(TChar" 108 0 "TLexerPush.cc" "TLexerPush::push(TChar" 664]
-)
-()
-()
-()
-([ebrowse-ms "State" () 0 () " {" 303 2 () " {" 303]
-)
-()()
-][ebrowse-ts [ebrowse-cs "TLexerPull" () 0() () 0"TLexerPull.cc" ]
-()()
-([ebrowse-ms "pop" () 0 () () 0 0 () "TLexerPull::pop(TCharStream" 94]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TDictionary" () 0"TDictionary.hh" "class TDictionary
-{" 154"TDictionary.hh" ]
-()([ebrowse-ms "entries" () 0 () " Dictionary entries;" 1560 2 () () 0]
-)
-([ebrowse-ms "TDictionary" () 0 () " TDictionary(void) {" 181 0 () " TDictionary(void) {" 181]
-[ebrowse-ms "find" () 4 () " const Entry& find(const" 1107 0 "TDictionary.cc" "TDictionary::find(const" 3723]
-[ebrowse-ms "load" () 0 () " void load(const" 1069 0 "TDictionary.cc" "TDictionary::load(const" 162]
-[ebrowse-ms "~TDictionary" () 0 () " ~TDictionary()" 204 0 () " ~TDictionary()" 204]
-)
-()
-()
-()
-([ebrowse-ms "Dictionary" () 0 () "ap< std::string, Entry, StringHash > Dictionary;" 1538 2 () () 0]
-[ebrowse-ms "EntryClass" () 0 () " {" 301 0 () " {" 301]
-[ebrowse-ms "Form" () 0 () " {" 228 0 () " {" 228]
-)
-()()
-][ebrowse-ts [ebrowse-cs "DOM" () 0() () 0() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "APushLexer" () 0"APushLexer.hh" "class APushLexer
-{" 72"APushLexer.hh" ]
-([ebrowse-ts [ebrowse-cs "TPushLexer" () 0"TPushLexer.hh" "class TPushLexer :" 117"TPushLexer.hh" ]
-()([ebrowse-ms "buffer" () 0 () " std::string buffer;" 483 2 () () 0]
-[ebrowse-ms "state" () 0 () " State state;" 461 2 () () 0]
-)
-([ebrowse-ms "TPushLexer" () 0 () () 0 0 "TPushLexer.cc" "TPushLexer::TPushLexer(APushParser& p) :" 108]
-[ebrowse-ms "TPushLexer" () 0 () " TPushLexer(class APushParser&);" 164 0 () () 0]
-[ebrowse-ms "error" () 5 () " virtual bool error(void" 290 0 "TPushLexer.cc" "TPushLexer::error()" 2463]
-[ebrowse-ms "push" () 1 () " virtual void push(char" 234 0 "TPushLexer.cc" "TPushLexer::push(char" 1180]
-[ebrowse-ms "reset" () 1 () " virtual void reset(void" 262 0 "TPushLexer.cc" "TPushLexer::reset()" 176]
-[ebrowse-ms "transaction" () 0 () " void transaction(char" 436 2 "TPushLexer.cc" "TPushLexer::transaction(char" 251]
-[ebrowse-ms "~TPushLexer" () 1 () " virtual ~TPushLexer()" 203 0 () " virtual ~TPushLexer()" 203]
-)
-()
-()
-()
-([ebrowse-ms "State" () 0 () " {" 327 2 () " {" 327]
-)
-()()
-])()
-([ebrowse-ms "APushLexer" () 0 () " APushLexer(class APushParser& p) :" 99 0 () " APushLexer(class APushParser& p) :" 99]
-[ebrowse-ms "error" () 13 () " virtual bool error(void" 251 0 () () 0]
-[ebrowse-ms "push" () 9 () " virtual void push(char" 187 0 () () 0]
-[ebrowse-ms "reset" () 9 () " virtual void reset(void" 219 0 () () 0]
-[ebrowse-ms "~APushLexer" () 1 () " virtual ~APushLexer()" 156 0 () " virtual ~APushLexer()" 156]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Ptr" () 32"Ptr.hh" "class Ptr
-{" 1067"Ptr.hh" ]
-()([ebrowse-ms "ptr" () 0 () " P* ptr;" 1797 2 () () 0]
-)
-([ebrowse-ms "P" () 4 () " operator P*()" 1487 0 () " operator P*()" 1487]
-[ebrowse-ms "Ptr" () 0 () " Ptr(const Ptr& p) :" 1142 0 () " Ptr(const Ptr& p) :" 1142]
-[ebrowse-ms "Ptr" () 0 () " Ptr(P* p = 0) :" 1083 0 () " Ptr(P* p = 0) :" 1083]
-[ebrowse-ms "Q" () 36 () " template <class Q> operator Ptr<Q>()" 1747 0 () " template <class Q> operator Ptr<Q>()" 1747]
-[ebrowse-ms "operator ->" () 4 () " P* operator->()" 1253 0 () " P* operator->()" 1253]
-[ebrowse-ms "operator =" () 0 () " Ptr& operator=(const" 1316 0 () " Ptr& operator=(const" 1316]
-[ebrowse-ms "~Ptr" () 0 () " ~Ptr()" 1202 0 () " ~Ptr()" 1202]
-)
-()
-()
-([ebrowse-ms "is_a" () 32 () " template <class Q> friend bool is_a(const" 1659 0 () " template <class Q> friend bool is_a(const" 1659]
-[ebrowse-ms "smart_cast" () 32 () "emplate <class Q> friend Ptr<Q> smart_cast(const" 1561 0 () "emplate <class Q> friend Ptr<Q> smart_cast(const" 1561]
-)
-()
-()()
-][ebrowse-ts [ebrowse-cs "TToken" () 0"TToken.hh" "struct TToken
-{" 80"TToken.hh" ]
-()([ebrowse-ms "category" () 0 () " TCat category;" 627 0 () () 0]
-[ebrowse-ms "value" () 0 () " std::string value;" 648 0 () () 0]
-)
-([ebrowse-ms "TToken" () 0 () " TToken(TCat c, const std::string& v) :" 438 0 () " TToken(TCat c, const std::string& v) :" 438]
-[ebrowse-ms "TToken" () 0 () " TToken(TCat c, char ch) :" 366 0 () " TToken(TCat c, char ch) :" 366]
-[ebrowse-ms "TToken" () 0 () " TToken(TCat c) :" 330 0 () " TToken(TCat c) :" 330]
-[ebrowse-ms "operator ==" () 4 () " bool operator==(const" 517 0 () " bool operator==(const" 517]
-)
-()
-()
-()
-([ebrowse-ms "TCat" () 0 () " {" 98 0 () " {" 98]
-)
-()()
-][ebrowse-ts [ebrowse-cs "binary_function" "std" 32() () 0() ]
-([ebrowse-ts [ebrowse-cs "StringEq" "TDictionary" 0"TDictionary.hh" " struct StringEq :" 1327() ]
-()()
-([ebrowse-ms "operator ()" () 4 () " { bool operator()(const" 1415 0 () () 0]
-)
-()
-()
-()
-()
-()()
-])()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TNode" () 0"TNode.hh" "class TNode
-{" 124"TNode.hh" ]
-()([ebrowse-ms "node" () 0 () " DOM::Element node;" 2444 2 () () 0]
-)
-([ebrowse-ms "TNode" () 0 () " TNode(const TNode& n) :" 270 0 () " TNode(const TNode& n) :" 270]
-[ebrowse-ms "TNode" () 0 () " TNode(void) :" 145 0 () " TNode(void) :" 145]
-[ebrowse-ms "append" () 4 () " void append(const" 1667 0 "TNode.cc" "TNode::append(const" 2450]
-[ebrowse-ms "append" () 4 () " void append(const" 1631 0 "TNode.cc" "TNode::append(const" 2348]
-[ebrowse-ms "child" () 4 () " TNode child(unsigned" 592 0 "TNode.cc" "TNode::child(unsigned" 2874]
-[ebrowse-ms "core" () 4 () " TNode core(void" 425 0 "TNode.cc" "TNode::core()" 1413]
-[ebrowse-ms "empty" () 4 () " bool empty(void" 648 0 () " bool empty(void" 648]
-[ebrowse-ms "first" () 4 () " TNode first(void" 480 0 "TNode.cc" "TNode::first()" 1075]
-[ebrowse-ms "firstL" () 4 () " TNode firstL(void" 508 0 "TNode.cc" "TNode::firstL()" 1259]
-[ebrowse-ms "get" () 4 () " std::string get(const" 1758 0 "TNode.cc" "TNode::get(const" 3007]
-[ebrowse-ms "hasId" () 4 () " bool hasId(void" 1994 0 () " bool hasId(void" 1994]
-[ebrowse-ms "insert" () 4 () " void insert(const" 1595 0 "TNode.cc" "TNode::insert(const" 2193]
-[ebrowse-ms "is" () 4 () " bool is(const" 2055 0 () " bool is(const" 2055]
-[ebrowse-ms "isC" () 4 () " bool isC(const" 2303 0 () " bool isC(const" 2303]
-[ebrowse-ms "isC" () 4 () " bool isC(void" 2258 0 () " bool isC(void" 2258]
-[ebrowse-ms "isG" () 4 () " bool isG(void" 2119 0 () " bool isG(void" 2119]
-[ebrowse-ms "isSb" () 4 () " bool isSb(void" 2165 0 () " bool isSb(void" 2165]
-[ebrowse-ms "isSp" () 4 () " bool isSp(void" 2212 0 () " bool isSp(void" 2212]
-[ebrowse-ms "last" () 4 () " TNode last(void" 534 0 "TNode.cc" "TNode::last()" 736]
-[ebrowse-ms "lastL" () 4 () " TNode lastL(void" 561 0 "TNode.cc" "TNode::lastL()" 922]
-[ebrowse-ms "name" () 4 () " std::string name(void" 1863 0 () " std::string name(void" 1863]
-[ebrowse-ms "nameC" () 4 () " std::string nameC(void" 1929 0 () " std::string nameC(void" 1929]
-[ebrowse-ms "next" () 4 () " TNode next(void" 319 0 "TNode.cc" "TNode::next()" 63]
-[ebrowse-ms "nextL" () 4 () " TNode nextL(void" 346 0 "TNode.cc" "TNode::nextL()" 247]
-[ebrowse-ms "operator !=" () 4 () " bool operator!=(const" 1295 0 () " bool operator!=(const" 1295]
-[ebrowse-ms "operator ==" () 4 () " bool operator==(const" 1227 0 () " bool operator==(const" 1227]
-[ebrowse-ms "operator []" () 4 () " ProxyAttr operator[](const" 1422 0 () " ProxyAttr operator[](const" 1422]
-[ebrowse-ms "operator []" () 4 () " TNode operator[](int" 1362 0 () " TNode operator[](int" 1362]
-[ebrowse-ms "parent" () 4 () " TNode parent(void" 453 0 "TNode.cc" "TNode::parent()" 1587]
-[ebrowse-ms "prepend" () 4 () " void prepend(const" 1718 0 "TNode.cc" "TNode::prepend(const" 2683]
-[ebrowse-ms "prev" () 4 () " TNode prev(void" 372 0 "TNode.cc" "TNode::prev()" 396]
-[ebrowse-ms "prevL" () 4 () " TNode prevL(void" 399 0 "TNode.cc" "TNode::prevL()" 588]
-[ebrowse-ms "remove" () 4 () " void remove(void" 1529 0 "TNode.cc" "TNode::remove()" 1913]
-[ebrowse-ms "replace" () 4 () " void replace(const" 1559 0 "TNode.cc" "TNode::replace(const" 2038]
-[ebrowse-ms "set" () 4 () " void set(const" 1797 0 "TNode.cc" "TNode::set(const" 3109]
-[ebrowse-ms "size" () 4 () " unsigned size(void" 621 0 "TNode.cc" "TNode::size()" 1749]
-[ebrowse-ms "value" () 4 () " std::string value(void" 707 0 () " std::string value(void" 707]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Entry" "TDictionary" 0"TDictionary.hh" " struct Entry
- {" 405"TDictionary.hh" ]
-()([ebrowse-ms "cls" () 0 () " EntryClass cls;" 806 0 () () 0]
-[ebrowse-ms "delimiter" () 0 () " unsigned delimiter : 1;" 909 0 () () 0]
-[ebrowse-ms "embellishment" () 0 () " unsigned embellishment : 1;" 966 0 () () 0]
-[ebrowse-ms "infix" () 0 () " unsigned infix : 8;" 830 0 () () 0]
-[ebrowse-ms "leftOpen" () 0 () " unsigned leftOpen : 1;" 993 0 () () 0]
-[ebrowse-ms "limits" () 0 () " unsigned limits : 1;" 934 0 () () 0]
-[ebrowse-ms "pattern" () 0 () " std::vector<TToken> pattern;" 597 0 () () 0]
-[ebrowse-ms "postfix" () 0 () " unsigned postfix : 8;" 881 0 () () 0]
-[ebrowse-ms "prefix" () 0 () " unsigned prefix : 8;" 855 0 () () 0]
-[ebrowse-ms "rightOpen" () 0 () " unsigned rightOpen : 1;" 1021 0 () () 0]
-[ebrowse-ms "table" () 0 () " unsigned table : 1;" 1045 0 () () 0]
-[ebrowse-ms "value" () 0 () " std::string value;" 620 0 () () 0]
-)
-([ebrowse-ms "Entry" () 0 () " {" 420 0 () " {" 420]
-[ebrowse-ms "defined" () 4 () " bool defined(void" 643 0 () " bool defined(void" 643]
-[ebrowse-ms "hasArguments" () 4 () " bool hasArguments(void" 707 0 () " bool hasArguments(void" 707]
-[ebrowse-ms "paramDelimited" () 4 () " bool paramDelimited(unsigned" 777 0 "TDictionary.cc" "TDictionary::Entry::paramDelimited(unsigned" 4012]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "Frame" "TPushParser" 0"TPushParser.hh" " struct Frame
- {" 1126"TPushParser.hh" ]
-()([ebrowse-ms "entry" () 0 () " const TDictionary::Entry& entry;" 1226 0 () () 0]
-[ebrowse-ms "pos" () 0 () " unsigned pos;" 1244 0 () () 0]
-)
-([ebrowse-ms "Frame" () 0 () " Frame(const TDictionary::Entry& e) :" 1142 0 () " Frame(const TDictionary::Entry& e) :" 1142]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TCharStream" () 0"TCharStream.hh" "class TCharStream
-{" 94"TCharStream.hh" ]
-([ebrowse-ts [ebrowse-cs "TCharStreamString" () 0"TCharStreamString.hh" "class TCharStreamString :" 120"TCharStreamString.hh" ]
-()([ebrowse-ms "buffer" () 0 () " TString buffer;" 555 2 () () 0]
-[ebrowse-ms "idx" () 0 () " unsigned long idx;" 536 2 () () 0]
-)
-([ebrowse-ms "TCharStreamString" () 0 () " TCharStreamString(const TString& s) :" 175 0 () " TCharStreamString(const TString& s) :" 175]
-[ebrowse-ms "look" () 5 () " virtual TChar look(void" 343 0 () " virtual TChar look(void" 343]
-[ebrowse-ms "more" () 5 () " virtual bool more(void" 275 0 () " virtual bool more(void" 275]
-[ebrowse-ms "next" () 1 () " virtual TChar next(void" 439 0 () " virtual TChar next(void" 439]
-[ebrowse-ms "~TCharStreamString" () 1 () " virtual ~TCharStreamString()" 243 0 () " virtual ~TCharStreamString()" 243]
-)
-()
-()
-()
-()
-()()
-])()
-([ebrowse-ms "TCharStream" () 0 () " TCharStream(void) {" 121 0 () " TCharStream(void) {" 121]
-[ebrowse-ms "look" () 13 () " virtual TChar look(void" 222 0 () () 0]
-[ebrowse-ms "more" () 13 () " virtual bool more(void" 184 0 () () 0]
-[ebrowse-ms "next" () 9 () " virtual TChar next(void" 260 0 () () 0]
-[ebrowse-ms "~TCharStream" () 1 () " virtual ~TCharStream()" 152 0 () " virtual ~TCharStream()" 152]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "EmptyStream" "TCharStream" 0"TCharStream.hh" " class EmptyStream {" 289() ]
-()()
-()
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "*Globals*" () 0() () 0"APushLexer.hh" ]
-()()
-([ebrowse-ms "dispatch" () 0 "special.cc" "dispatch(const" 1012 0 "special.cc" "dispatch(const" 1012]
-[ebrowse-ms "do_apostrophe" () 0 "special.cc" "do_apostrophe(const" 669 0 "special.cc" "do_apostrophe(const" 669]
-[ebrowse-ms "do_bgroup" () 0 "special.cc" "do_bgroup(const" 149 0 "special.cc" "do_bgroup(const" 149]
-[ebrowse-ms "do_control" () 0 "special.cc" "do_control(const" 711 0 "special.cc" "do_control(const" 711]
-[ebrowse-ms "do_other" () 0 "special.cc" "do_other(const" 776 0 "special.cc" "do_other(const" 776]
-[ebrowse-ms "finishG" () 0 "special.cc" "void finishG(const" 118 0 () () 0]
-[ebrowse-ms "getCore" () 0 "domnav.cc" "getCore(const" 629 0 "domnav.cc" "getCore(const" 629]
-[ebrowse-ms "getRightmostChild" () 0 "domnav.cc" "getRightmostChild(const" 37 0 "domnav.cc" "getRightmostChild(const" 37]
-[ebrowse-ms "isDelimiter" () 0 "domnav.cc" "isDelimiter(const" 1716 0 "domnav.cc" "isDelimiter(const" 1716]
-[ebrowse-ms "isFunction" () 0 "domnav.cc" "isFunction(const" 1879 0 "domnav.cc" "isFunction(const" 1879]
-[ebrowse-ms "isGroup" () 0 "domnav.cc" "isGroup(const" 1214 0 "domnav.cc" "isGroup(const" 1214]
-[ebrowse-ms "isInferred" () 0 "domnav.cc" "isInferred(const" 985 0 "domnav.cc" "isInferred(const" 985]
-[ebrowse-ms "isMacro" () 0 "domnav.cc" "isMacro(const" 1085 0 "domnav.cc" "isMacro(const" 1085]
-[ebrowse-ms "isOperator" () 0 "domnav.cc" "isOperator(const" 1553 0 "domnav.cc" "isOperator(const" 1553]
-[ebrowse-ms "isPrimes" () 0 "domnav.cc" "isPrimes(const" 1451 0 "domnav.cc" "isPrimes(const" 1451]
-[ebrowse-ms "isSb" () 0 "domnav.cc" "isSb(const" 1291 0 "domnav.cc" "isSb(const" 1291]
-[ebrowse-ms "isSp" () 0 "domnav.cc" "isSp(const" 1369 0 "domnav.cc" "isSp(const" 1369]
-[ebrowse-ms "isUnicodeAlpha" () 2 "dom.hh" "inline bool isUnicodeAlpha(TChar" 303 0 "dom.hh" "inline bool isUnicodeAlpha(TChar" 303]
-[ebrowse-ms "isUnicodeDigit" () 2 "dom.hh" "inline bool isUnicodeDigit(TChar" 408 0 "dom.hh" "inline bool isUnicodeDigit(TChar" 408]
-[ebrowse-ms "isUnicodeSpace" () 2 "dom.hh" "inline bool isUnicodeSpace(TChar" 198 0 "dom.hh" "inline bool isUnicodeSpace(TChar" 198]
-[ebrowse-ms "main" () 0 "texlexer.cc" "main()" 51 0 "texlexer.cc" "main()" 51]
-[ebrowse-ms "prevLinearSibling" () 0 "domnav.cc" "prevLinearSibling(const" 324 0 "domnav.cc" "prevLinearSibling(const" 324]
-[ebrowse-ms "replace" () 0 "domnav.cc" "replace(const" 834 0 "domnav.cc" "replace(const" 834]
-[ebrowse-ms "tokenize" () 0 "tokenizer.hh" "std::vector<TToken> tokenize(const" 123 0 () () 0]
-)
-([ebrowse-ms "undefinedEntry" () 0 () () 0 0 "TDictionary.cc" "static TDictionary::Entry undefinedEntry;" 132]
-)
-()
-([ebrowse-ms "Ptr_hh" () 512 () () 0 0 "Ptr.hh" "#define Ptr_hh
-" 1036]
-[ebrowse-ms "TML_NS_URI" () 512 () () 0 0 "globals.hh" "#define TML_NS_URI " 67]
-[ebrowse-ms "XMLNS_NS_URI" () 512 () () 0 0 "globals.hh" "#define XMLNS_NS_URI " 123]
-[ebrowse-ms "__APushLexer_hh__" () 512 () () 0 0 () "#define __APushLexer_hh__
-" 53]
-[ebrowse-ms "__APushParser_hh__" () 512 () () 0 0 "APushParser.hh" "#define __APushParser_hh__
-" 55]
-[ebrowse-ms "__TCharStreamString_hh__" () 512 () () 0 0 "TCharStreamString.hh" "#define __TCharStreamString_hh__
-" 67]
-[ebrowse-ms "__TCharStream_hh__" () 512 () () 0 0 "TCharStream.hh" "#define __TCharStream_hh__
-" 55]
-[ebrowse-ms "__TDictionary_hh__" () 512 () () 0 0 "TDictionary.hh" "#define __TDictionary_hh__
-" 55]
-[ebrowse-ms "__TDocument_hh__" () 512 () () 0 0 "TDocument.hh" "#define __TDocument_hh__
-" 51]
-[ebrowse-ms "__TNode_hh__" () 512 () () 0 0 "TNode.hh" "#define __TNode_hh__
-" 43]
-[ebrowse-ms "__TObject_hh__" () 512 () () 0 0 "TObject.hh" "#define __TObject_hh__
-" 47]
-[ebrowse-ms "__TPushLexer_hh__" () 512 () () 0 0 "TPushLexer.hh" "#define __TPushLexer_hh__
-" 53]
-[ebrowse-ms "__TPushParser_hh__" () 512 () () 0 0 "TPushParser.hh" "#define __TPushParser_hh__
-" 55]
-[ebrowse-ms "__TToken_hh__" () 512 () () 0 0 "TToken.hh" "#define __TToken_hh__
-" 45]
-[ebrowse-ms "__TTokenizer_hh__" () 512 () () 0 0 "TTokenizer.hh" "#define __TTokenizer_hh__
-" 53]
-[ebrowse-ms "__dom_hh__" () 512 () () 0 0 "dom.hh" "#define __dom_hh__
-" 39]
-[ebrowse-ms "__globals_hh__" () 512 () () 0 0 "globals.hh" "#define __globals_hh__
-" 47]
-[ebrowse-ms "__tokenzier_hh__" () 512 () () 0 0 "tokenizer.hh" "#define __tokenzier_hh__
-" 51]
-)
-([ebrowse-ms "TChar" () 0 () () 0 0 "dom.hh" "typedef DOM::Char32 TChar;" 131]
-[ebrowse-ms "TString" () 0 () () 0 0 "dom.hh" "typedef DOM::UCS4String TString;" 164]
-)
-()()
-][ebrowse-ts [ebrowse-cs "ProxyAttr" "TNode" 0"TNode.hh" " class ProxyAttr
- {" 765"TNode.hh" ]
-()([ebrowse-ms "name" () 0 () " std::string name;" 1155 2 () () 0]
-[ebrowse-ms "node" () 0 () " DOM::Element node;" 1132 2 () () 0]
-)
-([ebrowse-ms "ProxyAttr" () 0 () "r(const DOM::Element& n, const std::string& s) :" 795 0 () "r(const DOM::Element& n, const std::string& s) :" 795]
-[ebrowse-ms "operator =" () 0 () " ProxyAttr& operator=(const" 959 0 () " ProxyAttr& operator=(const" 959]
-[ebrowse-ms "operator ==" () 0 () " bool operator==(const" 1040 0 () " bool operator==(const" 1040]
-[ebrowse-ms "string" () 4 () " operator std::string()" 885 0 () " operator std::string()" 885]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "EventListener" "DOM" 0() () 0() ]
-([ebrowse-ts [ebrowse-cs "DOMSubtreeModifiedListener" "TDocument" 0"TDocument.hh" " class DOMSubtreeModifiedListener :" 1015"TDocument.hh" ]
-()([ebrowse-ms "doc" () 0 () " TDocument doc;" 1247 2 () () 0]
-)
-([ebrowse-ms "DOMSubtreeModifiedListener" () 0 () "DOMSubtreeModifiedListener(const TDocument& d) :" 1092 0 () "DOMSubtreeModifiedListener(const TDocument& d) :" 1092]
-[ebrowse-ms "handleEvent" () 1 () " virtual void handleEvent(const" 1202 0 () () 0]
-[ebrowse-ms "~DOMSubtreeModifiedListener" () 1 () " virtual ~DOMSubtreeModifiedListener()" 1162 0 () " virtual ~DOMSubtreeModifiedListener()" 1162]
-)
-()
-()
-()
-()
-()()
-][ebrowse-ts [ebrowse-cs "TDocument" () 0"TDocument.hh" "class TDocument :" 108"TDocument.hh" ]
-()([ebrowse-ms "dirty" () 0 () " DOM::Element dirty;" 971 2 () () 0]
-[ebrowse-ms "doc" () 0 () " DOM::Document doc;" 949 2 () () 0]
-)
-([ebrowse-ms "TDocument" () 0 () " TDocument(void);" 162 0 "TDocument.cc" "TDocument::TDocument()
-{" 108]
-[ebrowse-ms "create" () 4 () " TNode create(const" 202 0 "TDocument.cc" "TDocument::create(const" 789]
-[ebrowse-ms "createC" () 4 () " TNode createC(const" 327 0 "TDocument.cc" "TDocument::createC(const" 1062]
-[ebrowse-ms "createG" () 4 () " TNode createG(unsigned" 262 0 () " TNode createG(unsigned" 262]
-[ebrowse-ms "createI" () 4 () " TNode createI(const" 461 0 () " TNode createI(const" 461]
-[ebrowse-ms "createN" () 4 () " TNode createN(const" 561 0 () " TNode createN(const" 561]
-[ebrowse-ms "createO" () 4 () " TNode createO(const" 661 0 () " TNode createO(const" 661]
-[ebrowse-ms "createT" () 4 () " TNode createT(const" 384 0 "TDocument.cc" "TDocument::createT(const" 1197]
-[ebrowse-ms "dirtyIdNode" () 4 () " TNode dirtyIdNode(void" 872 0 "TDocument.cc" "TDocument::dirtyIdNode()" 2081]
-[ebrowse-ms "dirtyNode" () 4 () " TNode dirtyNode(void" 821 0 () " TNode dirtyNode(void" 821]
-[ebrowse-ms "handleEvent" () 1 () " virtual void handleEvent(const" 1293 2 "TDocument.cc" "TDocument::handleEvent(const" 2348]
-[ebrowse-ms "root" () 0 () " TNode root(void" 758 0 () " TNode root(void" 758]
-[ebrowse-ms "serialize" () 4 () " void serialize(const" 904 0 "TDocument.cc" "TDocument::serialize(const" 637]
-[ebrowse-ms "~TDocument" () 0 () " ~TDocument()" 179 0 "TDocument.cc" "TDocument::~TDocument()" 460]
-)
-()
-([ebrowse-ms "findCommonAncestor" () 0 () " static DOM::Node findCommonAncestor(const" 1398 2 "TDocument.cc" "TDocument::findCommonAncestor(const" 1560]
-[ebrowse-ms "nodeDepth" () 0 () " static unsigned nodeDepth(const" 1341 2 "TDocument.cc" "TDocument::nodeDepth(const" 1362]
-)
-()
-()
-()()
-])()
-()
-()
-()
-()
-()
-()()
-]
\ No newline at end of file
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <iostream>
-
-#include "CLoggerConsole.hh"
-
-void
-CLoggerConsole::message(Level l, const std::string& msg)
-{
- const char* ls[] = { "Error", "Warning", "Info", "Debug" };
- std::cerr << "*** " << ls[l] << ": " << msg << std::endl;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __CLoggerConsole_hh__
-#define __CLoggerConsole_hh__
-
-#include "ALogger.hh"
-
-class CLoggerConsole : public ALogger
-{
-public:
- CLoggerConsole(void) { };
-
-protected:
- virtual void message(Level, const std::string&);
-};
-
-#endif // __CLoggerConsole_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include "dom.hh"
-#include "TNode.hh"
-#include "ALogger.hh"
-#include "TDocument.hh"
-#include "CMathMLFactoryXSLT.hh"
-#include "AMathMLConsumer.hh"
-#include <cassert>
-
-CMathMLFactoryXSLT::CMathMLFactoryXSLT(ALogger& l, const DOMX::XSLTStylesheet& s)
- : AMathMLFactory(l), style(s)
-{
- DOM::DOMImplementation di;
- DOM::DocumentType dt;
- result = di.createDocument(MATHML_NS_URI, "m:math", dt);
-}
-
-#if 1
-void
-CMathMLFactoryXSLT::documentModified(TDocument& doc)
-{
- std::vector< std::pair<DOM::GdomeString, DOM::GdomeString> > dirtyId;
- if (TNode dirty = doc.dirtyNode())
- if (result.get_documentElement().hasAttribute("xref"))
- dirtyId.push_back(std::make_pair(DOM::GdomeString("id"),
- DOM::GdomeString("'" + std::string(dirty["id"]) + "'")));
- DOM::Document res = style.apply(doc.document(), dirtyId);
- assert(res);
- //style.save(doc.document(), stdout);
-
- if (DOM::Element wrapper = res.get_documentElement())
- {
- if (DOM::Element root = wrapper.get_firstChild())
- if (DOM::Element oldRoot = result.get_documentElement().get_firstChild())
- {
- bool ok = subst(oldRoot, root.getAttribute("xref"), result.importNode(root, true));
- assert(ok);
- doc.clearDirty();
- }
- else
- {
- result.get_documentElement().appendChild(result.importNode(root, true));
- }
- }
- else
- {
- // Something wrong happened while applying the stylesheet.
- DOM::Element root = result.get_documentElement();
- DOM::Node p = root.get_firstChild();
- while (p) {
- DOM::Node next = p.get_nextSibling();
- root.removeChild(p);
- p = next;
- }
- logger.error("The stylesheet produced an empty document");
- }
-
- //style.save(result, stdout);
-}
-#else
-void
-CMathMLFactoryXSLT::documentModified(TDocument& doc)
-{
- DOM::Document res = style.apply(doc.document());
- assert(res);
-
- if (DOM::Element root = res.get_documentElement())
- {
- DOM::Element newRoot = root.get_firstChild();
- assert(newRoot);
-
- if (DOM::Element oldSubRoot = result.get_documentElement().get_firstChild())
- {
- result.get_documentElement().replaceChild(result.importNode(newRoot, true), oldSubRoot);
- }
- else
- {
- result.get_documentElement().appendChild(result.importNode(newRoot, true));
- }
- }
- else
- {
- // Something wrong happened while applying the stylesheet.
- DOM::Element root = result.get_documentElement();
- DOM::Node p = root.get_firstChild();
- while (p) {
- DOM::Node next = p.get_nextSibling();
- root.removeChild(p);
- p = next;
- }
- logger.error("The stylesheet produced an empty document");
- }
-}
-#endif
-
-bool
-CMathMLFactoryXSLT::subst(const DOM::Element& e1, const DOM::GdomeString& id, const DOM::Element& e2)
-{
- assert(e1);
- assert(e2);
- if (e1.getAttribute("xref") == id)
- {
- DOM::Node parent = e1.get_parentNode();
- assert(parent);
- parent.replaceChild(e2, e1);
- return true;
- }
- else
- {
- DOM::Node p = e1.get_firstChild();
- while (p)
- {
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_nextSibling();
- if (p)
- if (subst(p, id, e2)) return true;
- else p = p.get_nextSibling();
- }
- return false;
- }
-}
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __CMathMLFactoryXSLT_hh__
-#define __CMathMLFactoryXSLT_hh__
-
-#include <GdomeSmartDOM.hh>
-#include "AMathMLFactory.hh"
-
-class CMathMLFactoryXSLT : public AMathMLFactory
-{
-public:
- CMathMLFactoryXSLT(class ALogger&, const class GdomeSmartDOMExt::XSLTStylesheet&);
-
- virtual void documentModified(class TDocument&);
- virtual GdomeSmartDOM::Document document(void) const { return result; };
-
-private:
- static bool subst(const GdomeSmartDOM::Element&, const GdomeSmartDOM::GdomeString&, const GdomeSmartDOM::Element&);
-
- const class GdomeSmartDOMExt::XSLTStylesheet& style;
- GdomeSmartDOM::Document result;
-};
-
-#endif // __CMathMLFactoryXSLT_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-#include <cassert>
-
-#include "dom.hh"
-#include "timer.hh"
-#include "Diff.hh"
-#include "TNode.hh"
-#include "TDocument.hh"
-#include "CMathMLFactoryXSLTDiff.hh"
-#include "AMathMLConsumer.hh"
-
-CMathMLFactoryXSLTDiff::CMathMLFactoryXSLTDiff(ALogger& l, const DOMX::XSLTStylesheet& s)
- : AMathMLFactory(l), style(s)
-{
- DOM::DOMImplementation di;
- DOM::DocumentType dt;
- result = di.createDocument(MATHML_NS_URI, "m:math", dt);
-}
-
-void
-CMathMLFactoryXSLTDiff::documentModified(TDocument& doc)
-{
-#if 0
- std::vector< std::pair<DOM::GdomeString, DOM::GdomeString> > dirtyId;
- if (TNode dirty = doc.dirtyNode())
- if (false && result.get_documentElement().hasAttribute("xref"))
- dirtyId.push_back(std::make_pair(DOM::GdomeString("id"),
- DOM::GdomeString("'" + std::string(dirty["id"]) + "'")));
-#endif
- long t0 = getTimer();
- DOM::Document res = style.apply(doc.document());
- long t1 = getTimer();
- assert(res);
- //cout << "*** THE TEX DOCUMENT" << endl;
- //style.save(doc.document(), stdout);
- //std::cout << "*** THE CURRENT DOCUMENT:" << std::endl;
- //if (result) style.save(result, stdout);
- //std::cout << "*** THE NEW DOCUMENT:" << std::endl;
- //style.save(res, stdout);
- //std::cout << "*** THE DIFF:" << std::endl;
- DOMX::Diff diff = DOMX::Diff::diff(result, res);
- //style.save(diff.document(), stdout);
- long t2 = getTimer();
- diff.patch();
- long t3 = getTimer();
-
- //std::cout << "=== APPLY = " << (t1 - t0) / 1000 << " DIFF = " << (t2 - t1) / 1000 << " PATCH = " << (t3 - t2) / 1000 << std::endl;
-
- doc.clearDirty();
-}
-
-bool
-CMathMLFactoryXSLTDiff::subst(const DOM::Element& e1, const DOM::GdomeString& id, const DOM::Element& e2)
-{
- assert(e1);
- assert(e2);
- if (e1.getAttribute("xref") == id)
- {
- DOMX::Diff diff = DOMX::Diff::diff(e1, e2);
- //style.save(diff.document(), stdout);
- diff.patch();
- return true;
- }
- else
- {
- DOM::Node p = e1.get_firstChild();
- while (p)
- {
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_nextSibling();
- if (p)
- if (subst(p, id, e2)) return true;
- else p = p.get_nextSibling();
- }
- return false;
- }
-}
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __CMathMLFactoryXSLTDiff_hh__
-#define __CMathMLFactoryXSLTDiff_hh__
-
-#include "AMathMLFactory.hh"
-
-class CMathMLFactoryXSLTDiff : public AMathMLFactory
-{
-public:
- CMathMLFactoryXSLTDiff(class ALogger&, const DOMX::XSLTStylesheet&);
-
- virtual void documentModified(class TDocument&);
- virtual DOM::Document document(void) const { return result; };
-
-private:
- bool subst(const DOM::Element& e1, const DOM::GdomeString& id, const DOM::Element& e2);
-
- const DOMX::XSLTStylesheet& style;
- DOM::Document result;
-};
-
-#endif // __CMathMLFactoryXSLT_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <sstream>
-#include <functional>
-#include <vector>
-#include <algorithm>
-#include <cassert>
-
-#include "Diff.hh"
-
-namespace GdomeSmartDOMExt
-{
-
- Diff
- Diff::diff(const Document& dest, const Document& source, flatNodeEq flatEq)
- {
- assert(dest);
- assert(source);
- assert(flatEq);
-
- return diff(dest.get_documentElement(), source.get_documentElement(), flatEq);
- }
-
- Diff
- Diff::diff(const Element& dest, const Element& source, flatNodeEq flatEq)
- {
- assert(dest);
- assert(source);
- assert(flatEq);
-
- DOMImplementation di;
- Document doc = di.createDocument(DDIFF_NS_URI, "diff:doc", DocumentType());
- Element root = doc.get_documentElement();
- root.setAttributeNS(XMLNS_NS_URI, "xmlns:diff", DDIFF_NS_URI);
-
- Diff diff(dest, doc, flatEq);
- if (Node d = diff.diffNodes(dest, source)) root.appendChild(d);
- else root.appendChild(doc.createElementNS(DDIFF_NS_URI, "diff:same"));
-
- return diff;
- }
-
- struct NodeEqPredicate : std::binary_function<Node,Node,bool>
- {
- NodeEqPredicate(Diff::flatNodeEq e) : eq(e) { };
- bool operator()(const Node& n1, const Node& n2) const { return eq(n1, n2); };
-
- private:
- Diff::flatNodeEq eq;
- };
-
- std::vector<Node>
- collectProperAttributes(const Node& n)
- {
- assert(n);
- NamedNodeMap map = n.get_attributes();
- unsigned len = map.get_length();
-
- std::vector<Node> res;
- res.reserve(len);
- for (unsigned i = 0; i < len; i++)
- {
- Node attr = map.item(i);
- assert(attr);
- if (attr.get_nodeName() != "xmlns" && attr.get_prefix() != "xmlns") res.push_back(attr);
- }
-
- return res;
- }
-
- bool
- Diff::defaultFlatNodeEq(const Node& n1, const Node& n2)
- {
- assert(n1);
- assert(n2);
-
- unsigned nodeType = n1.get_nodeType();
- if (nodeType != n2.get_nodeType()) return false;
-
- GdomeString ns1 = n1.get_namespaceURI();
- GdomeString ns2 = n2.get_namespaceURI();
- if (ns1 != ns2) return false;
-
- switch (nodeType)
- {
- case Node::ATTRIBUTE_NODE:
- if (!ns1.null())
- {
- assert(!ns2.null());
- if (n1.get_localName() != n2.get_localName()) return false;
- }
- else
- {
- assert(ns2.null());
- if (n1.get_nodeName() != n2.get_nodeName()) return false;
- }
- // WARNING: fallback for checking node value
- case Node::TEXT_NODE:
- case Node::CDATA_SECTION_NODE:
- if (n1.get_nodeValue() != n2.get_nodeValue()) return false;
- return true;
- case Node::ELEMENT_NODE:
- {
- //cout << "comparing: " << n1.get_nodeName() << " ? " << n2.get_nodeName() << endl;
- if (!ns1.null())
- {
- assert(!ns2.null());
- if (n1.get_localName() != n2.get_localName()) return false;
- }
- else
- {
- assert(ns2.null());
- if (n1.get_nodeName() != n2.get_nodeName()) return false;
- }
-#if 1
- std::vector<Node> m1 = collectProperAttributes(n1);
- std::vector<Node> m2 = collectProperAttributes(n2);
- if (m1.size() != m2.size()) return false;
-
- for (unsigned i = 0; i < m1.size(); i++)
- {
- std::vector<Node>::iterator p2 = std::find_if(m2.begin(), m2.end(), std::bind2nd(NodeEqPredicate(defaultFlatNodeEq), m1[i]));
- if (p2 == m2.end()) return false;
- }
-#endif
- }
- return true;
- default:
- return true;
- }
-
- }
-
- void
- Diff::sameChunk(const Node& res, unsigned long n) const
- {
- assert(n > 0);
- Element s = doc.createElementNS(DDIFF_NS_URI, "diff:same");
- if (n != 1)
- {
- std::ostringstream os;
- os << n;
- s.setAttribute("count", os.str());
- }
- res.appendChild(s);
- }
-
- Node
- Diff::diffNodes(const Node& p1, const Node& p2) const
- {
- if (eq(p1, p2))
- {
- Element m = doc.createElementNS(DDIFF_NS_URI, "diff:merge");
- if (diffChildren(p1, p2, m)) return m;
- else return Node();
- }
- else
- {
- Element r = doc.createElementNS(DDIFF_NS_URI, "diff:replace");
- r.appendChild(doc.importNode(p2, true));
- return r;
- }
- }
-
- bool
- Diff::diffChildren(const Node& n1, const Node& n2, const Node& res) const
- {
- assert(n1);
- assert(n2);
- assert(res);
-
- Node p1 = n1.get_firstChild();
- Node p2 = n2.get_firstChild();
- bool same = true;
- unsigned nSame = 0;
- while (p1 && p2)
- {
- if (Node d = diffNodes(p1, p2))
- {
- same = false;
- if (nSame > 0)
- {
- sameChunk(res, nSame);
- nSame = 0;
- }
- res.appendChild(d);
- }
- else
- nSame++;
-
- p1 = p1.get_nextSibling();
- p2 = p2.get_nextSibling();
- }
-
- if (p1)
- {
- same = false;
- if (nSame > 0)
- {
- sameChunk(res, nSame);
- nSame = 0;
- }
-
- unsigned nRemoved = 0;
- while (p1)
- {
- nRemoved++;
- p1 = p1.get_nextSibling();
- }
-
- if (nRemoved > 0)
- {
- Element r = doc.createElementNS(DDIFF_NS_URI, "diff:remove");
- if (nRemoved > 1)
- {
- std::ostringstream os;
- os << nRemoved;
- r.setAttribute("count", os.str());
- }
- res.appendChild(r);
- }
- }
-
- if (p2)
- {
- same = false;
- if (nSame > 0)
- {
- sameChunk(res, nSame);
- nSame = 0;
- }
-
- Element i = doc.createElementNS(DDIFF_NS_URI, "diff:insert");
- while (p2)
- {
- i.appendChild(doc.importNode(p2, true));
- p2 = p2.get_nextSibling();
- }
- res.appendChild(i);
- }
-
- return !same;
- }
-
- static Node
- getFirstElement(const Node& n)
- {
- Node p = n.get_firstChild();
- while (p && p.get_nodeType() != Node::ELEMENT_NODE)
- p = p.get_nextSibling();
- return p;
- }
-
- static Node
- getNextElement(const Node& n)
- {
- Node p = n.get_nextSibling();
- while (p && p.get_nodeType() != Node::ELEMENT_NODE)
- p = p.get_nextSibling();
- return p;
- }
-
- void
- Diff::patchRootNode(const Node& node, const Element& elem) const
- {
- GdomeString name = elem.get_localName();
- if (name == "same")
- {
- if (elem.hasAttribute("count"))
- {
- unsigned count;
- std::istringstream is(elem.getAttribute("count"));
- is >> count;
- assert(count == 1);
- }
- }
- else if (name == "replace")
- {
- Document d1 = node.get_ownerDocument();
- Node parent = node.get_parentNode();
- assert(parent);
-#if 0
- /* the following patch is because of gdome2 bug that prevents from
- * replacing the root element of a document.
- */
- assert(!node.get_previousSibling());
- assert(!node.get_nextSibling());
- parent.removeChild(node);
- parent.appendChild(d1.importNode(getFirstElement(elem), true));
-#endif
- parent.replaceChild(d1.importNode(getFirstElement(elem), true), node);
- }
- else if (name == "merge")
- patchChildren(node, elem);
- else
- assert(0);
- }
-
- void
- Diff::patchChildren(const Node& n1, const Element& e2) const
- {
- Node p1 = n1.get_firstChild();
- Element p2 = getFirstElement(e2);
- while (p2)
- {
- GdomeString name = p2.get_localName();
- if (name == "same")
- {
- unsigned count = 1;
- if (p2.hasAttribute("count"))
- {
- std::istringstream is(p2.getAttribute("count"));
- is >> count;
- }
- while (count-- > 0)
- {
- if (!p1) throw BADDiff("too few nodes in original document (same)");
- p1 = p1.get_nextSibling();
- }
- }
- else if (name == "replace")
- {
- Document d1 = n1.get_ownerDocument();
- if (!p1) throw BADDiff("no node to replace in original document");
- Node next = p1.get_nextSibling();
- n1.replaceChild(d1.importNode(p2.get_firstChild(), true), p1);
- p1 = next;
- }
- else if (name == "insert")
- {
- Document d1 = n1.get_ownerDocument();
- for (Node i = p2.get_firstChild(); i; i = i.get_nextSibling())
- n1.insertBefore(d1.importNode(i, true), p1);
- }
- else if (name == "merge")
- {
- if (!p1) throw BADDiff("no node to merge in original document");
- patchChildren(p1, p2);
- p1 = p1.get_nextSibling();
- }
- else if (name == "remove")
- {
- unsigned count = 1;
- if (p2.hasAttribute("count"))
- {
- std::istringstream is(p2.getAttribute("count"));
- is >> count;
- }
- while (count-- > 0)
- {
- if (!p1) throw BADDiff("too few nodes in original document (remove)");
- Node next = p1.get_nextSibling();
- n1.removeChild(p1);
- p1 = next;
- }
- }
- else
- assert(0);
-
- p2 = getNextElement(p2);
- }
- }
-
- void
- Diff::patch() const
- {
- patchRootNode(dest, getFirstElement(doc.get_documentElement()));
- }
-
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __Diff_hh__
-#define __Diff_hh__
-
-#include <GdomeSmartDOM.hh>
-
-#define XMLNS_NS_URI "http://www.w3.org/2000/xmlns/"
-#define DDIFF_NS_URI "http://helm.cs.unibo.it/2002/DDIFF"
-
-namespace GdomeSmartDOMExt
-{
-
- using namespace GdomeSmartDOM;
-
- class Diff
- {
- public:
- typedef bool (*flatNodeEq)(const Node&, const Node&);
- static bool defaultFlatNodeEq(const Node&, const Node&);
-
- private:
- Diff(const Node& n, const Document& d, flatNodeEq e) : dest(n), doc(d), eq(e) { };
-
- public:
- static Diff diff(const Document&, const Document&, flatNodeEq = defaultFlatNodeEq);
- static Diff diff(const Element&, const Element&, flatNodeEq = defaultFlatNodeEq);
-
- Document document(void) const { return doc; };
- Node node(void) const { return dest; };
-
- void patch(void) const;
-
- struct BADDiff
- {
- BADDiff(const std::string& s) : msg(s) { };
- const std::string msg;
- };
-
- private:
- Node diffNodes(const Node&, const Node&) const;
- bool diffChildren(const Node&, const Node&, const Node&) const;
- void sameChunk(const Node&, unsigned long) const;
- void patchRootNode(const Node&, const Element&) const;
- void patchChildren(const Node&, const Element&) const;
-
- Document doc;
- Node dest;
- flatNodeEq eq;
- };
-
-}
-
-#endif // __ddiff_hh__
+++ /dev/null
-
-#include <list>
-#include <string>
-
-#include "ALogger.hh"
-#include "TToken.hh"
-#include "ILPushLexer.hh"
-#include "APushParser.hh"
-#include "TDictionary.hh"
-
-ILPushLexer::ILPushLexer(ALogger& l, APushParser& p, TDictionary& d) : LPushLexer(l, p), dictionary(d)
-{
- state = ACCEPT;
-}
-
-bool
-ILPushLexer::complete()
-{
- if (state == MACRO)
- {
- std::list<std::string> complete_list;
- std::string new_buffer = dictionary.complete(buffer, complete_list);
-
- if (!complete_list.size())
- {
- // no matching macro
- logger.warning("no known macro with `" + buffer + "' prefix");
- }
- else if (complete_list.size() == 1)
- {
- // good! we have found the macro
- buffer = new_buffer;
- }
- else
- {
- // we have more than one matching macro
- logger.warning("ambiguous prefix `" + buffer + "'");
- for (std::list<std::string>::const_iterator p = complete_list.begin();
- p != complete_list.end();
- p++)
- {
- logger.info("Candidate: " + *p);
- }
- buffer = new_buffer;
- }
-
- displayCursor();
- return true;
- }
- else return false;
-}
+++ /dev/null
-
-#ifndef __ILPushLexer_hh__
-#define __ILPushLexer_hh__
-
-#include <string>
-
-#include "LPushLexer.hh"
-
-class ILPushLexer : public LPushLexer
-{
-public:
- ILPushLexer(class ALogger&, class APushParser&, class TDictionary&);
- ~ILPushLexer(void) { };
-
- virtual bool complete(void);
-
-protected:
- class TDictionary& dictionary;
-};
-
-#endif
+++ /dev/null
-#include <list>
-#include <string>
-
-#include "ALogger.hh"
-#include "TToken.hh"
-#include "ITPushLexer.hh"
-#include "APushParser.hh"
-#include "TDictionary.hh"
-
-ITPushLexer::ITPushLexer(ALogger& l, APushParser& p, TDictionary& d) : TPushLexer(l, p), dictionary(d)
-{
- state = ACCEPT;
-}
-
-bool
-ITPushLexer::complete()
-{
- if (state == MACRO)
- {
- std::list<std::string> complete_list;
- std::string new_buffer = dictionary.complete(buffer, complete_list);
-
- if (!complete_list.size())
- {
- // no matching macro
- logger.warning("wrong prefix: nothing to complete");
- }
- else if (complete_list.size() == 1)
- {
- // good! we have found the macro
- buffer = new_buffer;
- }
- else
- {
- // we have more than one matching macro
- logger.warning("prefix not sufficient");
- buffer = new_buffer;
- }
-
- displayCursor();
- return true;
- }
- else return false;
-}
+++ /dev/null
-
-#ifndef __ITPushLexer_hh__
-#define __ITPushLexer_hh__
-
-#include <string>
-
-#include "TPushLexer.hh"
-
-class ITPushLexer : public TPushLexer
-{
-public:
- ITPushLexer(class ALogger&, class APushParser&, class TDictionary&);
- ~ITPushLexer(void) { };
-
- virtual bool complete(void);
-private:
- class TDictionary& dictionary;
-};
-
-#endif
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <string>
-#include <cctype>
-#include <cassert>
-
-#include "ALogger.hh"
-#include "TToken.hh"
-#include "LPushLexer.hh"
-#include "APushParser.hh"
-
-LPushLexer::LPushLexer(ALogger& l, APushParser& p) : APushLexer(l, p)
-{
- state = ACCEPT;
-}
-
-void
-LPushLexer::reset()
-{
- buffer.erase();
- state = ACCEPT;
-
- displayCursor();
-}
-
-void
-LPushLexer::flush()
-{
- push(-1);
-}
-
-void
-LPushLexer::transaction(char ch, State newState)
-{
- switch (ch)
- {
- case '{': parser.push(TToken(TToken::BEGIN)); break;
- case '}': parser.push(TToken(TToken::END)); break;
- case '$': parser.push(TToken(TToken::SHIFT)); break;
- case '&': parser.push(TToken(TToken::ALIGN)); break;
- case '\n':
- case '\r': parser.push(TToken(TToken::EOL, ch)); break;
- case '^': parser.push(TToken(TToken::SUPERSCRIPT)); break;
- case '_': parser.push(TToken(TToken::SUBSCRIPT)); break;
- case '\t': parser.push(TToken(TToken::IGNORABLE_SPACE, ch)); break;
- case ' ': parser.push(TToken(TToken::SPACE, ch)); break;
- case '~': parser.push(TToken(TToken::ACTIVE, ch)); break;
- case '%': parser.push(TToken(TToken::COMMENT)); break;
- default: parser.push(TToken(TToken::OTHER, ch)); break;
- }
- state = newState;
-}
-
-void
-LPushLexer::push(char ch)
-{
- switch (state)
- {
- case ACCEPT:
- if (ch == '\\') state = ESCAPE;
- else if (ch == '#') state = PARAMETER;
- else if (ch == -1) ;
- else if (isalpha(ch))
- {
- buffer.push_back(ch);
- state = IDENTIFIER;
- }
- else if (isdigit(ch))
- {
- buffer.push_back(ch);
- state = NUMBER;
- }
- else transaction(ch, ACCEPT);
- break;
- case ESCAPE:
- if (isalpha(ch))
- {
- buffer.push_back(ch);
- state = MACRO;
- }
- else if (ch == -1) error();
- else if (isdigit(ch))
- {
- // in this case, the previous '\' is ignored
- buffer.push_back(ch);
- state = NUMBER;
- }
- else
- {
- parser.push(TToken(TToken::CONTROL, ch));
- state = ACCEPT;
- }
- break;
- case MACRO:
- if (ch == '\\')
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = ESCAPE;
- }
- else if (ch == '#')
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = PARAMETER;
- }
- else if (isalpha(ch))
- buffer.push_back(ch);
- else if (ch == -1)
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = ACCEPT;
- }
- else if (isspace(ch))
- {
- // we don't call transaction, because a white space is useful to exit from the macro,
- // without "side effect". It's the TeX syntax.
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = ACCEPT;
- }
- else if (isdigit(ch))
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- buffer.push_back(ch);
- state = NUMBER;
- }
- else
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- transaction(ch, ACCEPT);
- }
- break;
- case PARAMETER:
- if (ch == -1) error();
- else
- {
- parser.push(TToken(TToken::PARAMETER, ch));
- state = ACCEPT;
- }
- break;
- case IDENTIFIER:
- if (ch == -1)
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- state = ACCEPT;
- }
- else if (isalpha(ch) || isdigit(ch))
- {
- buffer.push_back(ch);
- }
- else if (ch == '\\') state = ESCAPED_CHARACTER;
- else if (ch == '#')
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- state = PARAMETER;
- }
- else
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- transaction(ch, ACCEPT);
- }
- break;
- case ESCAPED_CHARACTER:
- if ((ch == '-') || (ch == '_') || (ch == '/'))
- {
- buffer.push_back(ch);
- state = IDENTIFIER;
- }
- else if (isalpha(ch))
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- buffer.push_back(ch);
- state = MACRO;
- }
- else if (ch == -1) error();
- else if (isdigit(ch))
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- buffer.push_back(ch);
- state = NUMBER;
- }
- else
- {
- parser.push(TToken(TToken::LETTER, buffer));
- buffer.erase();
- parser.push(TToken(TToken::CONTROL, ch));
- state = ACCEPT;
- }
- break;
- case NUMBER:
- if (isdigit(ch)) buffer.push_back(ch);
- else if (isalpha(ch))
- {
- parser.push(TToken(TToken::DIGIT, buffer));
- buffer.erase();
- buffer.push_back(ch);
- state = IDENTIFIER;
- }
- else if (ch == -1)
- {
- parser.push(TToken(TToken::DIGIT, buffer));
- buffer.erase();
- state = ACCEPT;
- }
- else if (ch == '\\')
- {
- parser.push(TToken(TToken::DIGIT, buffer));
- buffer.erase();
- state = ESCAPE;
- }
- else if (ch == '#')
- {
- parser.push(TToken(TToken::DIGIT, buffer));
- buffer.erase();
- state = PARAMETER;
- }
- else
- {
- parser.push(TToken(TToken::DIGIT, buffer));
- buffer.erase();
- transaction(ch, ACCEPT);
- }
- break;
- default:
- assert(0);
- break;
- }
-
- displayCursor();
-
-}
-
-void
-LPushLexer::drop(bool alt)
-{
- std::string restore = "";
-
- switch (state)
- {
- case ACCEPT:
- {
- restore = parser.drop(alt);
- long bs_pos = restore.find('\\');
- if ((restore.length() > 0) && (bs_pos != std::string::npos))
- {
- // in this case we have to control the blackslash's position
- if (bs_pos == 0)
- {
- //logger.debug(restore);
- buffer = std::string(restore, 1, restore.length() - 1);
- state = (buffer.length() > 0) ? MACRO : ESCAPE;
- }
- else
- {
- assert(bs_pos == restore.length() - 1);
- buffer = std::string(restore, 0, bs_pos);
- state = ESCAPED_CHARACTER;
- }
- }
- else if (restore.length() > 0 && isdigit(restore[0]))
- {
- buffer = restore;
- state = NUMBER;
- }
- else if (restore.length() > 0 && isalpha(restore[0]))
- {
- buffer = restore;
- state = IDENTIFIER;
- }
- }
- break;
-/* if (restore.length() > 0 && restore[0] == '\\')
- {
- logger.debug(restore);
- buffer = std::string(restore, 1, restore.length() - 1);
- state = (buffer.length() > 0) ? MACRO : ESCAPE;
- }
- else if (restore.length() > 0 && isdigit(restore[0]))
- {
- buffer = restore;
- state = NUMBER;
- }
- else if (restore.length() > 0 && isalpha(restore[0]))
- {
- buffer = restore;
- state = IDENTIFIER;
- }
- break;*/
- case ESCAPED_CHARACTER:
- state = IDENTIFIER;
- break;
- case ESCAPE:
- state = ACCEPT;
- break;
- case MACRO:
- if (alt) buffer.erase();
- else buffer.erase(buffer.length() - 1, 1);
- if (buffer.length() == 0) state = ESCAPE;
- break;
- case IDENTIFIER:
- switch (buffer[buffer.length() - 1])
- {
- case '-':
- case '_':
- buffer.erase(buffer.length() - 1, 1);
- if (alt) state = ESCAPED_CHARACTER;
- break;
- default:
- if (alt) buffer.erase();
- else buffer.erase(buffer.length() - 1, 1);
- if (buffer.length() == 0) state = ACCEPT;
- break;
- }
- break;
- case NUMBER:
- if (alt) buffer.erase();
- else buffer.erase(buffer.length() - 1, 1);
- if (buffer.length() == 0) state = ACCEPT;
- break;
- case PARAMETER:
- default:
- //assert(0);
- error();
- break;
- }
-
- displayCursor();
-
-}
-
-void
-LPushLexer::displayCursor()
-{
- switch (state)
- {
- case ESCAPE: parser.setCursorHint("\\"); break;
- case ESCAPED_CHARACTER: parser.setCursorHint(buffer + "\\"); break;
- case MACRO: parser.setCursorHint("\\" + buffer); break;
- case PARAMETER: parser.setCursorHint("#"); break;
- case IDENTIFIER: parser.setCursorHint(buffer); break;
- case NUMBER: parser.setCursorHint(buffer); break;
- default: parser.setCursorHint(""); break;
- }
-}
-
-bool
-LPushLexer::error() const
-{
- return false;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __LPushLexer_hh__
-#define __LPushLexer_hh__
-
-#include <string>
-
-#include "APushLexer.hh"
-
-class LPushLexer : public APushLexer
-{
-public:
- LPushLexer(class ALogger&, class APushParser&);
- virtual ~LPushLexer() { };
-
- virtual void push(char);
- virtual void drop(bool);
- virtual bool complete(void) {};
- virtual void reset(void);
- virtual void flush(void);
- virtual bool error(void) const;
-
-protected:
- enum State
- {
- ACCEPT,
- ESCAPE,
- MACRO,
- PARAMETER,
- IDENTIFIER,
- ESCAPED_CHARACTER,
- NUMBER
- };
-
- void transaction(char, State);
- void displayCursor(void);
-
- State state;
- std::string buffer;
-};
-
-#endif // __LPushLexer_hh__
+++ /dev/null
-
-lib_LTLIBRARIES = libeditex.la
-
-libeditex_la_LDFLAGS = -version-info @EDITEX_VERSION_INFO@
-
-libeditex_la_LIBADD = \
- $(GMETADOM_LIBS) \
- $(GDOMEXSLT_LIBS) \
- -lstdc++
-
-libeditex_la_SOURCES = \
- Diff.cc \
- CLoggerConsole.cc \
- ITPushLexer.cc \
- ILPushLexer.cc \
- TPushLexer.cc \
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+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <sstream>
-#include <cassert>
-
-#include "dom.hh"
-#include "config.dirs"
-#include "TDictionary.hh"
-#include "TTokenizer.hh"
-#include "CLoggerConsole.hh"
-
-static TDictionary::Entry undefinedEntry;
-
-static std::string
-getURIBase(const std::string& uri)
-{
- std::string::size_type slash = uri.rfind('/');
- if (slash != std::string::npos) return uri.substr(0, slash + 1);
- else return "";
-}
-
-static std::string
-getURIName(const std::string& uri)
-{
- std::string::size_type slash = uri.rfind('/');
- if (slash != std::string::npos) return uri.substr(slash + 1, uri.size());
- else return uri;
-}
-
-std::string
-TDictionary::getDefaultDictionaryPath()
-{
- return PKGDATADIR"/dictionary-tex.xml";
-}
-
-void
-TDictionary::load(const std::string& uri)
-{
- load(getURIName(uri), getURIBase(uri));
-}
-
-void
-TDictionary::load(const std::string& name, const std::string& base)
-{
- logger.debug("Dictionary: loading `" + base + name + "'");
-
- DOM::DOMImplementation di;
- DOM::Document doc = di.createDocumentFromURI((base + name).c_str());
- assert(doc);
- load(doc, base);
-}
-
-void
-TDictionary::load(const DOM::Document& doc, const std::string& base)
-{
- assert(doc);
-
- DOM::Element root = doc.get_documentElement();
- assert(root);
-
- CLoggerConsole logger;
- TTokenizer tokenizer(logger);
-
- for (DOM::Node p = root.get_firstChild(); p; p = p.get_nextSibling())
- if (p.get_nodeType() == DOM::Node::ELEMENT_NODE && p.get_nodeName() == "include")
- {
- DOM::Element el = p;
- assert(el);
- if (el.hasAttribute("href"))
- {
- // WARNING: this may result into an infinite loop!
- std::string href = el.getAttribute("href");
- std::string newBase = getURIBase(href);
- std::string newName = getURIName(href);
- if (newBase != "") load(newName, newBase);
- else load(newName, base);
- }
- else
- logger.warning("Dictionary: include statement with no href attribute (ignored)");
- }
- else if (p.get_nodeType() == DOM::Node::ELEMENT_NODE && p.get_nodeName() == "entry")
- {
- DOM::Element el = p;
- assert(el);
- assert(el.hasAttribute("name"));
-
- std::string name = el.getAttribute("name");
- if (entries.find(name) != entries.end())
- logger.info("Dictionary: `" + name + "' is being redefined");
-
- Entry entry;
-
- if (el.hasAttribute("class"))
- {
- std::string cls = el.getAttribute("class");
- if (cls == "o") entry.cls = OPERATOR;
- else if (cls == "i") entry.cls = IDENTIFIER;
- else if (cls == "n") entry.cls == NUMBER;
- else entry.cls = MACRO;
- }
- else
- entry.cls = MACRO;
-
- if (el.hasAttribute("val"))
- {
- entry.value = el.getAttribute("val");
- if (entry.cls == MACRO)
- logger.warning("Dictionary: `" + name + "' has a specified value, but is classified as macro");
- }
-
- if (el.hasAttribute("pattern"))
- {
- if (entry.cls != MACRO)
- logger.warning("Dictionary: `" + name + "' has a specified pattern, but is not classified as macro");
-
- std::string pattern = el.getAttribute("pattern");
- if (pattern == "{}")
- entry.leftOpen = entry.rightOpen = 1;
- else if (pattern == "{")
- entry.leftOpen = 1;
- else if (pattern == "}")
- entry.rightOpen = 1;
- else
- entry.pattern = tokenizer.tokenize(pattern);
- }
-
-#if 0
- if (el.hasAttribute("infix"))
- {
- std::istringstream is(el.getAttribute("infix"));
- unsigned infix;
- is >> infix;
- entry.infix = infix;
- if (!el.hasAttribute("prefix")) entry.prefix = infix;
- if (!el.hasAttribute("postfix")) entry.postfix = infix;
- }
-
- if (el.hasAttribute("prefix"))
- {
- std::istringstream is(el.getAttribute("prefix"));
- unsigned prefix;
- is >> prefix;
- entry.prefix = prefix;
- if (!el.hasAttribute("infix"))
- {
- entry.infix = prefix;
- if (!el.hasAttribute("postfix")) entry.postfix = prefix;
- }
- }
-
- if (el.hasAttribute("postfix"))
- {
- std::istringstream is(el.getAttribute("postfix"));
- unsigned postfix;
- is >> postfix;
- entry.postfix = postfix;
- if (!el.hasAttribute("infix"))
- {
- entry.infix = postfix;
- if (!el.hasAttribute("prefix")) entry.prefix = postfix;
- }
- }
-#endif
-
- if (el.hasAttribute("limits"))
- {
- std::istringstream is(el.getAttribute("limits"));
- unsigned limits;
- is >> limits;
- entry.limits = limits;
- }
-
- if (el.hasAttribute("embellishment"))
- {
- std::istringstream is(el.getAttribute("embellishment"));
- unsigned embellishment;
- is >> embellishment;
- entry.embellishment = embellishment;
- }
-
- if (el.hasAttribute("delimiter"))
- {
- if (entry.cls != OPERATOR && !entry.embellishment)
- logger.warning("Dictionary: `" + name + "' delimiter ignored for non-operator");
-
- std::istringstream is(el.getAttribute("delimiter"));
- unsigned delimiter;
- is >> delimiter;
- entry.delimiter = delimiter;
- }
-
- if (el.hasAttribute("table"))
- {
- if (entry.cls != MACRO)
- logger.warning("Dictionary: `" + name + "' table ignored for non-macro");
-
- std::istringstream is(el.getAttribute("table"));
- unsigned table;
- is >> table;
- entry.table = table;
- }
-
- entries[name] = entry;
- }
-}
-
-const TDictionary::Entry&
-TDictionary::find(const std::string& name) const
-{
- Dictionary::const_iterator p = entries.find(name);
- if (p != entries.end()) return (*p).second;
- else
- {
- logger.warning("unknown entry `" + name + "'");
- return undefinedEntry;
- }
-}
-
-std::string
-TDictionary::complete(const std::string prefix, std::list<std::string>& complete_list) const
-{
- bool no_match = true;
- std::string new_prefix = "";
- for (Dictionary::const_iterator i = entries.begin(); i != entries.end(); i++)
- {
- if ((*i).first.find(prefix) == 0)
- {
- complete_list.push_front((*i).first);
- if (no_match)
- {
- // it's the first match
- no_match = false;
- new_prefix = (*i).first;
- }
- else
- {
- // in this case, new_prefix has been set yet.
- std::string s1 = (*i).first.substr(prefix.length()); // s1 is the high part of the matching string
- std::string s2 = new_prefix.substr(prefix.length()); // s2 is the high part of new_prefix
-#if 0
- long j = 0; // it's the number of common characters
- while (s1[j] == s2[j]) j++;
-#endif
- std::string::const_iterator i1 = s1.begin();
- std::string::const_iterator i2 = s2.begin();
- while (i1 != s1.end() && i2 != s2.end() && *i1 == *i2) i1++, i2++;
- new_prefix = prefix + s1.substr(0, i1 - s1.begin());
- //new_prefix = (j) ? prefix + s1.substr(0, i1 - s1.begin()) : prefix;
- }
- }
- }
-
- return new_prefix;
-}
-
-bool
-TDictionary::Entry::paramDelimited(unsigned i) const
-{
- assert(i < pattern.size());
- assert(pattern[i].category == TToken::PARAMETER);
- // a parameter is delimited if it is NOT the last one
- // AND the next argument is not a parameter
- return i + 1 < pattern.size() && pattern[i + 1].category != TToken::PARAMETER;
-}
-
-bool
-TDictionary::Entry::lastDelimiter(unsigned i) const
-{
- assert(i < pattern.size());
- assert(pattern[i].category != TToken::PARAMETER);
- // a token is the last delimiter if it is the last token
- // of the pattern or if the next token is a parameter)
- return i + 1 == pattern.size() || pattern[i + 1].category == TToken::PARAMETER;
-}
-
-unsigned
-TDictionary::Entry::previousParam(unsigned i) const
-{
- // this method return the position in the pattern of the
- // parameter placed in a position preceding i.
- // If no preceding i parameter present, the method return
- // pattern.size().
- // To know the position of the last parameter, call this
- // method with i == pattern.size()
- unsigned j = i - 1;
-
- while (pattern[j].category != TToken::PARAMETER)
- {
- if (j) j--;
- else return pattern.size();
- }
- return j;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TDictionary_hh__
-#define __TDictionary_hh__
-
-#include <config.h>
-
-#include <string>
-#include <vector>
-#if defined(HAVE_EXT_HASH_MAP)
-#include <ext/hash_map>
-#elif defined(HAVE_HASH_MAP)
-#include <hash_map>
-#else
-#error "no hash_map could be found"
-#endif
-#include <list>
-
-#include "dom.hh"
-#include "TToken.hh"
-
-class TDictionary
-{
-public:
- TDictionary(class ALogger& l) : logger(l) { };
- ~TDictionary() { };
-
- enum Form
- {
- INFIX,
- PREFIX,
- POSTFIX
- };
-
- enum EntryClass
- {
- UNDEFINED,
- MACRO,
- OPERATOR,
- IDENTIFIER,
- NUMBER
- };
-
- struct Entry
- {
- Entry(void)
- {
- cls = UNDEFINED;
- table = delimiter = limits = embellishment = leftOpen = rightOpen = 0;
- };
-
- std::vector<TToken> pattern;
- std::string value;
-
- bool defined(void) const { return cls != UNDEFINED; };
- bool hasArguments(void) const { return !pattern.empty(); };
- bool paramDelimited(unsigned) const;
- bool lastDelimiter(unsigned) const;
- unsigned previousParam(unsigned) const;
-
- EntryClass cls;
- unsigned delimiter : 1;
- unsigned limits : 1;
- unsigned embellishment : 1;
- unsigned leftOpen : 1;
- unsigned rightOpen : 1;
- unsigned table : 1;
- };
-
- static std::string getDefaultDictionaryPath(void);
-
- void load(const std::string&);
- void load(const std::string&, const std::string&);
- void load(const DOM::Document&, const std::string& = "");
- const Entry& find(const std::string&) const;
- std::string complete(const std::string, std::list<std::string>&) const;
-
-private:
-#if defined(HAVE_EXT_HASH_MAP)
- struct StringHash : public std::unary_function< std::string, size_t >
- { size_t operator()(const std::string& s) const { return __gnu_cxx::hash<char*>()(s.c_str()); } };
-#elif defined(HAVE_HASH_MAP)
- struct StringHash : public std::unary_function< std::string, size_t >
- { size_t operator()(const std::string& s) const { return hash<char*>()(s.c_str()); } };
-#else
-#error "no hash_map could be found"
-#endif
-
-#if 0
- struct StringEq : public std::binary_function< std::string, std::string, bool >
- { bool operator()(const std::string&, const class String*) const; };
-#endif
-
- class ALogger& logger;
-#if defined(HAVE_EXT_HASH_MAP)
- typedef __gnu_cxx::hash_map< std::string, Entry, StringHash > Dictionary;
-#elif defined(HAVE_HASH_MAP)
- typedef std::hash_map< std::string, Entry, StringHash > Dictionary;
-#else
-#error "no hash_map could be found"
-#endif
- Dictionary entries;
-};
-
-#endif // __TDictionary_hh__
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <sstream>
-#include <cassert>
-
-#include "globals.hh"
-#include "dom.hh"
-#include "TDocument.hh"
-
-TDocument::TDocument()
-{
- DOM::DOMImplementation di;
- DOM::DocumentType dt;
- doc = di.createDocument(TML_NS_URI, "tml:tex", dt);
- DOM::Element root = doc.get_documentElement();
- assert(root);
- root.setAttributeNS(XMLNS_NS_URI, "xmlns:tml", TML_NS_URI);
-
- DOM::EventTarget et(doc);
- assert(et);
- et.addEventListener("DOMSubtreeModified", *this, false);
-}
-
-TDocument::~TDocument()
-{
- //DOM::Element root = doc.get_documentElement();
- DOM::EventTarget et(doc);
- assert(doc);
- et.removeEventListener("DOMSubtreeModified", *this, false);
-}
-
-void
-TDocument::reset()
-{
- DOM::Element root = doc.createElementNS(TML_NS_URI, "tml:tex");
- root.setAttributeNS(XMLNS_NS_URI, "xmlns:tml", TML_NS_URI);
- doc.replaceChild(root, doc.get_documentElement());
- clearDirty();
-}
-
-void
-TDocument::serialize(const char* filename) const
-{
- DOM::DOMImplementation di;
- di.saveDocumentToFile(doc, filename, GDOME_SAVE_LIBXML_INDENT);
-}
-
-std::string
-TDocument::makeId(unsigned id)
-{
- std::ostringstream os;
- os << "I" << id;
- return os.str();
-}
-
-TNode
-TDocument::create(const std::string& name, unsigned id) const
-{
- DOM::Element elem = doc.createElementNS(TML_NS_URI, "tml:" + name);
- if (id > 0) elem.setAttribute("id", makeId(id));
- return elem;
-}
-
-TNode
-TDocument::createC(const std::string& name, unsigned id) const
-{
- TNode m = create("c", id);
- m["name"] = name;
- return m;
-}
-
-TNode
-TDocument::createT(const std::string& name, const std::string& text, unsigned id) const
-{
- TNode t = create(name, id);
- t["val"] = text;
- return t;
-}
-
-unsigned
-TDocument::nodeDepth(const DOM::Node& node)
-{
- DOM::Node n = node;
-
- unsigned depth = 0;
- while (n)
- {
- depth++;
- n = n.get_parentNode();
- }
- return depth;
-}
-
-DOM::Node
-TDocument::findCommonAncestor(const DOM::Node& node1, const DOM::Node& node2)
-{
- DOM::Node n1 = node1;
- DOM::Node n2 = node2;
-
- unsigned d1 = nodeDepth(n1);
- unsigned d2 = nodeDepth(n2);
-
- // cout << "finding common ancestor " << d1 << " " << d2 << endl;
-
- while (d1 < d2)
- {
- assert(n2);
- n2 = n2.get_parentNode();
- d2--;
- }
-
- while (d1 > d2)
- {
- assert(n1);
- n1 = n1.get_parentNode();
- d1--;
- }
-
- while (n1 != n2)
- {
- assert(n1);
- assert(n2);
- n1 = n1.get_parentNode();
- n2 = n2.get_parentNode();
- }
-
- return n1;
-}
-
-DOM::Node
-TDocument::findIdNode(const DOM::Node& node)
-{
- DOM::Node n = node;
- while (n)
- {
- if (n.get_nodeType() == DOM::Node::ELEMENT_NODE)
- {
- DOM::Element el = n;
- if (el.hasAttribute("id")) return el;
- }
- n = n.get_parentNode();
- }
-
- return DOM::Node(0);
-}
-
-TNode
-TDocument::getNodeByIdAux(const TNode& node, const std::string& id)
-{
- if (node.hasId(id)) return node;
- else
- for (TNode p = node.first(); p; p = p.next())
- if (TNode res = getNodeByIdAux(p, id)) return res;
- return TNode();
-}
-
-TNode
-TDocument::getNodeById(unsigned id) const
-{
- DOM::Element root = doc.get_documentElement();
- assert(root);
- return getNodeByIdAux(root, makeId(id));
-}
-
-void
-TDocument::handleEvent(const DOM::Event& ev)
-{
- DOM::MutationEvent me(ev);
- assert(me);
-
-#if 0
- if (dirty)
- cout << "TDocument::handleEvent DIRTY BEFORE = " << dirty.getAttribute("id") << endl;
- else
- cout << "TDocument::handleEvent DIRTY BEFORE = (nil)" << endl;
-#endif
-
- if (DOM::Node node = me.get_target())
- if (dirty)
- dirty = findIdNode(findCommonAncestor(dirty, node));
- else
- dirty = findIdNode(node);
- else
- assert(0);
-
-#if 0
- cout << "TDocument::handleEvent target = " << DOM::Node(me.get_target()).get_nodeName() << " DIRTY AFTER = "
- << dirty.getAttribute("id") << " ME = " << DOM::Node(me.get_target()).get_nodeName() << endl;
-#endif
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TDocument_hh__
-#define __TDocument_hh__
-
-#include "dom.hh"
-#include "TNode.hh"
-
-class TDocument : private DOM::EventListener
-{
-public:
- TDocument(void);
- ~TDocument();
-
- void reset(void);
- TNode create(const std::string&, unsigned = 0) const;
- TNode createG(unsigned id = 0) const { return create("g", id); };
- TNode createC(const std::string&, unsigned = 0) const;
- TNode createT(const std::string&, const std::string&, unsigned = 0) const;
- TNode createI(const std::string& text, unsigned id = 0) const { return createT("i", text, id); };
- TNode createN(const std::string& text, unsigned id = 0) const { return createT("n", text, id); };
- TNode createO(const std::string& text, unsigned id = 0) const { return createT("o", text, id); };
- TNode createS(unsigned id = 0) const { return createT("s", "", id); };
-
- DOM::Document document(void) const { return doc; };
-
- TNode getNodeById(unsigned) const;
- TNode root(void) { return doc.get_documentElement(); };
- TNode dirtyNode(void) const { return dirty; };
- void clearDirty(void) { dirty = DOM::Element(0); };
-
- void serialize(const char*) const;
-
-private:
- DOM::Document doc;
- DOM::Element dirty;
-
- virtual void handleEvent(const DOM::Event&);
- static std::string makeId(unsigned);
- static TNode getNodeByIdAux(const TNode&, const std::string&);
- static unsigned nodeDepth(const DOM::Node&);
- static DOM::Node findCommonAncestor(const DOM::Node&, const DOM::Node&);
- static DOM::Node findIdNode(const DOM::Node&);
-};
-
-#endif // __TDocument_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TListener_hh__
-#define __TListener_hh__
-
-class TListener
-{
-public:
- virtual void callback(TDocument&) = 0;
-};
-
-#endif // __TListener_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include "globals.hh"
-#include "TNode.hh"
-#include <cassert>
-
-TNode
-TNode::next() const
-{
- assert(node);
- DOM::Node p = node.get_nextSibling();
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_nextSibling();
- return p;
-}
-
-TNode
-TNode::nextL() const
-{
- assert(node);
- if (TNode n = next())
- if (n.isG()) return n.firstL();
- else return n;
- else return TNode();
-}
-
-TNode
-TNode::prev() const
-{
- assert(node);
- DOM::Node p = node.get_previousSibling();
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_previousSibling();
- return p;
-}
-
-TNode
-TNode::prevL() const
-{
- assert(node);
- if (TNode n = prev())
- if (n.isG()) return n.lastL();
- else return n;
- else return TNode();
-}
-
-TNode
-TNode::last() const
-{
- assert(node);
- DOM::Node p = node.get_lastChild();
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_previousSibling();
- return p;
-}
-
-TNode
-TNode::lastL() const
-{
- assert(node);
- if (TNode n = last())
- if (n.isG()) return n.lastL();
- else return n;
- else
- return TNode();
-}
-
-TNode
-TNode::first() const
-{
- assert(node);
- DOM::Node p = node.get_firstChild();
- while (p && p.get_nodeType() != DOM::Node::ELEMENT_NODE) p = p.get_nextSibling();
- return p;
-}
-
-TNode
-TNode::firstL() const
-{
- assert(node);
- if (TNode n = first())
- if (n.isG()) return n.firstL();
- else return n;
- else
- return TNode();
-}
-
-TNode
-TNode::core() const
-{
- assert(node);
- // check also if there is a macro embellishment (\not)
- if (isSb() || isSp()) return first().core();
- else return *this;
-}
-
-TNode
-TNode::parent() const
-{
- assert(node);
- DOM::Node p = node.get_parentNode();
- assert(!p || p.get_nodeType() == DOM::Node::ELEMENT_NODE);
- return p;
-}
-
-unsigned
-TNode::size() const
-{
- assert(node);
- unsigned size = 0;
- TNode p = first();
- while (p)
- {
- p = p.next();
- size++;
- }
-
- return size;
-}
-
-void
-TNode::remove() const
-{
- assert(node);
- DOM::Node parent = node.get_parentNode();
- parent.removeChild(node);
-}
-
-void
-TNode::replace(const TNode& newNode) const
-{
- assert(node);
- DOM::Node parent = node.get_parentNode();
- parent.replaceChild(newNode.node, node);
-}
-
-void
-TNode::replace(const TNode& first, const TNode& last) const
-{
- assert(node);
- assert(first);
-
- TNode p = first;
- while (p != last)
- {
- TNode next = p.next();
- insert(p);
- p = next;
- }
- remove();
-}
-
-void
-TNode::insert(const TNode& newNode) const
-{
- assert(node);
- DOM::Node parent = node.get_parentNode();
- parent.insertBefore(newNode.node, node);
-}
-
-void
-TNode::append(const TNode& newNode) const
-{
- assert(node);
- node.appendChild(newNode.node);
-}
-
-void
-TNode::append(const TNode& first, const TNode& last) const
-{
- assert(node);
- assert(first);
- assert(last);
-
- TNode p = first;
- while (p != last)
- {
- TNode next = p.next();
- append(p);
- p = next;
- }
-}
-
-void
-TNode::prepend(const TNode& newNode) const
-{
- assert(node);
- DOM::Node parent = node.get_parentNode();
- parent.insertBefore(newNode.node, parent.get_firstChild());
-}
-
-#if 0
-#endif
-
-TNode
-TNode::child(unsigned pos) const
-{
- assert(node);
- TNode p = first();
- while (p && pos-- > 0) p = p.next();
- return p;
-}
-
-std::string
-TNode::get(const std::string& name) const
-{
- assert(node);
- return node.getAttribute(name);
-}
-
-void
-TNode::set(const std::string& name, const std::string& value) const
-{
- assert(node);
- node.setAttribute(name, value);
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TNode_hh__
-#define __TNode_hh__
-
-#include "dom.hh"
-#include "globals.hh"
-#include "TDictionary.hh"
-
-class TNode
-{
-public:
- TNode(void) : node(0) { };
- TNode(const DOM::Node& n) : node(n) { };
- TNode(const DOM::Element& elem) : node(elem) { };
- TNode(const TNode& n) : node(n.node) { };
-
- TNode next(void) const;
- TNode nextL(void) const;
- TNode prev(void) const;
- TNode prevL(void) const;
- TNode core(void) const;
- TNode parent(void) const;
- TNode first(void) const;
- TNode firstL(void) const;
- TNode last(void) const;
- TNode lastL(void) const;
- TNode child(unsigned) const;
- unsigned size(void) const;
- bool empty(void) const { return !first().node; };
- std::string value(void) const { return (*this)["val"]; };
-
- class ProxyAttr
- {
- public:
- ProxyAttr(const DOM::Element& n, const std::string& s) : node(n), name(s) { };
- operator std::string() const { return node.getAttribute(name); };
- ProxyAttr& operator=(const std::string& v) { node.setAttribute(name, v); };
- bool operator==(const std::string& v) const { return node.getAttribute(name) == v; };
- bool operator!=(const std::string& v) const { return node.getAttribute(name) != v; };
- private:
- DOM::Element node;
- std::string name;
- };
-
- operator bool() const { return node; };
- DOM::Element element(void) const { return node; };
- bool operator==(const TNode& n) const { return node == n.node; };
- bool operator!=(const TNode& n) const { return node != n.node; };
- TNode operator[](int i) const { return child(i); };
- ProxyAttr operator[](const char* s) const { return ProxyAttr(node, s); };
-
- //void advance(const TNode&) const;
- void remove(void) const;
- void replace(const TNode&) const;
- void replace(const TNode&, const TNode&) const;
- void insert(const TNode&) const;
- void append(const TNode&) const;
- void append(const TNode&, const TNode&) const;
- void prepend(const TNode&) const;
-
- std::string get(const std::string&) const;
- void set(const std::string&, const std::string&) const;
-
- std::string name(void) const { return node.get_localName(); };
- std::string nameC(void) const { return node.getAttribute("name"); };
- bool hasId(void) const { return node.hasAttribute("id"); };
- bool hasId(const std::string& id) const { return node.getAttribute("id") == id; };
- bool is(const std::string& s) const { return name() == s; };
- bool isG(void) const { return is("g"); };
- bool isSb(void) const { return is("sb"); };
- bool isSp(void) const { return is("sp"); };
- bool isC(void) const { return is("c"); }
- bool isC(const std::string& name) const
- { return isC() && node.getAttribute("name") == name; };
- bool isT(void) const { return (is("o") || is("i") || is("n") || is("s")); };
-
- friend class TDocument;
-
-private:
- DOM::Element node;
-};
-
-#endif // __TNode_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <string>
-#include <cctype>
-#include <cassert>
-
-#include "TToken.hh"
-#include "TPushLexer.hh"
-#include "APushParser.hh"
-
-TPushLexer::TPushLexer(ALogger& l, APushParser& p) : APushLexer(l, p)
-{
- state = ACCEPT;
-}
-
-void
-TPushLexer::reset()
-{
- buffer.erase();
- state = ACCEPT;
-
- displayCursor();
-}
-
-void
-TPushLexer::flush()
-{
- push(-1);
-}
-
-void
-TPushLexer::transaction(char ch, State newState)
-{
- switch (ch)
- {
- case '{': parser.push(TToken(TToken::BEGIN)); break;
- case '}': parser.push(TToken(TToken::END)); break;
- case '$': parser.push(TToken(TToken::SHIFT)); break;
- case '&': parser.push(TToken(TToken::ALIGN)); break;
- case '\n':
- case '\r': parser.push(TToken(TToken::EOL, ch)); break;
- case '^': parser.push(TToken(TToken::SUPERSCRIPT)); break;
- case '_': parser.push(TToken(TToken::SUBSCRIPT)); break;
- case '\t':
- case ' ': parser.push(TToken(TToken::IGNORABLE_SPACE, ch)); break;
- case '~': parser.push(TToken(TToken::ACTIVE, ch)); break;
- case '%': parser.push(TToken(TToken::COMMENT)); break;
- default:
- if (isalpha(ch)) parser.push(TToken(TToken::LETTER, ch));
- else if (isdigit(ch)) parser.push(TToken(TToken::DIGIT, ch));
- else parser.push(TToken(TToken::OTHER, ch));
- break;
- }
- state = newState;
-}
-
-void
-TPushLexer::push(char ch)
-{
- switch (state)
- {
- case ACCEPT:
- if (ch == '\\') state = ESCAPE;
- else if (ch == '#') state = PARAMETER;
- else if (ch == -1) ;
- else transaction(ch, ACCEPT);
- break;
- case ESCAPE:
- if (isalpha(ch))
- {
- buffer.push_back(ch);
- state = MACRO;
- }
- else if (ch == -1) error();
- else
- {
- parser.push(TToken(TToken::CONTROL, ch));
- state = ACCEPT;
- }
- break;
- case MACRO:
- if (ch == '\\')
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = ESCAPE;
- }
- else if (ch == '#')
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = PARAMETER;
- }
- else if (isalpha(ch))
- buffer.push_back(ch);
- else if (ch == -1)
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- state = ACCEPT;
- }
- else
- {
- parser.push(TToken(TToken::CONTROL, buffer));
- buffer.erase();
- if (isspace(ch)) state = IGNORE_SPACE;
- else transaction(ch, ACCEPT);
- }
- break;
- case IGNORE_SPACE:
- if (ch == '\\') state = ESCAPE;
- else if (ch == '#') state = PARAMETER;
- else if (isspace(ch)) ;
- else if (ch == -1) state = ACCEPT;
- else transaction(ch, ACCEPT);
- break;
- case PARAMETER:
- if (ch == -1) error();
- else
- {
- parser.push(TToken(TToken::PARAMETER, ch));
- state = ACCEPT;
- }
- break;
- default:
- assert(0);
- break;
- }
-
- displayCursor();
-
-}
-
-void
-TPushLexer::drop(bool alt)
-{
- std::string restore = "";
-
- switch (state)
- {
- case ACCEPT:
- case IGNORE_SPACE:
- restore = parser.drop(alt);
- if (restore.length() > 0 && restore[0] == '\\')
- {
- buffer = std::string(restore, 1, restore.length() - 1);
- state = (buffer.length() > 0) ? MACRO : ESCAPE;
- }
- break;
- case ESCAPE:
- state = ACCEPT;
- break;
- case MACRO:
- if (alt) buffer.erase();
- else buffer.erase(buffer.length() - 1, 1);
- if (buffer.length() == 0) state = ESCAPE;
- break;
- case PARAMETER:
- default:
- assert(0);
- break;
- }
-
- displayCursor();
-
-}
-
-void
-TPushLexer::displayCursor()
-{
- switch (state)
- {
- case ESCAPE: parser.setCursorHint("\\"); break;
- case MACRO: parser.setCursorHint("\\" + buffer); break;
- case PARAMETER: parser.setCursorHint("#"); break;
- default: parser.setCursorHint(""); break;
- }
-}
-
-bool
-TPushLexer::error() const
-{
- return false;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TPushLexer_hh__
-#define __TPushLexer_hh__
-
-#include <string>
-
-#include "APushLexer.hh"
-
-class TPushLexer : public APushLexer
-{
-public:
- TPushLexer(class ALogger&, class APushParser&);
- virtual ~TPushLexer() { };
-
- virtual void push(char);
- virtual void drop(bool);
- virtual bool complete(void) { };
- virtual void reset(void);
- virtual void flush(void);
- virtual bool error(void) const;
-
-protected:
- enum State
- {
- ACCEPT,
- ESCAPE,
- MACRO,
- IGNORE_SPACE,
- PARAMETER
- };
-
- void transaction(char, State);
- void displayCursor(void);
-
- State state;
- std::string buffer;
-
-};
-
-#endif // __TPushLexer_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <cassert>
-
-#include "ALogger.hh"
-#include "TPushParser.hh"
-#include "AMathMLFactory.hh"
-
-TPushParser::TPushParser(ALogger& l, const TDictionary& d) : APushParser(l), dictionary(d)
-{
- init();
-}
-
-TPushParser::TPushParser(ALogger& l, AMathMLFactory& f, const TDictionary& d) : APushParser(l, f), dictionary(d)
-{
- init();
-}
-
-TPushParser::~TPushParser()
-{
-}
-
-void
-TPushParser::init()
-{
- cursor = doc.create("cursor");
- cursor["visible"] = "1";
- hiddenCursor = 0;
- reset();
-}
-
-void
-TPushParser::reset()
-{
- nextId = 1;
- if (cursor.parent()) cursor.remove();
- cursor["val"] = "";
- doc.reset();
- doc.root().append(cursor);
- if (factory && !frozen()) factory->documentModified(doc);
-}
-
-TNode
-TPushParser::PRIME()
-{
- const TDictionary::Entry entry = dictionary.find("prime");
- if (entry.cls == TDictionary::OPERATOR)
- {
- TNode op = doc.createO(entry.value, nextId++);
- op["name"] = "prime";
- return op;
- }
- else
- {
- TNode op = doc.createO("?", nextId++);
- return op;
- }
-}
-
-bool
-TPushParser::do_begin()
-{
- TNode parent = cursor.parent();
- if (parent.isC() && dictionary.find(parent.nameC()).table)
- {
- TNode row = doc.create("row");
- TNode cell = doc.create("cell");
- TNode g = doc.createG();
- row.append(cell);
- cell.append(g);
- g.append(cursor);
- parent.append(row);
- }
- else
- {
- TNode g = doc.createG(nextId++);
- cursor.replace(g);
- g.append(cursor);
- }
- return true;
-}
-
-bool
-TPushParser::correctBrace()
-{
- // this method MUST be invoked when the cursor is child of a
- // phantom group, which in turn is the last rightOpen MACRO's child.
- // The only way to exit from a rightOpen MACRO is opening a group before
- // inserting the MACRO and, once the MACRO is completely inserted, closing
- // the group.
- // This method return true if the condition above is true. False, otherwise.
- assert(cursor.parent() && cursor.parent().isG() && !cursor.parent().hasId());
- TNode parent = cursor.parent();
- assert(parent.parent() && parent.parent().isC());
- assert(!frames.empty());
- Frame& frame = frames.top();
- assert(frame.entry.rightOpen);
- assert(parent.parent().last() == parent);
-
- TNode c = parent.parent();
- bool stop = false;
- bool ok = false;
- TNode node = c.parent();
- do
- {
- if (node.isG() && node.hasId())
- {
- // in this case, the rightOpen MACRO is a child of a group with id.
- // So, the '}' is correct
- ok = true;
- stop = true;
- }
- else if (node.isG())
- {
- // the MACRO is a phantom group's child. We have to control why we
- // have this phantom group
- TNode nodeParent = node.parent();
- if (nodeParent && nodeParent.isC())
- {
- // we have to control the nature of this MACRO
- const TDictionary::Entry& entry = dictionary.find(nodeParent.nameC());
- if (entry.rightOpen && node == nodeParent.last())
- {
- // in this case we have to re-iterate the process
- node = nodeParent.parent();
- }
- else stop = true;
- }
- else stop = true;
- }
- else
- {
- // at the moment we assume that a MACRO cannot be child of an element other than a group
- stop = true;
- }
- }
- while (!stop);
-
- return ok;
-}
-
-bool
-TPushParser::do_end()
-{
- TNode parent = cursor.parent();
- if (parent && parent.isG() && parent.hasId())
- {
- // normal closing brace for an explicitly open group
- cursor.remove();
- advance(parent);
- return true;
- }
- else if (parent && parent.isG() && parent.parent() && parent.parent().is("cell"))
- {
- assert(!frames.empty());
- // closing brace for a structure in which & or \cr have been used
- TNode row = parent.parent().parent();
- assert(row && row.is("row"));
- assert(row.parent());
- advance(row);
- return true;
- }
- else if (parent && parent.isG() && !parent.hasId() && parent.parent() && !parent.parent().is("math"))
- {
- // In this case, we have to control the cursor's grand parent.
- TNode gparent = parent.parent();
-
- if (gparent.isC() && gparent.last() == parent)
- {
- // a frame MUST be in the stack
- assert(!frames.empty());
-
- // we have to control the nature of this macro
- if (frames.top().entry.rightOpen)
- {
- // in this case, the '}' character is the proper way to exit from the phantom group, and
- // in particular, this character means that the user wants to exit from the MACRO.
- // A rightOpen MACRO MUST be descendant of a group with Id. This '}' is the closing brace of this
- // group. So, we have to control if this group exists. This groyp could exist, but this MACRO could
- // be another MACRO's child, so we have to control this last MACRO recursively. This recurive control
- // is done by the correctBrace method.
- if (!correctBrace())
- {
- // the '}' is not correct
- logger.warning("nothing to close");
- return false;
- }
- else
- {
- cursor.remove();
- advance(parent);
- return true;
- }
- }
- else
- {
- logger.warning("ignored closing brace");
- return false;
- }
- }
- else
- {
- // at the moment, a phantom group with the cursor inside can be a MACRO's child or a cell's child, and these cases
- // are handled in other blocks of code.
- logger.error("do_end: strange TML tree");
- return false;
- }
- }
- else
- {
- // In this case, there is a redundant '}', so we can ignore it and
- // emit an error
- logger.warning("There is so no corresponding'{'");
- return false;
- //assert(0);
- }
-}
-
-bool
-TPushParser::do_shift()
-{
- TNode parent = cursor.parent();
- assert(parent);
- if (parent.is("tex"))
- {
- TNode math = doc.create("math", nextId++);
- TNode g = doc.createG();
- cursor.replace(math);
- math.append(g);
- g.append(cursor);
- return true;
- }
- else if (parent.isG() && !parent.hasId() && parent.parent() && parent.parent().is("math"))
- {
- if (cursor.prev())
- {
- // there is something before the cursor, hence this is the
- // closing math shift
- if (parent.parent()["display"] != "1")
- {
- // one math shift is enough to close it
- cursor.remove();
- return true;
- }
- else
- {
- // we need two closing math shifts
- //cursor.remove(); ??
- parent.parent().append(cursor);
- return true; // ???
- }
- }
- else if (parent.parent()["display"] != "1")
- {
- // there is nothing before the cursor, and the math is not
- // in display mode, so this must be a double math shift
- parent.parent()["display"] = "1";
- return true;
- }
- else
- {
- parent.parent().append(cursor);
- return true;
- }
- }
- else if (parent.is("math"))
- {
- cursor.remove();
- return true;
- }
- else
- {
- logger.warning("not allowed here");
- return false;
- }
-}
-
-bool
-TPushParser::do_align()
-{
- TNode parent = cursor.parent();
- if (parent && parent.isG() && parent.hasId())
- {
- // alignment tab used for the first time inside a group
- TNode row = doc.create("row");
- TNode cell = doc.create("cell");
- TNode g = doc.createG();
- row.append(cell);
- cell.append(g);
- g.append(parent.first(), cursor);
- return true;
- }
- else if (parent && parent.isG() && parent.parent().is("cell"))
- {
- // alignment tab used within a cell
- TNode oldCell = parent.parent();
- assert(oldCell && oldCell.is("cell"));
- TNode row = oldCell.parent();
- assert(row && row.is("row"));
- TNode cell = doc.create("cell");
- if (oldCell.next()) oldCell.next().insert(cell);
- else row.append(cell);
- TNode g = doc.createG();
- cell.append(g);
- g.append(cursor);
- return true;
- }
- else
- {
- logger.warning("alignment tab used outside matrix");
- return false;
- }
-}
-
-bool
-TPushParser::do_eol()
-{
- //if (cursor.parent()) cursor.remove();
- logger.warning("ignored token");
- return false;
-}
-
-bool
-TPushParser::do_parameter(const std::string& p)
-{
- logger.warning("ignored token");
- return false;
-}
-
-bool
-TPushParser::do_subscript()
-{
- TNode parent = cursor.parent();
- if (parent.isG())
- {
- TNode prev = cursor.prev();
- if (!prev)
- {
- TNode elem = doc.create("sb", nextId++);
- TNode g = doc.createG();
- cursor.replace(elem);
- elem.append(g);
- elem.append(cursor);
- return true;
- }
- else
- {
- TNode elem = doc.create("sb", nextId++);
- prev.replace(elem);
- elem.append(prev);
- elem.append(cursor);
- return true;
- }
- }
- else if (parent.isSb() && cursor == parent[1])
- {
- if (parent["under"] == "1")
- {
- logger.warning("already under");
- return false;
- }
- else
- {
- parent["under"] = "1";
- return true;
- }
- }
- else
- {
- logger.warning("ignored token");
- return false;
- }
-}
-
-bool
-TPushParser::do_superscript()
-{
- TNode parent = cursor.parent();
- if (parent.isG())
- {
- TNode prev = cursor.prev();
- if (!prev)
- {
- TNode elem = doc.create("sp", nextId++);
- TNode g = doc.createG();
- cursor.replace(elem);
- elem.append(g);
- elem.append(cursor);
- return true;
- }
- else
- {
- TNode elem = doc.create("sp", nextId++);
- prev.replace(elem);
- elem.append(prev);
- elem.append(cursor);
- return true;
- }
- }
- else if (parent.isSp() && cursor == parent[1])
- {
- if (parent["over"] == "1")
- {
- logger.warning("already over");
- return false;
- }
- else
- {
- parent["over"] = "1";
- return true;
- }
- }
- else
- {
- logger.warning("ignored token");
- return false;
- }
-}
-
-bool
-TPushParser::do_ignorablespace(const std::string& s)
-{
- // At the moment, do nothing
-}
-
-bool
-TPushParser::do_space(const std::string&)
-{
- TNode elem = doc.createS(nextId++);
- cursor.replace(elem);
- advance(elem);
- return true;
-}
-
-bool
-TPushParser::do_letter(const std::string& s)
-{
- //TNode parent = cursor.parent();
- TNode elem = doc.createI(s, nextId++);
- cursor.replace(elem);
- advance(elem);
- return true;
-}
-
-bool
-TPushParser::do_digit(const std::string& s)
-{
- TNode elem = doc.createN(s, nextId++);
- cursor.replace(elem);
- advance(elem);
- return true;
-}
-
-bool
-TPushParser::isPrimes(const TNode& node) const
-{
- assert(node);
- return node.isG() && node.last() && node.last().is("o") && node.last()["name"] == "prime";
-}
-
-bool
-TPushParser::do_apostrophe()
-{
- if (cursor.parent() && cursor.parent().isG())
- {
- if (TNode prev = cursor.prev())
- {
- if (prev.isSp() && prev[1] && isPrimes(prev[1]))
- {
- prev[1].append(PRIME());
- return true;
- }
- else if (prev.isSb() && prev[0] &&
- prev[0].isSp() && prev[0][1] &&
- isPrimes(prev[0][1]))
- {
- prev[0][1].append(PRIME());
- return true;
- }
- else
- {
- TNode elem = doc.create("sp");
- TNode g = doc.createG();
- prev.replace(elem);
- elem.append(prev);
- elem.append(g);
- g.append(PRIME());
- return true;
- }
- }
- else
- {
- // is it an error?
- logger.warning("you have to insert an identifier before a ''");
- return false;
- }
- }
- else
- {
- logger.warning("cursor has to be in a group");
- return false;
- }
-}
-
-bool
-TPushParser::do_other(const std::string& s)
-{
- switch (s[0])
- {
- case '\'':
- return do_apostrophe();
- break;
- default:
- /*cout << "TPushParser::do_other " << s << endl;
- cout << "DOCUMENT: " << static_cast<GdomeNode*>(cursor.element().get_ownerDocument()) << endl;*/
- TNode elem = doc.createT("o", s, nextId++);
- cursor.replace(elem);
- advance(elem);
- return true;
- break;
- }
-}
-
-bool
-TPushParser::do_active(const std::string&)
-{
- // ??? space?
- logger.warning("ignored token");
- return false;
-}
-
-bool
-TPushParser::do_comment()
-{
- // ???
- return false;
-}
-
-bool
-TPushParser::do_cr()
-{
- TNode parent = cursor.parent();
- if (parent && parent.isG() &&
- parent.parent() && parent.parent().is("cell") &&
- parent.parent().parent() && parent.parent().parent().is("row"))
- {
- TNode oldRow = parent.parent().parent();
- assert(oldRow);
- TNode table = oldRow.parent();
- assert(table);
- TNode row = doc.create("row");
- TNode cell = doc.create("cell");
- TNode g = doc.createG();
- if (oldRow.next()) oldRow.next().insert(row);
- else table.append(row);
- row.append(cell);
- cell.append(g);
- g.append(cursor);
- return true;
- }
- else
- {
- // at the moment, \cr can only be used inside a table
- logger.warning("cr used outside a table");
- return false;
- }
-}
-
-bool
-TPushParser::do_control(const std::string& name)
-{
- if (name == "cr") return do_cr();
- else
- {
- TNode parent = cursor.parent();
- const TDictionary::Entry& entry = dictionary.find(name);
- switch (entry.cls)
- {
- case TDictionary::IDENTIFIER:
- {
- TNode t = doc.createI(entry.value, nextId++);
- t["name"] = name;
- cursor.replace(t);
- advance(t);
- return true;
- }
- break;
- case TDictionary::OPERATOR:
- {
- TNode t = doc.createO(entry.value, nextId++);
- t["name"] = name;
- cursor.replace(t);
- advance(t);
- return true;
- }
- break;
- case TDictionary::NUMBER:
- {
- TNode t = doc.createN(entry.value, nextId++);
- t["name"] = name;
- cursor.replace(t);
- advance(t);
- return true;
- }
- break;
- case TDictionary::MACRO:
- {
- if (parent.isG())
- {
- TNode m = doc.createC(name, nextId++);
- cursor.replace(m);
- if (entry.leftOpen && entry.rightOpen)
- {
- assert(entry.pattern.empty());
- assert(parent.isG());
- TNode g1 = doc.createG();
- g1["left-open"] = "1";
- g1.append(parent.first(), m);
- m.append(g1);
- TNode g2 = doc.createG();
- g2.append(cursor);
- m.append(g2);
- frames.push(Frame(entry));
- }
- else if (entry.leftOpen)
- {
- assert(parent.isG());
- TNode g = doc.createG();
- g["left-open"] = "1";
- g.append(parent.first(), m);
- m.append(g);
- advance(m);
- }
- else if (entry.rightOpen)
- {
- assert(entry.pattern.empty());
- assert(parent.isG());
- TNode g = doc.createG();
- g.append(cursor);
- m.append(g);
- frames.push(Frame(entry));
- }
- else if (!entry.pattern.empty())
- {
- frames.push(Frame(entry));
- if (entry.paramDelimited(0))
- {
- TNode g = doc.createG();
- m.append(g);
- g.append(cursor);
- }
- else
- m.append(cursor);
- }
- else
- {
- // it's an empty macro
- advance(m);
- }
- return true;
- }
- else if (!entry.pattern.size() && !entry.rightOpen && !entry.leftOpen)
- {
- // a macro with no arguments and no right open and no left open, can be child of anything
- TNode m = doc.createC(name, nextId++);
- cursor.replace(m);
- advance(m);
- return true;
- }
- else
- {
- // a macro with arguments or a rightOpen or leftOpen macro must be a group's child
- logger.warning("ignored token: this macro should be in a group");
- return false;
- }
- }
- break;
- case TDictionary::UNDEFINED:
- {
- logger.warning("using undefined macro " + name);
- TNode m = doc.createC(name, nextId++);
- cursor.replace(m);
- advance(m);
- return true;
- }
- break;
- default:
- {
- //assert(0);
- logger.warning("ignored token");
- return false;
- }
- }
- }
-}
-
-std::string
-TPushParser::drop_prev_token(bool special)
-{
- assert(cursor.prev());
- assert(cursor.parent());
- TNode prev = cursor.prev();
- assert(prev.isT());
-
- DOM::UCS4String ucs4val = prev.element().getAttribute("val");
- bool macro = prev.element().hasAttribute("name");
- std::string utf8name;
- if (macro) utf8name = prev.element().getAttribute("name");
-
- cursor.remove();
- prev.replace(cursor);
-
- if (cursor.parent().isC())
- {
- // in this case we have removed an element of a MACRO.
- // we can assert that this element was a non delimited argument
- assert(!frames.empty());
- Frame& frame = frames.top();
- assert(frame.pos > 0);
- frame.pos--;
- }
-
- if ((ucs4val.length() > 1))
- {
- if (!macro)
- {
- // in this case we can return the content of ucs4val, but we have
- // to convert it in a utf8
- DOM::GdomeString gdsval(ucs4val);
- std::string utf8val(gdsval);
- switch (utf8val[utf8val.length() - 1])
- {
- case '-':
- case '_':
- return (special) ? std::string(utf8val, 0, utf8val.length() - 1) + "\\" : std::string(utf8val, 0, utf8val.length() - 1);
- default: return (special) ? "" : std::string(utf8val, 0, utf8val.length() - 1);
- }
- }
- else
- {
- // in this case, the content of val could be in unicode,
- // but we have the attribute name, which doesn't contain character not representable
- // with a byte.
- return (special) ? "\\" + utf8name : "";
- }
- }
- else if (macro && special) return "\\" + utf8name;
- else return "";
-}
-
-std::string
-TPushParser::drop_prev_script(bool special)
-{
- // this method deletes an sp or an sb preceding the cursor
- assert(cursor.prev());
- assert(cursor.parent());
- TNode prev = cursor.prev();
- assert(prev.is("sp") || prev.is("sb"));
- cursor.remove();
- prev.append(cursor);
- // we can invoke the drop_prev, because a sp (sb) MUST have two children
- // but we cannot invoke do_drop_script because it assumes when called, the first
- // child has been removed yet.
- if (cursor.prev().isG() && !prev.hasId())
- {
- // in this case, the user has inserted a sequence of '.
- // Hence, we force a normal deletion, because the behavior must be the same
- // for the two kind of deletion
- return drop_prev(false);
- }
- else return drop_prev(special);
-}
-
-std::string
-TPushParser::drop_prev_group(bool special)
-{
- assert(cursor.prev() && cursor.prev().isG());
- TNode parent = cursor.parent();
- TNode prev = cursor.prev();
- cursor.remove();
- prev.append(cursor);
-
- if (parent.isC() && prev.hasId())
- {
- // this previous group is a macro's argument. Entering inside it means that
- // this argument becomes incomplete. Hence, we have to decrement the member pos.
- assert(!frames.empty());
- frames.top().pos--;
- }
-
- if (special) return "";
- else
- {
- // a group could have no children, so the drop_prev is not appropriate
- // so, this method is not equivalent to the one above
- return do_drop(special);
- }
-}
-
-std::string
-TPushParser::drop_prev_macro(bool special)
-{
- assert(cursor.parent());
- assert(cursor.prev());
- TNode prev = cursor.prev();
- assert(prev.isC());
-
- std::string macro_name = prev.nameC();
-
- TNode parent = cursor.parent();
-
- const TDictionary::Entry& entry = dictionary.find(prev["name"]);
-
- if (!entry.defined())
- {
- // In this case, with a normal deletion, we completely remove the macro.
- // With a special deletion, we remove the last character of the macro's name.
- cursor.remove();
- prev.replace(cursor);
- if (cursor.parent().isC())
- {
- // we have removed a macro's child
- assert(!frames.empty());
- frames.top().pos--;
- }
- if (special) return "\\" + macro_name.erase(macro_name.length() - 1, 1); // we remove the last char, because an undefined macro's name is visible
- return "";
- }
- else
- {
- // we start to remove a MACRO. Different actions must be taken, based on the nature
- // of the MACRO. In some cases, we can't remove the MACRO immediately, in other
- // cases it's correct. In the first set of cases, we have to update the stack, pushing
- // a frame in it with a correct value of pos, in the
- // second one, we must not push a frame in the stack
-
- if (entry.rightOpen)
- {
- // In this fragment of code we also handle the leftOpen && rightOpen MACRO.
- // since the control element is rightOpen, the cursor should be placed after
- // the last child of the control element's last child, and than, we try to remove something.
- // A frame MUST be pushed in the stack, because we dont' know if the following actions
- // will completely remove the MACRO.
- frames.push(Frame(entry));
-
- // Since the MACRO is rightOpen, the last child of the MACRO must be a phantom group
- assert(prev.last().isG() && !prev.last().hasId());
-
- cursor.remove();
- prev.last().append(cursor);
-
- if (special) return "";
- else
- {
- // the drop_prev is not appropriate, because the last child of the MACRO could have no children
- return do_drop_phantom_group(special);
- }
- }
- else if (entry.leftOpen)
- {
- // the leftOpen MACRO MUST have one and only one child, which MUST be a phantom group
- // In this case, we do not have to push a frame in the stack, because we remove the
- // MACRO immediately, substituting it with the content of the phantom group.
- // We could remove the last child of the phantom group, but
- // it's not clear if it's the correct behavior of the graphical deletion.
- // At the moment, to give a standard behavior, we remove the last element.
- // With a special deletion, we do not remove it.
- assert(prev.first());
- assert(prev.first().isG());
- assert(prev.first() == prev.last());
-
- TNode g = prev.first();
- if (g.size())
- {
- // in this case, the phantom group has at least one child, so we can call the
- // TNode::replace.
- g.remove();
- prev.replace(g.first(), TNode());
- parent.append(cursor);
- if (special) return "\\" + macro_name;
- else return do_drop(special);
- }
- else
- {
- // otherwise, the phantom group has no children, so we remove it, also the MACRO.
- cursor.remove();
- g.remove();
- prev.replace(cursor);
- if (special) return "\\" + macro_name;
- else
- {
- // Once removed this empty macro, we could try to remove something else.
- // This would be justified by the fact that, generally, an empty macro gives no visual information
- // about it.
- return do_drop(special); // special is false
- }
- }
- }
- else if (!entry.pattern.empty())
- {
- // we have to start to remove a MACRO which accepts arguments.
- // If the MACRO accepts arguments, the MACRO has at least one child
- assert(prev.size() >= 1);
-
- // Differnt actions must be taken, based on the nature of the last child
- // of the MACRO. We have to distinguish the case in which it's a delimited argument,
- // frome the one in which it's a not delimited argument.
- if (prev.last().isG() && !prev.last().hasId())
- {
- if (special)
- {
- // in this case, we have to start removing the last delimiter
- frames.push(Frame(entry, entry.pattern.size() - 2));
-
- cursor.remove();
- prev.last().append(cursor);
-
- std::string last_del = entry.pattern[entry.pattern.size() - 1].value;
-
- return "\\" + last_del;
- }
- else
- {
- // the last argument of the MACRO is a delimited argumet. We ideally remove
- // the sequence of delimiters
- cursor.remove();
- prev.last().append(cursor);
- // we have to push a frame with a correct value of pos
- assert(entry.previousParam(entry.pattern.size()) != entry.pattern.size());
-
- unsigned sequence_length = entry.pattern.size() - entry.previousParam(entry.pattern.size()) - 1;
- unsigned p = entry.pattern.size() - sequence_length - 1;
- // now, p is the correct value of pos, and we can push the frame.
- frames.push(Frame(entry, p));
-
- // To give a standard behavior to the graphical deletion, we remove the last
- // element of the macro. Since we are in a phantom group, we can invoke the
- // do_drop_phantom_group(special).
- return do_drop_phantom_group(special);
- }
- }
- else
- {
- // in this case, the last child of the MACRO is not a delimited argument, so we try
- // to remove it, but we have to take differnt actions if the MACRO is a table with rows or not.
- cursor.remove();
- if (entry.table == 1 && prev.last().is("row"))
- {
- // in this case the cursor has to be appended to the group associated to
- // the last cell of the last row of the table
- assert(prev.last().last().is("cell") && prev.last().last().first().isG());
- prev.last().last().first().append(cursor);
-
- // we have to push a frame in the stack. Since tables has a pattern size = 1, we have to
- // set pos at 0, because appending the cursor to the last cell means that this argument
- // is not whole inserted.
- // We don't call frames.push(Frame(entry)), because it incoditionaly set pos at 0. The
- // following line is more general
- frames.push(Frame(entry, entry.pattern.size() - 1));
- if (special)
- {
- // to type a table with rows and cells, the user had typed a
- // "{", and to exit from it, the user had inserted a "}".
- // Since we are in a special deletion, we just idealy remove the "}"
- return "";
- }
- else return do_drop_phantom_group(special);
- }
- else
- {
- // we push a frame in the stack with a correct value of member pos.
- // This correct value is the size of the pattern - 1, because we have been started to delete
- // a MACRO. It means that all of the MACRO's arguments have been inserted, but
- frames.push(Frame(entry, entry.pattern.size()));
- prev.append(cursor);
- return drop_prev(special);
- }
-
- } // end of the else of the if (prev.last().isG() && !prev.last().hasId())
-
- } // end of if (!entry.pattern.empty())
- else
- {
- // if we are here, the MACRO preceding the cursor, is !(rightOpen || leftOpen),
- // and has no pattern. It means that it has no children.
- // We can replace it with the cursor
- assert(prev.size() == 0);
- cursor.remove();
- prev.replace(cursor);
- if (cursor.parent().isC())
- {
- // we have removed an empty macro, which was a non delimited argument of a macro.
- // We have to decrement pos
- assert(!frames.empty());
- frames.top().pos--;
- }
-
- if (special) return "\\" + macro_name;
- else return "";
-
- // now we could start to remove something else. This behavior would be justified by the
- // fact that, generally, an empty MACRO gives no visual information about it.
- // To adopt this behavior, just remove the comment to the following instruction
- // return do_drop(special);
- }
- } // end of defined MACRO
-
-}
-
-std::string
-TPushParser::drop_prev(bool special)
-{
- // if in this function, the prev of cursor does exist, also the parent and we want a graphical deletion.
-
- assert(cursor.prev());
- assert(cursor.parent());
-
- TNode prev = cursor.prev();
-
- if (prev.isT())
- {
- return drop_prev_token(special);
- }
- else if (prev.isSp() || prev.isSb())
- {
- return drop_prev_script(special);
- }
- else if (prev.isG())
- {
- return drop_prev_group(special);
- }
- else if (prev.isC())
- {
- // here, we also treat the case in which the MACRO is a table
- return drop_prev_macro(special);
- }
- else
- {
- // not handled. Future cases...
- return "";
- }
-
-} // end of method
-
-void
-TPushParser::rgreplace_father()
-{
- // this method MUST only be invoked, when the cursor
- // is the only child of a group with id. This function
- // replaces the group with the cursor. But if the new parent
- // is a group with id and the cursor is the only child of the
- // group, the new parent is replaced...and so on.
- // r stands for recursive, g stands for graphical.
- assert(cursor.parent());
- assert(cursor.parent().isG() && cursor.parent().hasId());
-
- TNode parent = cursor.parent();
-
- while (parent.isG() && parent.hasId() && (parent.first() == cursor))
- {
- parent.replace(cursor);
- parent = cursor.parent();
- }
-}
-
-std::string
-TPushParser::do_drop_script(bool special)
-{
- // If we are here, the cursor is child of a script (sp or sb) and
- // this means that a prev does exist and that there is one and only one
- // element preceding the cursor. The sp's (or sb's) parent
- // MUST NOT be a MACRO.
- // The element preceding the cursor is the base of the script.
-
- assert(cursor.parent() && (cursor.parent().isSp() || cursor.parent().isSb()));
- TNode parent = cursor.parent();
-
- assert(parent.size() == 2);
- assert(parent.parent() && !parent.parent().isC());
-
- TNode prev = cursor.prev();
- cursor.remove();
- if (prev.isG() /*&& !prev.hasId()*/ && (prev.size() == 0))
- {
- // in this case, the script's base is a group with no elements, so
- // we have to remove the entire MACRO, replacing it with the cursor.
- // This situation occurs when the user had typed something like this
- // $....{}^
- // or this
- // $^
- // or this
- // $...{^
- //
- if (special && prev.hasId())
- {
- // in this case, the user has typed: ...{}^
- // hence we idealy remove the ^
- parent.replace(prev);
- prev.parent().append(cursor);
- return "";
- }
- else if (!prev.hasId())
- {
- // we idealy remove the ^, but the phantom group
- // has to be removed, also
- prev.remove();
- parent.replace(cursor);
- return "";
- }
- else
- {
- prev.remove();
- parent.replace(cursor);
-
- // since the script had no children, we can try to remove something else.
- // Since we don't know who is cursor's parent, and who is cursor's preceding
- // element, we invoke the do_drop()
- return do_drop(special);
- }
- }
- else
- {
- // in this case, the prev has to replace the script.
- parent.replace(prev);
- prev.parent().append(cursor);
- // now prev have a preceding element
- assert(cursor.parent().size() > 1);
-
- if (special) return "";
- else
- {
- // to give a standard behavior, we try to remove the element, which was
- // the script's base.
- return do_drop(special);
- }
- }
-
-} // end of method do_drop_script
-
-std::string
-TPushParser::do_drop_macro(bool special)
-{
- // If we are here, the cursor is a child of a MACRO and this means
- // that there is an open frame for the control element
- // and this element is closed at either side (no leftOpen no rightOpen)
- // and the MACRO is waiting for a not delimited argument, so
- // we can assert that frame.entry.pattern.size() >= 1
- assert(cursor.parent() && cursor.parent().isC());
- TNode parent = cursor.parent();
-
- // this string is useful iff we have a special deletion.
- std::string macro_name = parent.nameC();
-
- assert(!frames.empty());
- Frame& frame = frames.top();
- assert(frame.entry.pattern.size() >= 1);
-
- // we have to take different actions, based on if a preceding element exists
- // or not
- TNode prev = cursor.prev();
- if (!prev)
- {
- // in this case, a prev does not exist, so the actions of deleting means
- // that we have to remove the MACRO. So we have to pop the stack.
- assert(frame.pos == 0);
-
- parent.replace(cursor);
- frames.pop();
-
- if (special) return "\\" + macro_name;
- else
- {
- // Since the macro had no children and this is a graphical deletion, we try
- // to remove something else
- return do_drop(special);
- }
- }
- else
- {
- // a prev does exist, we have to control if it's a delimited argument or not.
- if (prev.isG() && !prev.hasId())
- {
- // in this case, prev is a delimited argument, so we have
- // to ideally remove the sequence of delimiters
- Frame& frame = frames.top();
- assert(frame.pos > 1);
- cursor.remove();
- prev.append(cursor);
- assert(frame.entry.previousParam(frame.pos) != frame.entry.pattern.size());
-
- if (special)
- {
- // in this case we have to start removing the last delimimeter.
- // It means that we return in a situation where the user has not entirely
- // inserted the delimited argument. So, we have to decrement frame.pos of
- // two units: the delimiter and the actual argument
- std::string last_del = frame.entry.pattern[frame.pos - 1].value;
- frame.pos = frame.pos - 2;
- return "\\" + last_del;
- }
- else
- {
- // these 3 lines of code update the member pos.
- unsigned sequence_length = frame.pos - frame.entry.previousParam(frame.pos) - 1;
- assert(sequence_length);
- frame.pos = frame.pos - sequence_length - 1;
-
- // since it's a graphical deletion, we have to remove the current preceding element.
- // We don't invoke the drop_prev(), because a do_drop_phantom_group is more general.
- return do_drop_phantom_group(special);
- }
- }
- else
- {
- // the prev is not a delimited argument, so we have to try to remove it.
- // We "try", because the prev might be something that
- // a simple deletion cannot remove completely
- return drop_prev(special);
- }
- }
-
-}
-
-std::string
-TPushParser::do_drop_groupId(bool special)
-{
- // if we are here, the cursor's parent is a group with Id
- assert(cursor.parent() && cursor.parent().isG() && cursor.parent().hasId());
- TNode parent = cursor.parent();
-
- // we have to take different actions based on if the cursor has a preceding
- // element or not
- TNode prev = cursor.prev();
- if (prev)
- {
- // the cursor has a preceding element, so we try to remove it
- if (special) return drop_prev(special);
- else
- {
- std::string str = drop_prev(special);
-
- // We control if the group has to be removed, because the cursor
- // might be the only element of the group.
- // But we have to be careful, because drop_prev could change the TML tree
- // more than we think...parent could no longer exist!
- parent = cursor.parent();
- if ((parent.first() == cursor) && parent.isG() && parent.hasId())
- rgreplace_father();
-
- return str;
- }
- }
- else
- {
- // the cursor has no preceding elements, so we have to remove the
- // group.
- if (special)
- {
- parent.replace(cursor);
- return "";
- }
- else
- {
- rgreplace_father();
- // we have to re-start the process, because it' a graphical deletion
- return do_drop(special);
- }
- }
-
-} // end of method do_drop_groupId()
-
-std::string
-TPushParser::do_drop_phantom_group(bool special)
-{
- // if we are here, the cursor MUST be a child of a
- // phantom group.
- assert(cursor.parent() && cursor.parent().isG() && !cursor.parent().hasId());
-
- TNode parent = cursor.parent();
-
- // now we have to control if the cursor has a preceding element or not
- TNode prev = cursor.prev();
- if (prev)
- {
- if (parent.parent() && parent.parent().isC())
- {
- // there is a frame in the stack
- assert(!frames.empty());
- if (frames.top().entry.pattern.size())
- {
- Frame& frame = frames.top();
- if (special)
- {
- // we are in a delimited argument. If the user has inserted a proper subset of the
- // delimiters'sequence, we start to remove the previous delimiter. Start to remove
- // a delimiter means that that delimiter must be removed from the count of inserted delimiters.
- // It means that we have to decrement the member pos.
- if (frame.entry.pattern[frame.pos].category != TToken::PARAMETER)
- {
- std::string del = frame.entry.pattern[frame.pos].value;
- frame.pos--;
- return "\\" + del;
- }
- }
- else
- {
- // we are in a delimited argument. If the user has inserted a proper subset of the delimiters'sequence,
- // we have to remove the portion the user has inserted.
- while (frame.entry.pattern[frame.pos].category != TToken::PARAMETER) frame.pos--;
- }
- }
- }
-
- // the cursor has a preceding element, so we try to remove it
- std::string str = drop_prev(special);
-
- if (special) return str;
- else
- {
- // now we have to control the parent, to handle the case of primes. But we have returned from a drop_prev(), which
- // could change the TML tree. So not asssuming that cursor's parent is unchanged is convenient.
- parent = cursor.parent();
- if (parent.isG() && !parent.hasId() && (parent.size() == 1) && parent.parent().isSp())
- {
- // in this case the drop_prev has removed the only element preceding the cursor.
- // Since the phantom group is an sp's child, the user has removed all \' in the
- // phantom group.
- // Now we have some possibilities:
- // - we can replace the phantom group with the cursor, giving the user the chance to insert a new
- // exponent
- // - we can remove the phantom group and the sp element, recreating the state before the user inserted the first
- // prime.
- // At the moment we implement the second one.
- assert(parent.parent().size() == 2);
- TNode gparent = parent.parent();
- TNode base = gparent.first();
- cursor.remove();
- parent.remove();
- gparent.replace(base);
- // now base's parent is no more gparent
- base.parent().append(cursor);
-
- return str;
- }
- else if (parent.isG() && !parent.hasId() && parent.parent().isSp())
- {
- // in this case we have to place the cursor after the sp element
- cursor.remove();
- assert(parent.parent().parent());
- parent.parent().parent().append(cursor);
- return str;
- }
- else return str;
- }
- }
- else
- {
- // in this case the cursor is the only element of the phantom group,
- // so we have to remove it. But, a phantom group has a special role,
- // so we have to control the grand father of the cursor.
- TNode gfather = parent.parent();
- if (!gfather)
- {
- // If here, the TML tree is in an inconsistent state
- logger.error("TML tree in a inconsistent state");
- return "";
- }
- else if (gfather.isC())
- {
- // in this case the phantom group is child of a MACRO.
- // We have to control the nature of this MACRO.
- assert(!frames.empty());
- Frame& frame = frames.top();
-
- // this variable is useful in a special deletion
- std::string macro_name = gfather.nameC();
-
- if (frame.entry.leftOpen && frame.entry.rightOpen)
- {
- // in this case, the cursor'parent is in the second and last child
- // of the MACRO. We can assert that the grand father has two
- // children, which are both phantom groups
- assert(gfather.size() == 2);
- assert((gfather.last() == parent) && (gfather.first().isG() && !gfather.first().hasId()));
- assert(frame.pos == 0);
-
- TNode ggfather = gfather.parent();
- assert(ggfather);
- cursor.remove();
- parent.remove();
- // we have to replace the gfather with the elements of its first child, but this group may have no
- // children.
- if (gfather.first().size())
- {
- gfather.replace(gfather.first().first(), TNode());
- ggfather.append(cursor);
- }
- else
- {
- // in this case, the MACRO has to be replaced with the cursor
- gfather.first().remove();
- gfather.replace(cursor);
- }
- // now we have the situation preceding the insertion of the leftOpen and rightOpen MACRO.
- // this MACRO no longer exists.
- frames.pop();
-
- if (special) return "\\" + macro_name;
- else
- {
- // to give a standard behavior to the graphical deletion, we call the do_drop.
- return do_drop(special);
- }
- }
- else if (frame.entry.rightOpen)
- {
- // the user has inserted a rightOpen MACRO, and now, this MACRO has no children (excluding the
- // phantom group), so we remove the MACRO.
- // We can assert that cursor's parent is the only child of the MACRO
- assert(gfather.size() == 1);
- assert(frame.pos == 0);
- cursor.remove();
- parent.remove();
- gfather.replace(cursor);
-
- // now we have the situation preceding the rightOpen MACRO, so we have to pop the frame
- frames.pop();
-
- if (special) return "\\" + macro_name;
- else
- {
- // to give a standard behavior to the graphical deletion, we call the do_drop.
- return do_drop(special);
- }
-
- }
- else if (frame.entry.leftOpen)
- {
- // this situation will never occur.
- logger.error("the parser has generated a wrong TML tree");
- return "";
- }
- else if (!frame.entry.pattern.empty())
- {
- // the MACRO accepts arguments, and the phantom group in which
- // the cursor is, rappresents a delimited argument.
- // We have to control if the cursor's parent has a preceding element,
- // or not.
- TNode uncle = parent.prev();
- if (!uncle)
- {
- // the parent is the only element of the MACRO.
- // we can assert that frame.pos == 0.
- // In this case we can replace the MACRO with the cursor
- assert(frame.pos == 0);
- cursor.remove();
- parent.remove();
- gfather.replace(cursor);
- frames.pop();
-
- if (special) return "\\" + macro_name;
- else
- {
- // once we have replaced the empty macro with the cursor, we can remove
- // something else
- return do_drop(special);
- }
- }
- else
- {
- // the parent has a preceding element. Now we have
- // to control if the uncle is a delimited argument or not.
- if (uncle.isG() && !uncle.hasId())
- {
- // cursor's uncle is a delimited argument
- cursor.remove();
- parent.remove();
- uncle.append(cursor);
- if (special)
- {
- // we have to start removing the last delimiter of the delimited
- // argument.
- std::string last_del = frame.entry.pattern[frame.pos - 1].value;
- frame.pos = frame.pos - 2;
- return "\\" + last_del;
- }
- else
- {
- // the uncle is a delimited argument. So we have to ideally
- // remove the sequence of delimiters.
- assert(frame.pos > 1);
- unsigned sequence_length = frame.pos - frame.entry.previousParam(frame.pos) - 1;
- assert(frame.entry.previousParam(frame.pos) != frame.entry.pattern.size());
- assert(sequence_length);
- // sequence_length is the length of the delimiters sequence which separates
- // the current parameter and the previous parameter
- frame.pos = frame.pos - sequence_length - 1;
-
- // once removed the sequnce of delimiters, we can start to remove the actual
- // parameter. We can call the do_drop_phantom_group() because a delimited argument
- // is always a phantom group's child
- return do_drop_phantom_group(special);
- }
- }
- else
- {
- // the uncle is a not delimited argument, so we try to remove it.
- cursor.remove();
- parent.replace(cursor);
- parent = cursor.parent(); // we update the parent (it should be the MACRO)
- assert(parent.isC());
-
- // now we try to remove the uncle (now it' the preceding element)
- return drop_prev(special);
- }
- } // this is the else's end, that handles the case in which an uncle exists
- } // end of if (!frame.entry.pattern.empty())
- else
- {
- // the entry has no arguments, is not rightOpen and is not leftOpen.
- logger.error("TML tree in a strange state");
- return "";
- }
- } // end of if (gfather.isC())
- else if (gfather.is("cell"))
- {
- // A table is a control sequence, so there is a frame in the stack
- assert(!frames.empty());
- assert(frames.top().pos == 0);
- assert(frames.top().entry.table == 1);
-
- // a cell MUST be a row's child, which in turn is a table's child
- assert(gfather.parent() && gfather.parent().is("row") && gfather.parent().parent());
-
- // this variable is useful to handle the special deletion
- std::string table_name = gfather.parent().parent().nameC();
-
- TNode row = gfather.parent();
-
- // in this case the cell has no element, so the user wants to delete this cell.
- TNode prev_cell = gfather.prev();
- cursor.remove();
- parent.remove();
- gfather.remove();
- // now the cell no longer exists
-
- if (!prev_cell)
- {
- // in this case, the cell was the only cell in the row.
- // So, we assume that the user wants to delete the entire row.
- TNode table = row.parent();
- TNode prev_row = row.prev();
- row.remove();
-
- if (!prev_row)
- {
- if (special)
- {
- // Since there was a cell (and a row), the user has typed a "{" to
- // We ideally remove this character.
- table.append(cursor);
- return "";
- }
- else
- {
- // the row was the only child of the table.
- // so we have to delete the entire table
- assert(table.parent());
- TNode parent_table = table.parent();
- table.remove();
- frames.pop();
- parent_table.append(cursor);
- return "";
- }
- }
- else
- {
- // there are other rows (one or more)
- assert(prev_row.is("row"));
- assert(prev_row.last());
- TNode last_cell = prev_row.last();
- assert(last_cell.is("cell"));
- assert(last_cell.size() == 1);
- assert(last_cell.first().isG() && !last_cell.first().hasId());
- last_cell.first().append(cursor);
- // Since cells and rows are separated by spaces and CRs
- // (and the user can see this spaces and CRs), a special deletion
- // is equivalent to a normal deletion
- return "";
- }
- } // end of if (!prev_cell)
- else
- {
- // being here means that there is a previous cell,
- // so we append the cursor to group.
- assert(prev_cell.size() == 1);
- assert(prev_cell.first().isG() && !prev_cell.first().hasId());
- prev_cell.first().append(cursor);
- return "";
- }
- } // end of if (gfather.is("cell"))
- else if (gfather.isSp())
- {
- // we cannot be here because a phantom group can be a Sp child only
- // in two cases. If the user has typed somethong like:
- // $^
- // the cursor is not phantom group's child.
- // If the user has typed somethong like
- // ..''
- // In this case the sequence of ' is placed in a phantom group,
- // which becomes the exponent of the script. But, the cursor is
- // always outside the phantom group
- logger.error("TML tree in a strange state");
- return "";
- }
- else if (gfather.is("math"))
- {
- // in this case we ignore the user's will of deleting
- // but we could also decide to remove the math mode.
- logger.warning("nothing to delete");
- return "";
- }
- else
- {
- // cursor's grand father is undefined
- logger.error("TML tree is in an unknown state");
- return "";
- }
- } // end of the else of the if (prev)
-
-}
-
-
-std::string
-TPushParser::do_drop(bool special)
-{
- // we have to handle the case in wich the cursor has a parent or not
- if (!cursor.parent())
- {
- // it's not a good situation...at the moment we do not take actions
- logger.error("TML tree not well structured");
- return "";
- }
- else
- {
- // a parent exists. We have to take differnt actions, based on the nature of
- // the parent
- TNode parent = cursor.parent();
- if (parent.is("math"))
- {
- // we ca do two thing...we can remove the math mode (it implies controlling the display attribute), we can do nothing
- // At the moment, the user's will of deleting is simply ignored
- logger.warning("nothing to delete");
- return "";
- }
- else if (parent.isG())
- {
- // the cursor's parent is a group. We have to control if it's a phantom group or not
- if (parent.hasId())
- {
- return do_drop_groupId(special);
- }
- else
- {
- return do_drop_phantom_group(special);
- }
- } // end of parent is group
- else if (parent.isC())
- {
- return do_drop_macro(special);
- } // end of parent is a MACRO
- else if (parent.isSp() || parent.isSb())
- {
- return do_drop_script(special);
- } // end of parent is sp or sb
- } // end of the else which consider the case in which parent exists
-
-} // end of method do_drop
-
-bool
-TPushParser::process(const TToken& token)
-{
- switch (token.category)
- {
- case TToken::BEGIN: return do_begin();
- case TToken::END: return do_end();
- case TToken::SHIFT: return do_shift();
- case TToken::ALIGN: return do_align();
- case TToken::EOL: return do_eol();
- case TToken::PARAMETER: return do_parameter(token.value);
- case TToken::SUPERSCRIPT: return do_superscript();
- case TToken::SUBSCRIPT: return do_subscript();
- case TToken::IGNORABLE_SPACE: return do_ignorablespace(token.value);
- case TToken::SPACE: return do_space(token.value);
- case TToken::LETTER: return do_letter(token.value);
- case TToken::DIGIT: return do_digit(token.value);
- case TToken::OTHER: return do_other(token.value);
- case TToken::ACTIVE: return do_active(token.value);
- case TToken::COMMENT: return do_comment();
- case TToken::CONTROL: return do_control(token.value);
- }
-}
-
-void
-TPushParser::push(const TToken& token)
-{
- TNode parent = cursor.parent();
- // If the cursor has no parent then it is detached from the editing
- // tree, which means this token will be ignored
-
- if (parent)
- // If the parent is a phantom group and the grand-parent is a
- // control sequence, there are two cases:
- // a. we are parsing a delimited argument of a entry
- // b. we are parsing a side of a right- or left-open entry
- if (parent.isG() && !parent.hasId() && parent.parent().isC())
- {
- // There must be an open frame, for the grand-parent is a control sequence
- assert(!frames.empty());
- Frame& frame = frames.top();
- if (!frame.entry.pattern.empty())
- {
- // The entry pattern is not empty. By our conventions this means
- // the entry cannot be open at either end, hence we are parsing
- // a delimited argument
- assert(frame.pos + 1 < frame.entry.pattern.size());
- assert(frame.entry.pattern[frame.pos + 1].category != TToken::PARAMETER);
- if (frame.entry.pattern[frame.pos + 1] == token)
- {
- // The token matches with a delimiter of the argument,
- // hence we increment the frame.pos
- frame.pos++;
-
- if (frame.entry.lastDelimiter(frame.pos))
- {
- // this delimiter is the last one for the argumet,
- // so the argument is completed
- cursor.remove();
- advance(parent);
- }
- }
- else
- {
- // Delimiter mismatch.
- if (frame.entry.pattern[frame.pos].category != TToken::PARAMETER)
- {
- // in this case, there is a sequence of delimiters that delimitates
- // the argument, and the user has correctly inserted a portion of this
- // sequence, but now has inserted a wrong delimiter.
- // Here, there are some possibilities:
- // - ignore the token, and wait for the correct delimiter
- // - ignore the token, wait for the correct delimiter and emit an error
- // At the moment, we implement the second possibily
- logger.warning("it's not the correct delimiter...you have to type '" + frame.entry.pattern[frame.pos + 1].value + "'");
- }
- else
- {
- // in this case, the sequence of delimiters is composed of one
- // delimiter. It means that we have to process the token
- process(token);
- }
- }
- }
- else
- {
- // The entry pattern is empty, hence we are parsing a right-open
- // entry. What happens if we actually are in the left side?
- // This could happen only when re-editing an entered expression
- // We'll see...
- assert(frame.entry.rightOpen);
- process(token);
- }
- }
- else if (parent.isC())
- {
- // We are parsing a non-delimited argument entry
- // or a fixed token
- Frame& frame = frames.top();
- assert(frame.pos < frame.entry.pattern.size());
-
- if (frame.entry.pattern[frame.pos].category == TToken::PARAMETER)
- {
- // As by the TeX parsing rules of undelimited parameters,
- // empty spaces are ignored
- if ((token.category != TToken::SPACE) && (token.category != TToken::IGNORABLE_SPACE)) process(token);
- }
- else if (frame.entry.pattern[frame.pos] == token)
- {
- // The token has been accepted
- frame.pos++;
- if (frame.pos < frame.entry.pattern.size() &&
- frame.entry.paramDelimited(frame.pos))
- {
- // If the next is a delimited argument we have to place
- // the phantom group with the cursor inside
- TNode g = doc.createG();
- cursor.replace(g);
- g.append(cursor);
- }
- else
- {
- cursor.remove();
- advance(parent);
- }
- }
- else
- {
- // There is a mismatch. Emit an error and ignore the token?
- logger.warning("ignored token: " + token.value);
- }
- }
- else
- process(token);
- else
- {
- logger.warning("ignored token");
- }
-
- if (factory && doc.dirtyNode() && !frozen()) factory->documentModified(doc);
-}
-
-std::string
-TPushParser::drop(bool special)
-{
- std::string str = do_drop(special);
- if (factory && doc.dirtyNode() && !frozen()) factory->documentModified(doc);
- return str;
-}
-
-void
-TPushParser::advance(const TNode& node)
-{
- assert(node);
-
- if (!node.parent())
- {
- // this is an error
- logger.error("wrong TML tree");
- }
- else if (node.parent().isG())
- {
- TNode next = node.next();
- if (next) next.insert(cursor);
- else node.parent().append(cursor);
- }
- else if (node.parent().isC())
- {
- assert(!frames.empty());
- if ((frames.top().pos + 1 == frames.top().entry.pattern.size()) || (frames.top().entry.pattern.empty()))
- {
- // we are here when we have a right open macro, or the inserted element is the last one
- if (frames.top().entry.rightOpen)
- {
- // we have to remove the frame from the stack
- frames.pop();
- advance(node.parent().parent());
- }
- else
- {
- frames.pop();
- advance(node.parent());
- }
- }
- else if (frames.top().entry.paramDelimited(frames.top().pos + 1))
- {
- // the next argument is delimited, so we have to create a phantom group
- TNode g = doc.createG();
- g.append(cursor);
- node.parent().append(g);
- frames.top().pos++;
- }
- else
- {
- // the next argumet is not delimited, so we have to append the cursor
- // to the MACRO
- node.parent().append(cursor);
- frames.top().pos++;
- }
- }
- else advance(node.parent());
-}
-
-void
-TPushParser::setCursorHint(const std::string& c)
-{
- if (cursor["val"] != c)
- {
- cursor["val"] = c;
- if (factory && doc.dirtyNode() && !frozen()) factory->documentModified(doc);
- }
-}
-
-bool
-TPushParser::hideCursor()
-{
- if (hiddenCursor++ == 0)
- {
- cursor["visible"] = "0";
- if (factory && doc.dirtyNode() && !frozen()) factory->documentModified(doc);
- return true;
- }
- else
- return false;
-}
-
-bool
-TPushParser::showCursor()
-{
- if (hiddenCursor > 0 && --hiddenCursor == 0)
- {
- cursor["visible"] = "1";
- if (factory && doc.dirtyNode() && !frozen()) factory->documentModified(doc);
- return true;
- }
- else
- return false;
-}
-
-bool
-TPushParser::thaw()
-{
- if (APushParser::thaw() && factory && doc.dirtyNode())
- {
- factory->documentModified(doc);
- return true;
- }
- else
- return false;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TPushParser_hh__
-#define __TPushParser_hh__
-
-#include <list>
-#include <stack>
-#include "TToken.hh"
-#include "APushParser.hh"
-#include "TDictionary.hh"
-#include "TDocument.hh"
-#include "TNode.hh"
-
-class TPushParser : public APushParser
-{
-public:
- TPushParser(class ALogger&, const class TDictionary&);
- TPushParser(class ALogger&, class AMathMLFactory&, const class TDictionary&);
- virtual ~TPushParser();
-
- virtual void reset(void);
- virtual void push(const TToken&);
- virtual std::string drop(bool);
- virtual void setCursorHint(const std::string&);
- virtual bool hideCursor(void);
- virtual bool showCursor(void);
-
- virtual bool thaw(void);
-
- DOM::Document document(void) const { return doc.document().cloneNode(true); }
-
-private:
- void init(void);
-
- TNode PRIME(void);
- bool isPrimes(const TNode&) const;
-
- bool do_begin(void);
- bool do_end(void);
- bool do_shift(void);
- bool do_align(void);
- bool do_eol(void);
- bool do_parameter(const std::string&);
- bool do_superscript(void);
- bool do_subscript(void);
- bool do_ignorablespace(const std::string&);
- bool do_space(const std::string&);
- bool do_letter(const std::string&);
- bool do_digit(const std::string&);
- bool do_other(const std::string&);
- bool do_active(const std::string&);
- bool do_comment(void);
- bool do_control(const std::string&);
-
- std::string drop_prev_token(bool);
- std::string drop_prev_script(bool);
- std::string drop_prev_group(bool);
- std::string drop_prev_macro(bool);
- std::string drop_prev(bool);
- void rgreplace_father(void);
- std::string do_drop_script(bool);
- std::string do_drop_macro(bool);
- std::string do_drop_groupId(bool);
- std::string do_drop_phantom_group(bool);
- std::string do_drop(bool);
-
- bool do_cr(void);
- bool do_apostrophe(void);
- void advance(const TNode&);
- bool correctBrace(void);
-
- bool process(const TToken&);
-
- struct Frame
- {
- Frame(const TDictionary::Entry& e) : entry(e), pos(0) { };
- Frame(const TDictionary::Entry&e, unsigned p) : entry(e), pos(p) { };
- const TDictionary::Entry& entry;
- unsigned pos;
- };
-
- std::stack<Frame> frames;
- unsigned nextId;
- TDocument doc;
- TNode cursor;
- unsigned hiddenCursor;
- const class TDictionary& dictionary;
-};
-
-#endif // __TPushParser_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TToken_hh__
-#define __TToken_hh__
-
-#include <string>
-
-struct TToken
-{
- enum TCat
- {
- BEGIN,
- END,
- SHIFT,
- ALIGN,
- EOL,
- PARAMETER,
- SUPERSCRIPT,
- SUBSCRIPT,
- IGNORABLE_SPACE,
- SPACE,
- LETTER,
- DIGIT,
- OTHER,
- ACTIVE,
- COMMENT,
- CONTROL
- };
-
- TToken(TCat c) : category(c) { };
- TToken(TCat c, char ch) : category(c), value(std::string(1, ch)) { };
- TToken(TCat c, const std::string& v) : category(c), value(v) { };
-
- bool operator==(const TToken& token) const { return category == token.category && value == token.value; };
-
- TCat category;
- std::string value;
-};
-
-#endif // __TToken_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <algorithm>
-#include <cassert>
-
-#include "TTokenizer.hh"
-#include "TPushLexer.hh"
-
-std::vector<TToken>
-TTokenizer::tokenize(const std::string& s)
-{
- TPushLexer lexer(logger, *this);
-
- tokens.clear();
- for (std::string::const_iterator p = s.begin();
- p != s.end();
- p++)
- lexer.push(*p);
-
- lexer.flush();
-
- std::vector<TToken> res;
- res.reserve(tokens.size());
- copy(tokens.begin(), tokens.end(), back_inserter(res));
-
- return res;
-}
-
-void
-TTokenizer::reset()
-{
- assert(0);
-}
-
-void
-TTokenizer::push(const TToken& token)
-{
- tokens.push_back(token);
-}
-
-std::string
-TTokenizer::drop(bool alt)
-{
- assert(0);
- return "";
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __TTokenizer_hh__
-#define __TTokenizer_hh__
-
-#include <string>
-#include <vector>
-#include <list>
-
-#include "TToken.hh"
-#include "APushParser.hh"
-
-class TTokenizer : private APushParser
-{
-public:
- TTokenizer(class ALogger& l) : APushParser(l) { };
-
- std::vector<TToken> tokenize(const std::string&);
-
-private:
- virtual void reset(void);
- virtual void push(const TToken&);
- virtual std::string drop(bool = false);
- virtual void setCursorHint(const std::string&) { };
- virtual bool hideCursor(void) { return false; };
- virtual bool showCursor(void) { return false; };
-
- std::list<TToken> tokens;
-};
-
-#endif // __TTokenizer_hh__
+++ /dev/null
-
-#define PKGDATADIR "@prefix@/share/@PACKAGE@"
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __dom_hh__
-#define __dom_hh__
-
-#include <GdomeSmartDOM.hh>
-#include <GdomeSmartDOMXSLT.hh>
-
-namespace DOM = GdomeSmartDOM;
-namespace DOMX = GdomeSmartDOMExt;
-
-typedef DOM::Char32 TChar;
-typedef DOM::UCS4String TString;
-
-inline bool isUnicodeSpace(TChar ch)
-{
- return ch == ' ' || ch == '\t' || ch == '\n' || ch == '\r';;
-}
-
-inline bool isUnicodeAlpha(TChar ch)
-{
- return (ch >= 'a' && ch <= 'z') || (ch >= 'A' && ch <= 'Z');
-}
-
-inline bool isUnicodeDigit(TChar ch)
-{
- return (ch >= '0' && ch <= '9');
-}
-
-#endif // __dom_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __globals_hh__
-#define __globals_hh__
-
-#define TML_NS_URI "http://helm.cs.unibo.it/2002/TML"
-#define XMLNS_NS_URI "http://www.w3.org/2000/xmlns/"
-#define MATHML_NS_URI "http://www.w3.org/1998/Math/MathML"
-
-#endif // __globals_hh__
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <sys/time.h>
-
-#include "timer.hh"
-
-long
-getTimer()
-{
- struct timeval time;
- gettimeofday(&time, 0);
- return time.tv_sec * 1000000 + time.tv_usec;
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __timer_hh__
-#define __timer_hh__
-
-long getTimer(void);
-
-#endif // __timer_hh__
+++ /dev/null
-.deps
-.libs
-Makefile
-Makefile.in
-editor
+++ /dev/null
-
-noinst_PROGRAMS = editor
-
-editor_SOURCES = editor.cc guiGTK.c aux.cc
-
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-
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- $(GTKMATHVIEW_LIBS) \
- $(top_builddir)/src/.libs/libeditex.a
-
-editor_LDADD = $(LDADDS)
-
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- $(GMETADOM_CFLAGS) \
- $(GDOMEXSLT_CFLAGS) \
- $(GTKMATHVIEW_CFLAGS) \
- -I$(top_srcdir)/src
-
+++ /dev/null
-# Makefile.in generated automatically by automake 1.4-p4 from Makefile.am
-
-# Copyright (C) 1994, 1995-8, 1999 Free Software Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
-
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-
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-top_srcdir = @top_srcdir@
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-
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-libexecdir = @libexecdir@
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-sharedstatedir = @sharedstatedir@
-localstatedir = @localstatedir@
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-includedir = @includedir@
-oldincludedir = /usr/include
-
-DESTDIR =
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-pkgincludedir = $(includedir)/@PACKAGE@
-
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-
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-GDOMEXSLT_LIBS = @GDOMEXSLT_LIBS@
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-HAVE_OCAMLC = @HAVE_OCAMLC@
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-OCAML_INCLUDE_DIR = @OCAML_INCLUDE_DIR@
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-
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-
-mkinstalldirs = $(SHELL) $(top_srcdir)/mkinstalldirs
-CONFIG_HEADER = ../config.h
-CONFIG_CLEAN_FILES =
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-PROGRAMS = $(noinst_PROGRAMS)
-
-
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-LIBS = @LIBS@
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-editor_DEPENDENCIES = $(top_builddir)/src/.libs/libeditex.a
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-CXXLD = $(CXX)
-CXXLINK = $(LIBTOOL) --mode=link $(CXXLD) $(AM_CXXFLAGS) $(CXXFLAGS) $(LDFLAGS) -o $@
-COMPILE = $(CC) $(DEFS) $(INCLUDES) $(AM_CPPFLAGS) $(CPPFLAGS) $(AM_CFLAGS) $(CFLAGS)
-LTCOMPILE = $(LIBTOOL) --mode=compile $(CC) $(DEFS) $(INCLUDES) $(AM_CPPFLAGS) $(CPPFLAGS) $(AM_CFLAGS) $(CFLAGS)
-CCLD = $(CC)
-LINK = $(LIBTOOL) --mode=link $(CCLD) $(AM_CFLAGS) $(CFLAGS) $(LDFLAGS) -o $@
-HEADERS = $(noinst_HEADERS)
-
-DIST_COMMON = Makefile.am Makefile.in
-
-
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-
-TAR = tar
-GZIP_ENV = --best
-DEP_FILES = .deps/aux.P .deps/editor.P .deps/guiGTK.P
-SOURCES = $(editor_SOURCES)
-OBJECTS = $(editor_OBJECTS)
-
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-.SUFFIXES:
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-$(srcdir)/Makefile.in: Makefile.am $(top_srcdir)/configure.ac $(ACLOCAL_M4)
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-
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- cd $(top_builddir) \
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-
-
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-
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-
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-
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-# and only if it is available.
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- $(COMPILE) -c `cygpath -w $<`
-
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- $(COMPILE) -c $<
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- -rm -f *.$(OBJEXT)
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- unique=`for i in $$list; do echo $$i; done | \
- awk ' { files[$$0] = 1; } \
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- here=`pwd` && cd $(srcdir) \
- && mkid -f$$here/ID $$unique $(LISP)
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-
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- cd $(top_srcdir) \
- && $(AUTOMAKE) --include-deps --build-dir=$$here --srcdir-name=$(top_srcdir) --output-dir=$$top_distdir --gnu test/Makefile
- @for file in $(DISTFILES); do \
- d=$(srcdir); \
- if test -d $$d/$$file; then \
- cp -pr $$d/$$file $(distdir)/$$file; \
- else \
- test -f $(distdir)/$$file \
- || ln $$d/$$file $(distdir)/$$file 2> /dev/null \
- || cp -p $$d/$$file $(distdir)/$$file || :; \
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- done
-
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- tr ' ' '\012' < .deps/$(*F).pp \
- | sed -e 's/^\\$$//' -e '/^$$/ d' -e '/:$$/ d' -e 's/$$/ :/' \
- >> .deps/$(*F).P; \
- rm .deps/$(*F).pp
-
-%.lo: %.cc
- @echo '$(LTCXXCOMPILE) -c $<'; \
- $(LTCXXCOMPILE) -Wp,-MD,.deps/$(*F).pp -c $<
- @-sed -e 's/^\([^:]*\)\.o[ ]*:/\1.lo \1.o :/' \
- < .deps/$(*F).pp > .deps/$(*F).P; \
- tr ' ' '\012' < .deps/$(*F).pp \
- | sed -e 's/^\\$$//' -e '/^$$/ d' -e '/:$$/ d' -e 's/$$/ :/' \
- >> .deps/$(*F).P; \
- rm -f .deps/$(*F).pp
-info-am:
-info: info-am
-dvi-am:
-dvi: dvi-am
-check-am: all-am
-check: check-am
-installcheck-am:
-installcheck: installcheck-am
-install-exec-am:
-install-exec: install-exec-am
-
-install-data-am:
-install-data: install-data-am
-
-install-am: all-am
- @$(MAKE) $(AM_MAKEFLAGS) install-exec-am install-data-am
-install: install-am
-uninstall-am:
-uninstall: uninstall-am
-all-am: Makefile $(PROGRAMS) $(HEADERS)
-all-redirect: all-am
-install-strip:
- $(MAKE) $(AM_MAKEFLAGS) AM_INSTALL_PROGRAM_FLAGS=-s install
-installdirs:
-
-
-mostlyclean-generic:
-
-clean-generic:
-
-distclean-generic:
- -rm -f Makefile $(CONFIG_CLEAN_FILES)
- -rm -f config.cache config.log stamp-h stamp-h[0-9]*
-
-maintainer-clean-generic:
-mostlyclean-am: mostlyclean-noinstPROGRAMS mostlyclean-compile \
- mostlyclean-libtool mostlyclean-tags mostlyclean-depend \
- mostlyclean-generic
-
-mostlyclean: mostlyclean-am
-
-clean-am: clean-noinstPROGRAMS clean-compile clean-libtool clean-tags \
- clean-depend clean-generic mostlyclean-am
-
-clean: clean-am
-
-distclean-am: distclean-noinstPROGRAMS distclean-compile \
- distclean-libtool distclean-tags distclean-depend \
- distclean-generic clean-am
- -rm -f libtool
-
-distclean: distclean-am
-
-maintainer-clean-am: maintainer-clean-noinstPROGRAMS \
- maintainer-clean-compile maintainer-clean-libtool \
- maintainer-clean-tags maintainer-clean-depend \
- maintainer-clean-generic distclean-am
- @echo "This command is intended for maintainers to use;"
- @echo "it deletes files that may require special tools to rebuild."
-
-maintainer-clean: maintainer-clean-am
-
-.PHONY: mostlyclean-noinstPROGRAMS distclean-noinstPROGRAMS \
-clean-noinstPROGRAMS maintainer-clean-noinstPROGRAMS \
-mostlyclean-compile distclean-compile clean-compile \
-maintainer-clean-compile mostlyclean-libtool distclean-libtool \
-clean-libtool maintainer-clean-libtool tags mostlyclean-tags \
-distclean-tags clean-tags maintainer-clean-tags distdir \
-mostlyclean-depend distclean-depend clean-depend \
-maintainer-clean-depend info-am info dvi-am dvi check check-am \
-installcheck-am installcheck install-exec-am install-exec \
-install-data-am install-data install-am install uninstall-am uninstall \
-all-redirect all-am all installdirs mostlyclean-generic \
-distclean-generic clean-generic maintainer-clean-generic clean \
-mostlyclean distclean maintainer-clean
-
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-#include <assert.h>
-
-#include <gdome.h>
-#include <gdome-util.h>
-#include <GdomeSmartDOM.hh>
-
-//#include "gmetadom.hh"
-
-namespace DOM = GdomeSmartDOM;
-
-static unsigned
-getDepth(const DOM::Element& elem)
-{
- unsigned length = 0;
- DOM::Element p = elem;
-
- while (p)
- {
- p = p.get_parentNode();
- length++;
- }
-
- return length;
-}
-
-static DOM::Element
-findCommonAncestor(const DOM::Element& first, const DOM::Element& last)
-{
- assert(first);
- assert(last);
-
- DOM::Element p(first);
- DOM::Element q(last);
-
- if (p != q)
- {
- unsigned pDepth = getDepth(p);
- unsigned qDepth = getDepth(q);
-
- while (p && pDepth > qDepth)
- {
- p = p.get_parentNode();
- pDepth--;
- }
-
- while (q && qDepth > pDepth)
- {
- q = q.get_parentNode();
- qDepth--;
- }
-
- assert(pDepth == qDepth);
-
- while (p && q && p != q)
- {
- p = p.get_parentNode();
- q = q.get_parentNode();
- }
- }
-
- return p;
-}
-
-static void
-findCommonSiblings(const DOM::Element& first, const DOM::Element& last,
- DOM::Element& firstS, DOM::Element& lastS)
-{
- assert(first);
- assert(last);
-
- DOM::Element p(first);
- DOM::Element q(last);
-
- if (p != q)
- {
- unsigned pDepth = getDepth(p);
- unsigned qDepth = getDepth(q);
-
- while (p && pDepth > qDepth)
- {
- p = p.get_parentNode();
- pDepth--;
- }
-
- while (q && qDepth > pDepth)
- {
- q = q.get_parentNode();
- qDepth--;
- }
-
- assert(pDepth == qDepth);
-
- while (p && q && p.get_parentNode() != q.get_parentNode())
- {
- p = p.get_parentNode();
- q = q.get_parentNode();
- }
- }
-
- firstS = p;
- lastS = q;
-}
-
-static DOM::Element
-findElementWithRef(const DOM::Element& el)
-{
- DOM::Element p = el;
- while (p && !p.hasAttribute("xref")) p = p.get_parentNode();
- return p;
-}
-
-static DOM::Node
-leftmostChild(const DOM::Node& node)
-{
- if (!node) return node;
-
- DOM::Node firstChild = node.get_firstChild();
- if (!firstChild) return node;
-
- return leftmostChild(firstChild);
-}
-
-static DOM::Node
-rightmostChild(const DOM::Node& node)
-{
- if (!node) return node;
-
- DOM::Node lastChild = node.get_lastChild();
- if (!lastChild) return node;
-
- return rightmostChild(lastChild);
-}
-
-static DOM::Node
-leftSibling(const DOM::Node& node)
-{
- DOM::Node p = node;
-
- if (!p) return p;
-
- while (p.get_parentNode() && p.get_parentNode().get_firstChild() == p)
- p = p.get_parentNode();
-
- if (!p.get_parentNode()) return DOM::Node(0);
-
- DOM::Node prevSibling = p.get_previousSibling();
- assert(prevSibling);
-
- return rightmostChild(prevSibling);
-}
-
-static DOM::Node
-rightSibling(const DOM::Node& node)
-{
- DOM::Node p = node;
-
- if (!p) return p;
-
- DOM::Node firstChild = p.get_firstChild();
- if (firstChild) return firstChild;
-
- while (p.get_parentNode() && p.get_parentNode().get_lastChild() == p)
- p = p.get_parentNode();
-
- if (!p.get_parentNode()) return DOM::Node(0);
-
- DOM::Node nextSibling = p.get_nextSibling();
- assert(nextSibling);
-
- return leftmostChild(nextSibling);
-}
-
-extern "C" GdomeElement*
-find_common_ancestor(GdomeElement* first, GdomeElement* last)
-{
- if (GdomeNode* n = findCommonAncestor(DOM::Element(first), DOM::Element(last)).gdome_object())
- {
- GdomeElement* res = gdome_cast_el(n);
- g_assert(res != NULL);
- return res;
- }
- else
- return NULL;
-}
-
-extern "C" void
-find_common_siblings(GdomeElement* first, GdomeElement* last,
- GdomeElement** firstS, GdomeElement** lastS)
-{
- DOM::Element fs(0);
- DOM::Element ls(0);
-
- findCommonSiblings(DOM::Element(first), DOM::Element(last), fs, ls);
-
- if (firstS != NULL) *firstS = gdome_cast_el(fs.gdome_object());
- if (lastS != NULL) *lastS = gdome_cast_el(ls.gdome_object());
-}
-
-extern "C" GdomeElement*
-find_element_with_ref(GdomeElement* elem)
-{
- if (GdomeNode* n = findElementWithRef(DOM::Element(elem)).gdome_object())
- {
- GdomeElement* res = gdome_cast_el(n);
- g_assert(res != NULL);
- return res;
- }
- else
- return NULL;
-}
-
-extern "C" GdomeElement*
-find_common_ancestor_with_ref(GdomeElement* first, GdomeElement* last)
-{
- if (GdomeNode* n = findElementWithRef(findCommonAncestor(DOM::Element(first), DOM::Element(last))).gdome_object())
- {
- GdomeElement* res = gdome_cast_el(n);
- g_assert(res != NULL);
- return res;
- }
- else
- return NULL;
-}
-
-extern "C" void
-delete_element(GdomeElement* elem)
-{
- DOM::Element p(elem);
-
- DOM::Element parent = p.get_parentNode();
- assert(parent);
-
- parent.removeChild(p);
-}
-
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <cassert>
-
-#include "dom.hh"
-#include "TPushParser.hh"
-#include "timer.hh"
-
-#include "ILPushLexer.hh"
-#include "TDictionary.hh"
-#include "CLoggerConsole.hh"
-#include "CMathMLFactoryXSLT.hh"
-#include "CMathMLFactoryXSLTDiff.hh"
-#include "AMathMLConsumer.hh"
-
-#include "guiGTK.h"
-
-extern void *parseMathMLFile(char *);
-
-struct Context
-{
- /*
- Context(const std::string& s, TPushLexer& l, TPushParser& p) : buffer(s), i(0), lexer(l), parser(p) { };
- */
- Context(const std::string& s, APushLexer& l, TPushParser& p, DOMX::XSLTStylesheet& ts)
- : buffer(s), i(0), lexer(l), parser(p), texStyle(ts) { };
-
- void send(void)
- {
- if (i < buffer.length()) lexer.push(buffer[i++]);
- }
-
- std::string buffer;
- unsigned i;
- APushLexer& lexer;
- TPushParser& parser;
- DOMX::XSLTStylesheet& texStyle;
-};
-
-extern "C" void
-edit_output_tex(Context* data)
-{
- assert(data);
- DOM::Document res = data->texStyle.apply(data->parser.document());
-#if 0
- res.normalize();
- DOM::Node c = res.get_firstChild();
- if (c) std::cout << "HEY, there is a child! " << c.get_nodeName() << " " << c.get_nodeValue() << std::endl;
-#endif
- //data->texStyle.save(res, stdout);
-}
-
-extern "C" int
-edit_timeout(Context* data)
-{
- assert(data);
- GUI_freeze();
- data->send();
- GUI_thaw();
- return 1;
-}
-
-extern "C" void
-edit_push_char(Context* context, gchar ch)
-{
- assert(context != NULL);
- long t0 = getTimer();
- GUI_freeze();
- std::cout << "*** SENDING " << ch << std::endl;
- context->lexer.push(ch);
- GUI_thaw();
- long t1 = getTimer();
- std::cout << "=== OVERALL TIME = " << (t1 - t0) / 1000 << std::endl;
-}
-
-#include <unistd.h>
-
-extern "C" void
-edit_push_string(Context* context, const gchar* s)
-{
- assert(context != NULL);
- assert(s != NULL);
-#if 0
-// GUI_freeze();
-// context->parser.freeze();
- for (unsigned i = 0; s[i]; i++)
- {
- GUI_freeze();
- context->lexer.push(s[i]);
- GUI_thaw();
- usleep(100000);
- usleep(100000);
- }
-// context->parser.thaw();
-// GUI_thaw();
-#endif
- context->buffer = s;
-}
-
-extern "C" void
-edit_drop(Context* context, gboolean alt, gboolean control)
-{
- // At the moment, the last parameter is not used, but it will
- // be useful when we will handle the "fast" deletion
- assert(context != NULL);
- GUI_freeze();
- context->lexer.drop(alt);
- GUI_thaw();
-}
-
-extern "C" void
-edit_reset_tex(Context* context)
-{
- assert(context != NULL);
- GUI_freeze();
- context->lexer.reset();
- context->parser.reset();
- GUI_thaw();
-}
-
-extern "C" void
-edit_complete(Context* context)
-{
- assert(context != NULL);
- GUI_freeze();
- if (!context->lexer.complete()) context->lexer.push('\t');
- GUI_thaw();
-}
-
-int
-main(int argc, char* argv[])
-{
- CLoggerConsole logger;
- logger.verbosity(ALogger::Debug);
-
- TDictionary dictionary(logger);
- logger.info("loading the dictionary...");
- dictionary.load("./dict/dictionary-tex.xml");
-
- logger.info("loading the stylesheet...");
- DOM::DOMImplementation di;
- DOM::Document mmlStyleDoc = di.createDocumentFromURI("./xsl/tml-mmlp.xsl");
- DOMX::XSLTStylesheet mmlStyle(mmlStyleDoc);
-
- DOM::Document texStyleDoc = di.createDocumentFromURI("./xsl/tml-texid.xsl");
- DOMX::XSLTStylesheet texStyle(texStyleDoc);
-
- CMathMLFactoryXSLT factory(logger, mmlStyle);
- TPushParser parser(logger, factory, dictionary);
- ILPushLexer lexer(logger, parser, dictionary);
-
-#if 0
- lexer.push('$');
- lexer.push(' ');
- assert(result);
-#endif
-
-#if 0
- DOM::Document doc = parser.document().document();
- std::vector< std::pair<DOM::GdomeString, DOM::GdomeString> > np;
- result = style.apply(doc, np);
- style.save(result, stdout);
-#endif
-
- Context context("", lexer, parser, texStyle);
-
- GUI_init(&argc, &argv, "EditTeX", 500, 600, &context);
- GUI_load_document(gdome_cast_doc(static_cast<GdomeNode*>(factory.document())));
- GUI_run();
- GUI_uninit();
- GUI_unload_document();
-
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-#include <stdio.h>
-#include <gtk/gtk.h>
-#include <gdk/gdkkeysyms.h>
-
-#include "guiGTK.h"
-
-#define XLINK_NS_URI "http://www.w3.org/1999/xlink"
-
-static GtkWidget* window;
-static GtkWidget* main_area;
-static GtkWidget* scrolled_area;
-
-static gpointer context = NULL;
-static gchar* doc_name = NULL;
-static GdomeElement* first_selected = NULL;
-static GdomeElement* root_selected = NULL;
-
-static void create_widget_set(gpointer);
-static GtkWidget* get_main_menu(void);
-static void file_open(GtkWidget*, gpointer);
-static void file_re_open(GtkWidget*, gpointer);
-static void file_close(GtkWidget*, gpointer);
-static void file_output_tex(GtkWidget*, gpointer);
-static void options_set_font_size(GtkWidget*, gpointer);
-static void options_change_font_size(GtkWidget*, gboolean);
-static void options_verbosity(GtkWidget*, guint);
-static void edit_delete_selection(GtkWidget*, gpointer);
-static void edit_select_parent(GtkWidget*, gpointer);
-static void edit_reset_selection(GtkWidget*, gpointer);
-static void edit_reset(GtkWidget*, gpointer);
-static void edit_insert(GtkWidget*, gpointer);
-static void help_about(GtkWidget*, gpointer);
-
-static GtkItemFactoryEntry menu_items[] = {
- { "/_File", NULL, NULL, 0, "<Branch>" },
- { "/File/_Open...", "<control>O", file_open, 0, NULL },
- { "/File/_Reopen", NULL, file_re_open, 0, NULL },
- { "/File/_Close", "<control>W", file_close, 0, NULL },
- { "/File/Output _TeX", NULL, file_output_tex, 0, NULL },
- { "/File/sep1", NULL, NULL, 0, "<Separator>" },
- { "/File/_Quit", "<control>Q", gtk_main_quit, 0, NULL },
-
- { "/_Edit", NULL, NULL, 0, "<Branch>" },
- { "/Edit/Reset Selection", NULL, edit_reset_selection, 0, NULL },
- { "/Edit/Delete Selection", NULL, edit_delete_selection, 0, NULL },
- { "/Edit/Select Parent", NULL, edit_select_parent, 0, NULL },
- { "/Edit/sep1", NULL, NULL, 0, "<Separator>" },
- { "/Edit/_Reset", NULL, edit_reset, 0, NULL },
- { "/Edit/Insert...", "<control>I", edit_insert, 0, NULL },
-
- { "/_Options", NULL, NULL, 0, "<Branch>" },
- { "/Options/Default _Font Size", NULL, NULL, 0, "<Branch>" },
- { "/Options/Default Font Size/Set...", NULL, options_set_font_size, 0, NULL },
- { "/Options/Default Font Size/sep1", NULL, NULL, 0, "<Separator>" },
- { "/Options/Default Font Size/Larger", NULL, options_change_font_size, TRUE, NULL },
- { "/Options/Default Font Size/Smaller", NULL, options_change_font_size, FALSE, NULL },
- { "/Options/Verbosity", NULL, NULL, 0, "<Branch>" },
- { "/Options/Verbosity/_Errors", NULL, options_verbosity, 0, "<RadioItem>" },
- { "/Options/Verbosity/_Warnings", NULL, options_verbosity, 1, "/Options/Verbosity/Errors" },
- { "/Options/Verbosity/_Info", NULL, options_verbosity, 2, "/Options/Verbosity/Errors" },
- { "/Options/Verbosity/_Debug", NULL, options_verbosity, 3, "/Options/Verbosity/Errors" },
-
- { "/_Help" , NULL, NULL, 0, "<LastBranch>" },
- { "/Help/About...", NULL, help_about, 0, NULL }
-};
-
-static void
-quick_message(const char* msg)
-{
- GtkWidget* dialog;
- GtkWidget* label;
- GtkWidget* okay_button;
-
- /* Create the widgets */
-
- dialog = gtk_dialog_new();
- label = gtk_label_new (msg);
- okay_button = gtk_button_new_with_label("OK");
-
- gtk_widget_set_usize(dialog, 300, 100);
-
- /* Ensure that the dialog box is destroyed when the user clicks ok. */
-
- gtk_signal_connect_object (GTK_OBJECT (okay_button), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), dialog);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area),
- okay_button);
-
- /* Add the label, and show everything we've added to the dialog. */
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), label);
- gtk_widget_show_all (dialog);
-}
-
-static void
-load_error_msg(const char* name)
-{
- char* msg = g_strdup_printf("Could not load\n`%s'", name);
- quick_message(msg);
- g_free(msg);
-}
-
-static guint edit_timeout_id;
-extern void edit_timeout(gpointer);
-
-void
-GUI_init(int* argc, char*** argv, char* title, guint width, guint height, gpointer c)
-{
- gtk_init(argc, argv);
-
- window = gtk_window_new(GTK_WINDOW_TOPLEVEL);
- gtk_window_set_title(GTK_WINDOW(window), title);
- gtk_window_set_default_size(GTK_WINDOW(window), width, height);
- gtk_signal_connect(GTK_OBJECT(window), "delete_event", (GtkSignalFunc) gtk_main_quit, NULL);
- create_widget_set(context);
-
- gtk_widget_show(window);
-
- context = c;
- /*edit_timeout_id = gtk_timeout_add(50, edit_timeout, context);*/
-}
-
-void
-GUI_uninit()
-{
- GdomeException exc = 0;
-
- if (first_selected != NULL)
- {
- gdome_el_unref(first_selected, &exc);
- g_assert(exc == 0);
- first_selected = NULL;
- }
-
- if (root_selected != NULL)
- {
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- root_selected = NULL;
- }
-
- context = NULL;
-}
-
-int
-GUI_load_document(GdomeDocument* doc)
-{
- GtkMathView* math_view;
-
- g_return_val_if_fail(doc != NULL, -1);
- g_return_val_if_fail(main_area != NULL, -1);
- g_return_val_if_fail(GTK_IS_MATH_VIEW(main_area), -1);
-
- math_view = GTK_MATH_VIEW(main_area);
-
- if (!gtk_math_view_load_document(math_view, doc)) return -1;
-
- return 0;
-}
-
-void
-GUI_freeze()
-{
- gtk_math_view_freeze(GTK_MATH_VIEW(main_area));
-}
-
-void
-GUI_thaw()
-{
- gtk_math_view_thaw(GTK_MATH_VIEW(main_area));
-}
-
-void
-GUI_unload_document()
-{
- GtkMathView* math_view;
-
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(main_area));
-
- math_view = GTK_MATH_VIEW(main_area);
-
- gtk_math_view_unload(math_view);
-
- if (doc_name != NULL) g_free(doc_name);
- doc_name = NULL;
-}
-
-void
-GUI_run()
-{
- gtk_main();
-}
-
-#if 0
-void
-GUI_set_font_manager(FontManagerId id)
-{
- gboolean t1;
- GtkMathView* math_view;
-
- g_return_if_fail(id != FONT_MANAGER_UNKNOWN);
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(main_area));
-
- t1 = id == FONT_MANAGER_T1;
-
- math_view = GTK_MATH_VIEW(main_area);
-
- gtk_math_view_freeze(math_view);
-
- if (id != gtk_math_view_get_font_manager_type(math_view))
- gtk_math_view_set_font_manager_type(math_view, id);
-
- gtk_widget_set_sensitive(anti_aliasing(math_view, GTK_CHECK_MENU_ITEM(anti_aliasing_item)->active);
- gtk_math_view_set_transparency(math_view, GTK_CHECK_MENU_ITEM(transparency_item)->active);
- }
-
- gtk_math_view_thaw(math_view);
-}
-#endif
-
-static void
-store_filename(GtkFileSelection* selector, GtkWidget* user_data)
-{
- gchar* selected_filename = gtk_file_selection_get_filename (GTK_FILE_SELECTION(user_data));
- if (selected_filename != NULL)
- GUI_load_document(selected_filename);
-}
-
-static void
-file_close(GtkWidget* widget, gpointer data)
-{
- GUI_unload_document();
-}
-
-static void
-file_re_open(GtkWidget* widget, gpointer data)
-{
- if (doc_name != NULL) {
- GUI_load_document(doc_name);
- }
-}
-
-static void
-file_open(GtkWidget* widget, gpointer data)
-{
- GtkWidget* fs = gtk_file_selection_new("Open File");
-
- gtk_signal_connect (GTK_OBJECT (GTK_FILE_SELECTION(fs)->ok_button),
- "clicked", GTK_SIGNAL_FUNC (store_filename), (gpointer) fs);
-
- /* Ensure that the dialog box is destroyed when the user clicks a button. */
-
- gtk_signal_connect_object (GTK_OBJECT (GTK_FILE_SELECTION(fs)->ok_button),
- "clicked", GTK_SIGNAL_FUNC (gtk_widget_destroy),
- (gpointer) fs);
-
- gtk_signal_connect_object (GTK_OBJECT (GTK_FILE_SELECTION(fs)->cancel_button),
- "clicked", GTK_SIGNAL_FUNC (gtk_widget_destroy),
- (gpointer) fs);
-
- /* Display that dialog */
-
- gtk_widget_show (fs);
-}
-
-static void
-file_output_tex(GtkWidget* widget, gpointer data)
-{
- g_assert(context != NULL);
- edit_output_tex(context);
-}
-
-#if 0
-static void
-options_font_manager(GtkWidget* widget, FontManagerId id)
-{
- g_return_if_fail(id != FONT_MANAGER_UNKNOWN);
- GUI_set_font_manager(id);
-}
-#endif
-
-static void
-options_verbosity(GtkWidget* widget, guint level)
-{
- gtk_math_view_set_log_verbosity(GTK_MATH_VIEW(main_area), level);
-}
-
-static void
-edit_delete_selection(GtkWidget* widget, gpointer data)
-{
- if (root_selected != NULL)
- {
- GdomeException exc;
- gtk_math_view_freeze(GTK_MATH_VIEW(main_area));
- printf("about to remove element %p\n", root_selected);
- delete_element(root_selected);
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- root_selected = NULL;
- gtk_math_view_thaw(GTK_MATH_VIEW(main_area));
- }
-}
-
-static void
-edit_select_parent(GtkWidget* widget, gpointer data)
-{
- if (root_selected != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* parent = gdome_n_parentNode(root_selected, &exc);
- g_assert(exc == 0);
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- root_selected = parent;
- /* gtk_math_view_set_selection(GTK_MATH_VIEW(main_area), root_selected); */
- }
-}
-
-static void
-edit_reset_selection(GtkWidget* widget, gpointer data)
-{
- if (root_selected != NULL)
- {
- GdomeException exc = 0;
- /* gtk_math_view_reset_selection(GTK_MATH_VIEW(main_area), root_selected); */
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- root_selected = NULL;
- }
-}
-
-static void
-edit_reset(GtkWidget* widget, gpointer data)
-{
- g_assert(context != NULL);
- edit_reset_tex(context);
-}
-
-static void
-insert_tex(GtkWidget* widget, GtkEntry* entry)
-{
- gchar* text;
- g_return_if_fail(entry != NULL);
-
- text = gtk_editable_get_chars(GTK_EDITABLE(entry), 0, -1);
- edit_push_string(context, text);
- g_free(text);
-}
-
-static void
-edit_insert(GtkWidget* widget, gpointer data)
-{
- GtkWidget* dialog;
- GtkWidget* entry;
- GtkWidget* ok;
- GtkWidget* cancel;
-
- dialog = gtk_dialog_new();
- entry = gtk_entry_new();
- ok = gtk_button_new_with_label("OK");
- cancel = gtk_button_new_with_label("Cancel");
-
- gtk_signal_connect (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (insert_tex), (gpointer) entry);
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_signal_connect_object (GTK_OBJECT (cancel), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_container_set_border_width (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), 5);
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), entry);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area), ok);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area), cancel);
-
- gtk_widget_show_all (dialog);
-}
-
-static void
-help_about(GtkWidget* widget, gpointer data)
-{
- GtkWidget* dialog;
- GtkWidget* label;
- GtkWidget* ok;
-
- dialog = gtk_dialog_new();
- label = gtk_label_new("\n MathML Editor \n Copyright (C) 2003 Luca Padovani \n");
- ok = gtk_button_new_with_label("Close");
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area),
- ok);
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), label);
-
- gtk_widget_show_all (dialog);
-}
-
-static void
-change_default_font_size(GtkWidget* widget, GtkSpinButton* spin)
-{
- g_return_if_fail(spin != NULL);
- gtk_math_view_set_font_size( GTK_MATH_VIEW(main_area), gtk_spin_button_get_value_as_int(spin));
-}
-
-static void
-options_change_font_size(GtkWidget* widget, gboolean larger)
-{
- gfloat size = gtk_math_view_get_font_size (GTK_MATH_VIEW(main_area));
- if (larger) size = size / 0.71;
- else size = size * 0.71;
- if (size < 1) size = 1;
- gtk_math_view_set_font_size (GTK_MATH_VIEW(main_area), (gint) size + 0.5);
-}
-
-static void
-options_set_font_size(GtkWidget* widget, gpointer data)
-{
- GtkWidget* dialog;
- GtkWidget* label;
- GtkWidget* ok;
- GtkWidget* cancel;
- GtkWidget* spin;
- GtkObject* adj;
-
- dialog = gtk_dialog_new();
- label = gtk_label_new("Default font size:");
- ok = gtk_button_new_with_label("OK");
- cancel = gtk_button_new_with_label("Cancel");
-
- adj = gtk_adjustment_new (gtk_math_view_get_font_size (GTK_MATH_VIEW(main_area)), 1, 200, 1, 1, 1);
- spin = gtk_spin_button_new (GTK_ADJUSTMENT(adj), 1, 0);
- gtk_spin_button_set_numeric (GTK_SPIN_BUTTON (spin), TRUE);
-
- gtk_signal_connect (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (change_default_font_size), (gpointer) spin);
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_signal_connect_object (GTK_OBJECT (cancel), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
-
- gtk_container_set_border_width (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), 5);
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area), ok);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area), cancel);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), label);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), spin);
-
- gtk_widget_show_all (dialog);
-}
-
-static void
-select_begin(GtkMathView* math_view, GdomeElement* first, gint state)
-{
- GdomeException exc = 0;
-
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(math_view));
- g_return_if_fail(first != NULL);
-
- gtk_math_view_freeze(math_view);
-
- if (root_selected != NULL)
- {
- gtk_math_view_unselect(math_view, root_selected);
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- }
-
- root_selected = first_selected = find_element_with_ref(first);
-
- if (root_selected != NULL)
- {
- gtk_math_view_select(math_view, root_selected);
- gdome_el_ref(root_selected, &exc);
- g_assert(exc == 0);
- }
-
- gtk_math_view_thaw(math_view);
-}
-
-static void
-select_over(GtkMathView* math_view, GdomeElement* elem, gint state)
-{
- GdomeElement* new_selected = NULL;
- GdomeException exc = 0;
-
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(math_view));
- g_return_if_fail(elem != NULL);
-
- if (first_selected == NULL || elem == NULL)
- new_selected = NULL;
- else
- new_selected = find_common_ancestor_with_ref(first_selected, elem);
-
- if (new_selected != root_selected)
- {
- gtk_math_view_freeze(math_view);
- if (root_selected != NULL)
- {
- gtk_math_view_unselect(math_view, root_selected);
- gdome_el_unref(root_selected, &exc);
- g_assert(exc == 0);
- }
- root_selected = new_selected;
- if (root_selected != NULL)
- gtk_math_view_select(math_view, root_selected);
- gtk_math_view_thaw(math_view);
- }
- else if (new_selected != NULL)
- {
- gdome_el_unref(new_selected, &exc);
- g_assert(exc == 0);
- }
-
-}
-
-static gboolean
-key_press_event(gpointer c,
- GdkEventKey* event,
- GtkWidget* widget)
-{
- g_return_val_if_fail(widget != NULL, FALSE);
- g_return_val_if_fail(event != NULL, FALSE);
- g_return_val_if_fail(context != NULL, FALSE);
-
- if (event->type != GDK_KEY_PRESS) return FALSE;
-
- switch (event->keyval)
- {
- case GDK_BackSpace:
- edit_drop(context, event->state & GDK_MOD1_MASK, event->state & GDK_CONTROL_MASK);
- break;
- case GDK_Tab:
- edit_complete(context);
- break;
- default:
- if ((event->state & (GDK_CONTROL_MASK | GDK_MOD1_MASK)) == 0 && event->keyval < 0x80)
- edit_push_char(context, event->keyval);
- return FALSE;
- }
-
- return TRUE;
-}
-
-static void
-create_widget_set(gpointer context)
-{
- GtkWidget* main_vbox;
- GtkWidget* menu_bar;
-
- main_vbox = gtk_vbox_new(FALSE, 1);
- gtk_container_border_width(GTK_CONTAINER(main_vbox), 1);
- gtk_container_add(GTK_CONTAINER(window), main_vbox);
- gtk_widget_show(main_vbox);
-
- menu_bar = get_main_menu();
- gtk_box_pack_start(GTK_BOX(main_vbox), menu_bar, FALSE, TRUE, 0);
- gtk_widget_show(menu_bar);
-
- main_area = gtk_math_view_new(NULL, NULL);
- gtk_widget_show(main_area);
-
- //gtk_math_view_set_log_verbosity(GTK_MATH_VIEW(main_area), 3);
-
- gtk_signal_connect_object (GTK_OBJECT (main_area),
- "select_begin", GTK_SIGNAL_FUNC (select_begin),
- (gpointer) main_area);
-
- gtk_signal_connect_object (GTK_OBJECT (main_area),
- "select_over", GTK_SIGNAL_FUNC (select_over),
- (gpointer) main_area);
-
- gtk_signal_connect_object (GTK_OBJECT(window),
- "key_press_event", GTK_SIGNAL_FUNC(key_press_event),
- context);
-
- gtk_widget_add_events(GTK_WIDGET(main_area), GDK_KEY_PRESS_MASK);
-
- scrolled_area = gtk_scrolled_window_new(NULL, NULL);
- gtk_scrolled_window_set_policy(GTK_SCROLLED_WINDOW(scrolled_area),
- GTK_POLICY_AUTOMATIC, GTK_POLICY_ALWAYS);
-
- gtk_widget_show(scrolled_area);
- gtk_container_add(GTK_CONTAINER(scrolled_area), main_area);
- gtk_box_pack_start(GTK_BOX(main_vbox), scrolled_area, TRUE, TRUE, 0);
-
- gtk_widget_show(main_vbox);
-}
-
-GtkWidget*
-get_main_menu()
-{
- GtkItemFactory* item_factory;
- GtkAccelGroup* accel_group;
- GtkWidget* menu_item;
-
- gint nmenu_items = sizeof(menu_items) / sizeof(menu_items[0]);
-
- accel_group = gtk_accel_group_new();
-
- item_factory = gtk_item_factory_new(GTK_TYPE_MENU_BAR, "<main>", accel_group);
-
- gtk_item_factory_create_items(item_factory, nmenu_items, menu_items, NULL);
-
- gtk_window_add_accel_group(GTK_WINDOW(window), accel_group);
-
- return gtk_item_factory_get_widget(item_factory, "<main>");
-}
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef guiGTK_h
-#define guiGTK_h
-
-#include <glib.h>
-#include <gdome.h>
-
-#include <gtk/gtkmathview_gmetadom.h>
-
-#ifdef __cplusplus
-extern "C" {
-#endif
-
- /* initGUI: some initialization stuff, creates the main window, sets it with a title */
- void GUI_init(int *, char ***, char *, guint, guint, gpointer);
- void GUI_uninit(void);
-
- int GUI_load_document(GdomeDocument*);
- int GUI_load_uri(const char*);
- void GUI_unload_document(void);
- void GUI_dump_entities(void);
-
- /* main: this is the main event loop, to be called when the program is ready to run */
- void GUI_run(void);
-
- void GUI_freeze(void);
- void GUI_thaw(void);
-
-#ifdef __cplusplus
-}
-#endif
-
-#endif /* guiGTK_h */
+++ /dev/null
-.deps
-.libs
-Makefile
-Makefile.in
-textomml
-config.dirs
+++ /dev/null
-
-noinst_PROGRAMS = textomml
-
-textomml_SOURCES = main.cc
-
-LDADDS = \
- $(GMETADOM_LIBS) \
- $(GDOMEXSLT_LIBS) \
- $(top_builddir)/src/.libs/libeditex.a
-
-textomml_LDADD = $(LDADDS)
-
-INCLUDES = \
- $(GMETADOM_CFLAGS) \
- $(GDOMEXSLT_CFLAGS) \
- -I$(top_srcdir)/src
-
+++ /dev/null
-#define PKGDATADIR "@prefix@/share/@PACKAGE@"
+++ /dev/null
-/* This file is part of EdiTeX, an editor of mathematical
- * expressions based on TeX syntax.
- *
- * Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- * 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/editex/
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <getopt.h>
-#include <fstream>
-#include <cassert>
-
-#include "dom.hh"
-#include "TPushParser.hh"
-#include "TPushLexer.hh"
-#include "TDictionary.hh"
-#include "CLoggerConsole.hh"
-#include "CMathMLFactoryXSLT.hh"
-#include "CMathMLFactoryXSLTDiff.hh"
-#include "AMathMLConsumer.hh"
-
-#include "config.dirs"
-
-enum CommandLineOptionId {
- OPTION_VERSION = 256,
- OPTION_HELP,
- OPTION_VERBOSE,
- OPTION_DICTIONARY,
- OPTION_TML_XSLT,
- OPTION_XSLT
-};
-
-static std::string tml_xslt = PKGDATADIR"/tml-mmlp.xsl";
-static std::string dictionary = PKGDATADIR"/dictionary-tex.xml";
-static bool xslt = true;
-
-static bool
-parseBoolean(const char* s, bool& res)
-{
- assert(s != NULL);
- if (!strcmp(s, "yes")) {
- res = true;
- return true;
- } else if (!strcmp(s, "no")) {
- res = false;
- return true;
- }
-
- return false;
-}
-
-static void
-printVersion()
-{
- std::cout << "TeX to MathML converter " << VERSION << " - Luca Padovani (C) 2003" << std::endl
- << "This program is covered by the GNU Lesser General Public Licence" << std::endl;
-}
-
-static void
-printHelp()
-{
- static char* helpMsg = "\
-Usage: textomml [options] file\n\n\
- -V, --version Output version information\n\
- -h, --help This small usage guide\n\
- -v, --verbose[=0-3] Display messages\n\
- --dictionary=<path> Full path of the dictionary\n\
- --tml-xslt=<path> Full path of the XSLT stylesheet\n\
- --xslt[=yes|no] Enable/disable XSLT transformation (default='yes')\n\
-";
-
- std::cout << helpMsg << std::endl;
- exit(0);
-}
-
-static void
-parseError(const char* option)
-{
- assert(option != NULL);
- std::cerr << "error while parsing option `" << option << "'" << std::endl << std::endl;
- printHelp();
-}
-
-int
-main(int argc, char* argv[])
-{
- CLoggerConsole logger;
-
- while (TRUE) {
- int option_index = 0;
- static struct option long_options[] =
- {
- { "version", no_argument, NULL, OPTION_VERSION },
- { "help", no_argument, NULL, OPTION_HELP },
- { "verbose", optional_argument, NULL, OPTION_VERBOSE },
- { "dictionary", required_argument, NULL, OPTION_DICTIONARY },
- { "tml-xslt", required_argument, NULL, OPTION_TML_XSLT },
- { "xslt", optional_argument, NULL, OPTION_XSLT },
-
- { NULL, no_argument, NULL, 0 }
- };
-
- int c = getopt_long(argc, argv, "Vhv::", long_options, &option_index);
-
- if (c == -1) break;
-
- switch (c) {
- case OPTION_VERSION:
- case 'V':
- printVersion();
- break;
-
- case OPTION_HELP:
- case 'h':
- printHelp();
- break;
-
- case OPTION_VERBOSE:
- case 'v':
- if (optarg == NULL) logger.verbosity(ALogger::Warning);
- else logger.verbosity(ALogger::Level(*optarg - '0'));
- break;
-
- case OPTION_DICTIONARY:
- dictionary = optarg;
- break;
-
- case OPTION_TML_XSLT:
- tml_xslt = optarg;
- break;
-
- case OPTION_XSLT:
- if (optarg == NULL) printHelp();
- else if (!parseBoolean(optarg, xslt)) parseError("xslt");
- break;
-
- case '?':
- break;
-
- default:
- std::cerr << "*** getopt returned `" << c << "' value" << std::endl;
- break;
- }
- }
-
- TDictionary dict(logger);
- logger.info("loading dictionary: `" + dictionary + "'");
- dict.load("dictionary-test.xml");
-
- logger.info("loading stylesheet: `" + tml_xslt + "'");
- DOM::DOMImplementation di;
- DOM::Document docStyle = di.createDocumentFromURI("./xsl/tml-mmlp.xsl");
- DOMX::XSLTStylesheet style(docStyle);
-
- CMathMLFactoryXSLT factory(logger, style);
- TPushParser parser(logger, factory, dict);
- TPushLexer lexer(logger, parser);
-
- if (optind < argc)
- {
- std::ifstream file(argv[optind]);
- if (!file)
- {
- std::cerr << "can't open input file `" << argv[optind] << "'" << std::endl;
- exit(1);
- }
-
- parser.freeze();
- char ch;
- while (file.get(ch)) lexer.push(ch);
- parser.thaw();
- }
- else
- printHelp();
-}
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-pkgdata_DATA = d-xsl.xsl tml-mmlp.xsl tml-tex.xsl tml-litex.xsl tml-texid.xsl
-EXTRA_DIST = d-xsl.xsl tml-mmlp.xsl tml-tex.xsl tml-litex.xsl tml-texid.xsl
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<xsl2:stylesheet
- version="1.0"
- xmlns:xsl2="http://www.w3.org/1999/XSL/Transform"
- xmlns:xsl="http://www.w3.org/1999/XSL/TransformAlias"
- xmlns:tml="http://helm.cs.unibo.it/2002/TML">
-
-<xsl:namespace-alias stylesheet-prefix="xsl" result-prefix="xsl2"/>
-
-<xsl2:template match="/">
- <xsl:stylesheet version="1.0">
- <xsl:template match="tml:tex">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:i">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:n">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:o">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:cursor">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:sb[@under='1']">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:sb">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:sb[@over='1']">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:sp">
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:g[@id]">
- <xsl:element name="xxx">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- <xsl:apply-templates select="*"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:g">
- <xsl:element name="xxx">
- <xsl:apply-templates select="*"/>
- </xsl:element>
- </xsl:template>
-
- <xsl:template match="tml:row">
- <xsl:apply-templates select="cell"/>
- </xsl:template>
-
- <xsl:template match="tml:cell">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl2:comment>/// CONTROL SEQUENCES ///</xsl2:comment>
-
- <xsl2:apply-templates/>
- </xsl:stylesheet>
-</xsl2:template>
-
-<xsl2:template match="entry[not(@class) or @class='m']">
- <xsl:template match="tml:c[@name='{@name}']">
- <xsl2:comment><xsl2:value-of select="concat(' ',@name,' ')"/></xsl2:comment>
- <xsl:element name="xxx">
- <xsl:if test="@id">
- <xsl:attribute name="xref"><xsl:value-of select="@id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*"/>
- </xsl:element>
- </xsl:template>
-</xsl2:template>
-
-</xsl2:stylesheet>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<!-- TML ===> TeX + Long Identifiers -->
-<!-- Example: <tml:i val="hello"/> is transformed simply to "hello" -->
-<!-- and not to its TeX "rendering" "{\rm hello}" -->
-
-<xsl:stylesheet
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:tml="http://helm.cs.unibo.it/2002/TML"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- version="1.0">
-
- <xsl:output method="text" indent="yes"/>
-
- <xsl:param name="id" select="/.."/>
-
- <xsl:template match="/">
- <xsl:choose>
- <xsl:when test="$id">
- <xsl:apply-templates select="descendant::*[@id=$id]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:tex">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:math">
- <xsl:choose>
- <xsl:when test="@display='1'">$$<xsl:apply-templates select="*"/>$$</xsl:when>
- <xsl:otherwise>$<xsl:apply-templates select="*"/>$</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:i">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:n">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:o">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:when test="string-length(@val)=1"><xsl:value-of select="@val"/></xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:s">
- <xsl:text> </xsl:text>
- </xsl:template>
-
- <xsl:template match="tml:sb">
- <xsl:choose>
- <xsl:when test="@under='1'">
- <xsl:apply-templates select="*[1]"/>__<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>_<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:sp">
- <xsl:choose>
- <xsl:when test="@over='1'">
- <xsl:apply-templates select="*[1]"/>^^<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>^<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:g[@id]">{<xsl:apply-templates select="*"/>}</xsl:template>
-
- <xsl:template match="tml:g[count(*)>1]">{<xsl:apply-templates select="*"/>}</xsl:template>
-
- <xsl:template match="tml:g">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:row">
- <xsl:apply-templates select="cell"/>\cr </xsl:template>
-
- <xsl:template match="tml:cell">
- <xsl:apply-templates select="*"/>
- <xsl:if test="position() < last()">&</xsl:if>
- </xsl:template>
-
-<!--/// CONTROL SEQUENCES ///-->
-
- <xsl:template match="tml:c[*[1][self::tml:g[@left-open='1']]]">
- <xsl:apply-templates select="*[1]"/>\<xsl:value-of select="@name"/>
- <xsl:if test="*[2][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*[position()>1]"/>
- </xsl:template>
-
- <xsl:template match="tml:c">\<xsl:value-of select="@name"/>
- <xsl:if test="*[1][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
-<!--/// CURSOR ///-->
-
- <xsl:template match="tml:cursor[@val]">
- <xsl:choose>
- <xsl:when test="string-length(@val)=0"/>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<xsl:stylesheet
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:tml="http://helm.cs.unibo.it/2002/TML"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- exclude-result-prefixes="tml"
- version="1.0">
-
- <xsl:output indent="yes"/>
-
- <xsl:param name="id" select="/.."/>
-
- <xsl:template match="/">
- <wrapper>
- <xsl:choose>
- <xsl:when test="$id">
- <xsl:apply-templates select="descendant::*[@id=$id]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates/>
- </xsl:otherwise>
- </xsl:choose>
- </wrapper>
- </xsl:template>
-
- <xsl:template match="tml:tex[not(tml:math)]">
- <!-- This is an empty TeX document. We generate the corresponding -->
- <!-- empty MathML document. -->
- </xsl:template>
-
- <xsl:template match="tml:math">
- <m:mstyle mathvariant="normal">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:if test="@display='1'">
- <xsl:attribute name="display">block</xsl:attribute>
- </xsl:if>
- <xsl:attribute name="display">block</xsl:attribute>
- <xsl:apply-templates select="*"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:i">
- <m:mi>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </m:mi>
- </xsl:template>
-
- <xsl:template match="tml:n">
- <m:mn>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </m:mn>
- </xsl:template>
-
- <xsl:template match="tml:o">
- <m:mo>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:s">
-<!-- this template is used only for testing purpose and should not be here-->
- <m:mspace width="veryverythickmathspace">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- </m:mspace>
- </xsl:template>
-
-<!--
- <xsl:template name="cursor">
- <xsl:choose>
- <xsl:when test="contains(@val, '\')">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:if test="substring-before(@val, '\')">
- <m:mtext><xsl:value-of select="substring-before(@val, '\')"/></m:mtext>
- </xsl:if>
- <m:mo stretchy="false">〈</m:mo>
- <m:mtext mathcolor="blue"><xsl:value-of select="concat('\', substring-after(@val, '\'))"/></m:mtext>
- <m:mo stretchy="false">〉</m:mo>
- </m:mrow>
- </xsl:when>
- <xsl:when test="string-length(@val)>=1">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:choose>
- <xsl:when test="contains('0123456789', substring(@val, 1, 1))">
- <m:mn>
- <xsl:value-of select="@val"/>
- </m:mn>
- </xsl:when>
- <xsl:otherwise>
- <m:mi>
- <xsl:value-of select="@val"/>
- </m:mi>
- </xsl:otherwise>
- </xsl:choose>
- <m:mtext mathcolor="blue">I</m:mtext>
- </m:mrow>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext mathcolor="blue">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>I</m:mtext>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
- -->
-
- <xsl:template match="tml:o[@val='-']">
- <m:mo>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- −
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:cursor">
- <xsl:choose>
- <xsl:when test="substring(@val,1,1)='\'">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="false">〈</m:mo>
- <m:mtext mathcolor="blue"><xsl:value-of select="@val"/></m:mtext>
- <m:mo stretchy="false">〉</m:mo>
- </m:mrow>
- </xsl:when>
- <xsl:when test="string-length(@val)>=1">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:choose>
- <xsl:when test="contains('0123456789', substring(@val, 1, 1))">
- <m:mn>
- <xsl:value-of select="@val"/>
- </m:mn>
- </xsl:when>
- <xsl:otherwise>
- <m:mi>
- <xsl:value-of select="@val"/>
- </m:mi>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="@visible='1'">
- <m:mtext mathcolor="blue">I</m:mtext>
- </xsl:if>
- </m:mrow>
- </xsl:when>
- <xsl:otherwise>
- <xsl:if test="@visible='1'">
- <m:mtext mathcolor="blue">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:text>I</xsl:text>
- </m:mtext>
- </xsl:if>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:sb[@under='1'][*[1]/tml:sp[@over='1']]">
- <m:munderover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]/*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[1]/*[2]"/>
- </m:munderover>
- </xsl:template>
-
- <xsl:template match="tml:sb[@under='1']">
- <m:munder>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:munder>
- </xsl:template>
-
- <xsl:template match="tml:sb[*[1][self::tml:sp[not(@over) or @over='0']]]">
- <m:msubsup>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]/*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[1]/*[2]"/>
- </m:msubsup>
- </xsl:template>
-
- <xsl:template match="tml:sb">
- <m:msub>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:msub>
- </xsl:template>
-
- <xsl:template match="tml:sp[@over='1'][*[1]/tml:sb[@under='1']]">
- <m:munderover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]/*[1]"/>
- <xsl:apply-templates select="*[1]/*[2]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:munderover>
- </xsl:template>
-
- <xsl:template match="tml:sp[@over='1']">
- <m:mover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:sp[*[1][self::tml:sb[not(@over) or @over='0']]]">
- <m:msubsup>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]/*[1]"/>
- <xsl:apply-templates select="*[1]/*[2]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:msubsup>
- </xsl:template>
-
- <xsl:template match="tml:sp">
- <m:msup>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:msup>
- </xsl:template>
-
- <xsl:template match="tml:g">
- <xsl:choose>
- <xsl:when test="not(@id) and count(*) = 1">
- <xsl:apply-templates select="*[1]"/>
- </xsl:when>
- <xsl:when test="tml:cursor">
- <m:mstyle mathbackground="#e0e0e0">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mrow>
- <xsl:apply-templates select="*"/>
- </m:mrow>
- </m:mstyle>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:row">
- <m:mtr>
- <xsl:apply-templates select="cell"/>
- </m:mtr>
- </xsl:template>
-
- <xsl:template match="tml:cell">
- <m:mtd>
- <xsl:apply-templates select="*"/>
- </m:mtd>
- </xsl:template>
-
-<!--/// CONTROL SEQUENCES ///-->
-
- <xsl:template match="tml:c">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mtext mathcolor="blue">\<xsl:value-of select="@name"/></m:mtext>
- <xsl:apply-templates select="*"/>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='fun' and count(*)=3]">
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo mathcolor="red">λ</m:mo>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>:</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mo>.</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='not'][*[1][self::tml:o]]">
-<!-- not -->
- <m:mo>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/≯</m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='buildrel']">
-<!-- buildrel -->
- <m:mover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[1]"/>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='left' or @name='right'][*[1][self::tml:o]]">
-<!-- left -->
- <m:mo stretchy="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='bigl' or @name='bigr' or @name='bigm' or @name='big'][*[1][self::tml:o]]">
-<!-- bigl -->
- <m:mo stretchy="true" minsize="8.5pt">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='Bigl' or @name='Bigr' or @name='Bigm'][*[1][self::tml:o]]">
-<!-- Bigl -->
- <m:mo stretchy="true" minsize="11.5pt">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='biggl' or @name='biggr' or @name='biggm'][*[1][self::tml:o]]">
-<!-- biggl -->
- <m:mo stretchy="true" minsize="14.5pt">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='Biggl' or @name='Biggr' or @name='Biggm'][*[1][self::tml:o]]">
-<!-- biggl -->
- <m:mo stretchy="true" minsize="17.5pt">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:value-of select="*[1]/@val"/>
- </m:mo>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='hat']">
-<!-- hat -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̂</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='widehat']">
-<!-- widehat -->
- <m:mover accent="false">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">̂</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='check']">
-<!-- check -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̌</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='tilde']">
-<!-- tilde -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̃</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='widetilde']">
-<!-- widetilde -->
- <m:mover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">̃</m:mo>
- </m:mover>>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='acute']">
-<!-- acute -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>́</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='grave']">
-<!-- grave -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̀</m:mo>
- </m:mover>>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='dot']">
-<!-- dot -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̇</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='ddot']">
-<!-- ddot -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̈</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='breve']">
-<!-- breve -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̆</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='bar']">
-<!-- bar -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>̄</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='vec']">
-<!-- vec -->
- <m:mover accent="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo>⃗</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='overline']">
-<!-- overline -->
- <m:mover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">̅</m:mo>
- </m:mover>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='underline']">
-<!-- underline -->
- <m:munder>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">̲</m:mo>
- </m:munder>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='sqrt']">
-<!-- sqrt -->
- <m:msqrt>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*"/>
- </m:msqrt>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='root']">
-<!-- root -->
- <m:mroot>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:choose>
- <xsl:when test="count(*) < 2">
- <m:mrow/>
- <xsl:apply-templates select="*[1]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[1]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mroot>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='frac']">
-<!-- frac -->
- <m:mfrac>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='over']">
-<!-- over -->
- <m:mfrac>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='atop']">
-<!-- atop -->
- <m:mfrac linethickness="0">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='choose']">
-<!-- choose -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="true">(</m:mo>
- <m:mfrac linethickness="0">
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- <m:mo stretchy="true">)</m:mo>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='brace']">
-<!-- brace -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="true">{</m:mo>
- <m:mfrac linethickness="0">
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- <m:mo stretchy="true">}</m:mo>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='brack']">
-<!-- brack -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="true">[</m:mo>
- <m:mfrac linethickness="0">
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- <m:mo stretchy="true">]</m:mo>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='displaystyle']">
-<!-- displaystyle -->
- <m:mstyle displaystyle="true">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='textstyle']">
-<!-- textstyle -->
- <m:mstyle scriptlevel="0">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:if test="tml:g/tml:cursor[@visible='1']">
- <m:msub>
- <m:mtext mathcolor="#808080">}</m:mtext>
- <m:mtext><xsl:value-of select="@name"/></m:mtext>
- </m:msub>
- </xsl:if>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='scriptstyle']">
-<!-- scriptstyle -->
- <m:mstyle scriptlevel="1">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='scriptscriptstyle']">
-<!-- scriptscriptstyle -->
- <m:mstyle scriptlevel="2">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='pmod']">
-<!-- pmod -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo>(</m:mo>
- <m:mrow>
- <m:mo>mod</m:mo>
- <xsl:apply-templates select="*[1]"/>
- </m:mrow>
- <m:mo>)</m:mo>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='rm']">
-<!-- rm -->
- <m:mstyle mathvariant="normal">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='bf']">
-<!-- bf -->
- <m:mstyle mathvariant="bold">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='tt']">
-<!-- tt -->
- <m:mstyle mathvariant="monospace">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='sl']">
-<!-- sl -->
- <m:mstyle mathvariant="italic">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='it']">
-<!-- it -->
- <m:mstyle mathvariant="italic">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='_']">
-<!-- _ -->
- <m:mi>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:text>_</xsl:text>
- </m:mi>
- </xsl:template>
-
- <xsl:template match="tml:c[@name=',']">
-<!-- , -->
- <m:mspace width="thinmathspace">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- </m:mspace>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='>']">
-<!-- > -->
- <m:mspace width="mediummathspace">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- </m:mspace>
- </xsl:template>
-
- <xsl:template match="tml:c[@name=';']">
-<!-- ; -->
- <m:mspace width="thickmathspace">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- </m:mspace>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='!']">
-<!-- ! -->
- <m:mspace width="-0.166667em">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- </m:mspace>
- </xsl:template>
-
- <xsl:template name="table-content">
- <xsl:choose>
- <xsl:when test="tml:row">
- <xsl:apply-templates select="tml:row"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="*"/>
- </m:mtd>
- </m:mtr>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='matrix']">
-<!-- matrix -->
- <m:mtable>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:call-template name="table-content"/>
- </m:mtable>
- </xsl:template>
-
- <xsl:template match="tml:row">
- <m:mtr>
- <xsl:apply-templates select="tml:cell"/>
- </m:mtr>
- </xsl:template>
-
- <xsl:template match="tml:cell">
- <m:mtd>
- <xsl:apply-templates select="*"/>
- </m:mtd>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='pmatrix']">
-<!-- pmatrix -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="true">(</m:mo>
- <m:mtable>
- <xsl:call-template name="table-content"/>
- </m:mtable>
- <m:mo stretchy="true">)</m:mo>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='bordermatrix']">
-<!-- bordermatrix -->
- <m:mtable>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mtr>
- <xsl:apply-templates select="tml:row[1]/tml:cell[1]"/>
- <m:mtd/>
- <xsl:apply-templates select="tml:row[1]/tml:cell[position() > 1]"/>
- <m:mtd/>
- </m:mtr>
- <xsl:for-each select="tml:row[position() > 1]">
- <m:mtr>
- <xsl:apply-templates select="tml:cell[1]"/>
- <xsl:if test="position() = 1">
- <m:mtd rowspan="{count(../tml:row) - 1}">
- <m:mo stretchy="true">(</m:mo>
- </m:mtd>
- </xsl:if>
- <xsl:apply-templates select="tml:cell[position() > 1]"/>
- <xsl:if test="position() = 1">
- <m:mtd rowspan="{count(../tml:row) - 1}">
- <m:mo stretchy="true">)</m:mo>
- </m:mtd>
- </xsl:if>
- </m:mtr>
- </xsl:for-each>
- </m:mtable>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='overbrace']">
-<!-- overbrace -->
- <m:mover>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">????</m:mo>
- </m:mover>>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='underbrace']">
-<!-- underbrace -->
- <m:munder>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <m:mo stretchy="true">????</m:mo>
- </m:munder>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='cases']">
-<!-- cases -->
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <m:mo stretchy="true">{</m:mo>
- <m:mtable>
- <xsl:call-template name="table-content"/>
- </m:mtable>
- </m:mrow>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='red']">
-<!-- red -->
- <m:mstyle mathcolor="red">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- <xsl:apply-templates/>
- </xsl:if>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='green']">
-<!-- green -->
- <m:mstyle mathcolor="green">
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- <xsl:apply-templates/>
- </xsl:if>
- </m:mstyle>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='duedelim']">
-<!-- duedelim -->
- <m:mfrac>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- </xsl:template>
-
- <xsl:template match="tml:c[@name='nodeside']">
-<!-- nodeside -->
- <m:mfrac>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:mfrac>
- </xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<!-- TML ===> TeX -->
-<!-- Example: <tml:i val="hello"/> is transformed to -->
-<!-- it TeX "rendering" "{\rm hello}" -->
-
-<xsl:stylesheet
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:tml="http://helm.cs.unibo.it/2002/TML"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- version="1.0">
-
- <xsl:output method="text" indent="yes"/>
-
- <xsl:param name="id" select="/.."/>
-
- <xsl:template match="/">
- <xsl:choose>
- <xsl:when test="$id">
- <xsl:apply-templates select="descendant::*[@id=$id]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:tex">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:math">
- <xsl:choose>
- <xsl:when test="@display='1'">$$<xsl:apply-templates select="*"/>$$</xsl:when>
- <xsl:otherwise>$<xsl:apply-templates select="*"/>$</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:i">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:when test="string-length(@val)=1"><xsl:value-of select="@val"/></xsl:when>
- <xsl:otherwise>{\rm <xsl:value-of select="@val"/>}</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:n">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:when test="string-length(@val)=1"><xsl:value-of select="@val"/></xsl:when>
- <xsl:otherwise>{\rm <xsl:value-of select="@val"/>}</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:o">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:when test="string-length(@val)=1"><xsl:value-of select="@val"/></xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:s">
- <xsl:text> </xsl:text>
- </xsl:template>
-
- <xsl:template match="tml:sb">
- <xsl:choose>
- <xsl:when test="@under='1'">
- <xsl:apply-templates select="*[1]"/>__<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>_<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:sp">
- <xsl:choose>
- <xsl:when test="@over='1'">
- <xsl:apply-templates select="*[1]"/>^^<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>^<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:g[@id]">{<xsl:apply-templates select="*"/>}</xsl:template>
-
- <xsl:template match="tml:g[count(*)>1]">{<xsl:apply-templates select="*"/>}</xsl:template>
-
- <xsl:template match="tml:g">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:row">
- <xsl:apply-templates select="cell"/>\cr </xsl:template>
-
- <xsl:template match="tml:cell">
- <xsl:apply-templates select="*"/>
- <xsl:if test="position() < last()">&</xsl:if>
- </xsl:template>
-
-<!--/// CONTROL SEQUENCES ///-->
-
- <xsl:template match="tml:c[*[1][self::tml:g[@left-open='1']]]">
- <xsl:apply-templates select="*[1]"/>\<xsl:value-of select="@name"/>
- <xsl:if test="*[2][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*[position()>1]"/>
- </xsl:template>
-
- <xsl:template match="tml:c">\<xsl:value-of select="@name"/>
- <xsl:if test="*[1][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
-<!--/// CURSOR ///-->
-
- <xsl:template match="tml:cursor[@val]">
- <xsl:choose>
- <xsl:when test="string-length(@val)=0"/>
- <xsl:when test="string-length(@val)=1"><xsl:value-of select="@val"/></xsl:when>
- <xsl:otherwise>{\rm <xsl:value-of select="@val"/>}</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:tml="http://helm.cs.unibo.it/2002/TML"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- version="1.0">
-
- <xsl:output method="text" indent="yes"/>
-
- <xsl:param name="id" select="/.."/>
-
- <xsl:template match="/">
- <xsl:choose>
- <xsl:when test="$id">
- <xsl:apply-templates select="descendant::*[@id=$id]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="*[@id]">{\id{<xsl:value-of select="@id"/>}{<xsl:apply-templates select="." mode="core"/>}}</xsl:template>
-
- <xsl:template match="*"><xsl:apply-templates select="." mode="core"/></xsl:template>
-
- <xsl:template match="tml:tex">
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
- <xsl:template match="tml:math[@id]">
- <xsl:choose>
- <xsl:when test="@display='1'">$${\id{<xsl:value-of select="@id"/>}{<xsl:apply-templates select="*" mode="core"/>}}$$</xsl:when>
- <xsl:otherwise>${\id{<xsl:value-of select="@id"/>}{<xsl:apply-templates select="*" mode="core"/>}}$</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:math">
- <xsl:choose>
- <xsl:when test="@display='1'">$$<xsl:apply-templates select="*"/>$$</xsl:when>
- <xsl:otherwise>$<xsl:apply-templates select="*"/>$</xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:i" mode="core">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:n" mode="core">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:o" mode="core">
- <xsl:choose>
- <xsl:when test="@name">\<xsl:value-of select="@name"/>
- <xsl:if test="parent::tml:g and following-sibling::tml:i"><xsl:value-of select="' '"/></xsl:if>
- </xsl:when>
- <xsl:otherwise><xsl:value-of select="@val"/></xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:s" mode="core">
- <xsl:text> </xsl:text>
- </xsl:template>
-
- <xsl:template match="tml:sb" mode="core">
- <xsl:choose>
- <xsl:when test="@under='1'">
- <xsl:apply-templates select="*[1]"/>__<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>_<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:sp" mode="core">
- <xsl:choose>
- <xsl:when test="@over='1'">
- <xsl:apply-templates select="*[1]"/>^^<xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>^<xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
- <xsl:template match="tml:g" mode="core">{<xsl:apply-templates select="*"/>}</xsl:template>
-
- <xsl:template match="tml:row" mode="core">
- <xsl:apply-templates select="cell"/>\cr </xsl:template>
-
- <xsl:template match="tml:cell" mode="core">
- <xsl:apply-templates select="*"/>
- <xsl:if test="position() < last()">&</xsl:if>
- </xsl:template>
-
-<!--/// CONTROL SEQUENCES ///-->
-
- <xsl:template match="tml:c[*[1][self::tml:g[@left-open='1']]]" mode="core">
- <xsl:apply-templates select="*[1]"/>\<xsl:value-of select="@name"/>
- <xsl:if test="*[2][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*[position()>1]"/>
- </xsl:template>
-
- <xsl:template match="tml:c" mode="core">\<xsl:value-of select="@name"/>
- <xsl:if test="*[1][self::tml:i]"><xsl:value-of select="' '"/></xsl:if>
- <xsl:apply-templates select="*"/>
- </xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-*.cmi
-*.cmo
-*.cmx
-*.cma
-*.cmxa
-*.o
-*.a
-*.deb
+++ /dev/null
-http_common.cmo: http_types.cmi http_constants.cmi http_common.cmi
-http_common.cmx: http_types.cmx http_constants.cmx http_common.cmi
-http_constants.cmo: http_constants.cmi
-http_constants.cmx: http_constants.cmi
-http_daemon.cmo: http_types.cmi http_tcp_server.cmi http_request.cmi \
- http_parser_sanity.cmi http_parser.cmi http_misc.cmi http_constants.cmi \
- http_common.cmi http_daemon.cmi
-http_daemon.cmx: http_types.cmx http_tcp_server.cmx http_request.cmx \
- http_parser_sanity.cmx http_parser.cmx http_misc.cmx http_constants.cmx \
- http_common.cmx http_daemon.cmi
-http_message.cmo: http_types.cmi http_parser_sanity.cmi http_misc.cmi \
- http_constants.cmi http_common.cmi http_message.cmi
-http_message.cmx: http_types.cmx http_parser_sanity.cmx http_misc.cmx \
- http_constants.cmx http_common.cmx http_message.cmi
-http_misc.cmo: http_types.cmi http_misc.cmi
-http_misc.cmx: http_types.cmx http_misc.cmi
-http_parser.cmo: http_types.cmi http_parser_sanity.cmi http_constants.cmi \
- http_common.cmi http_parser.cmi
-http_parser.cmx: http_types.cmx http_parser_sanity.cmx http_constants.cmx \
- http_common.cmx http_parser.cmi
-http_parser_sanity.cmo: http_types.cmi http_constants.cmi \
- http_parser_sanity.cmi
-http_parser_sanity.cmx: http_types.cmx http_constants.cmx \
- http_parser_sanity.cmi
-http_request.cmo: http_types.cmi http_parser.cmi http_misc.cmi \
- http_message.cmi http_common.cmi http_request.cmi
-http_request.cmx: http_types.cmx http_parser.cmx http_misc.cmx \
- http_message.cmx http_common.cmx http_request.cmi
-http_response.cmo: http_types.cmi http_misc.cmi http_message.cmi \
- http_daemon.cmi http_constants.cmi http_common.cmi http_response.cmi
-http_response.cmx: http_types.cmx http_misc.cmx http_message.cmx \
- http_daemon.cmx http_constants.cmx http_common.cmx http_response.cmi
-http_tcp_server.cmo: http_threaded_tcp_server.cmi http_tcp_server.cmi
-http_tcp_server.cmx: http_threaded_tcp_server.cmi http_tcp_server.cmi
-http_types.cmo: http_types.cmi
-http_types.cmx: http_types.cmi
-http_user_agent.cmo: http_parser.cmi http_misc.cmi http_common.cmi \
- http_user_agent.cmi
-http_user_agent.cmx: http_parser.cmx http_misc.cmx http_common.cmx \
- http_user_agent.cmi
-http_common.cmi: http_types.cmi
-http_constants.cmi: http_types.cmi
-http_daemon.cmi: http_types.cmi
-http_message.cmi: http_types.cmi
-http_parser.cmi: http_types.cmi
-http_request.cmi: http_types.cmi
-http_response.cmi: http_types.cmi
-http_tcp_server.cmi: http_types.cmi
-http_user_agent.cmi: http_types.cmi
+++ /dev/null
-#use "topfind";;
-#require "unix";;
-#require "pcre";;
-#require "netstring";;
-#load "http.cma";;
+++ /dev/null
-
-In order to build ocaml-http you will need:
-
- - the ocaml compiler
- [ http://caml.inria.fr ]
-
- - findlib
- [ http://www.ocaml-programming.de/packages/documentation/findlib/ ]
-
- - ocamlnet
- [ http://sourceforge.net/projects/ocamlnet ]
-
- - pcre-ocaml
- [ http://www.ai.univie.ac.at/~markus/home/ocaml_sources.html ]
-
-To build the bytecode library:
-
- $ make all
-
-To build the nativecode library (only if you have an ocaml native code
-compiler):
-
- $ make opt
-
-To install the built stuff in the OCaml standard library directory (as root):
-
- # make install
-
-To install the built stuff in another directory:
-
- $ make install DESTDIR=another_directory
-
-To build a debian package of the library (please note that to build a debian
-package you will also need some additional stuff like debhelper, fakeroot, ...):
-
- $ fakeroot debian/rules binary
-
+++ /dev/null
-
- GNU LIBRARY GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
-[This is the first released version of the library GPL. It is
- numbered 2 because it goes with version 2 of the ordinary GPL.]
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-Licenses are intended to guarantee your freedom to share and change
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+++ /dev/null
-description = "OCaml HTTP daemon library"
-version = "@DISTVERSION@"
-requires = "unix,pcre,netstring"
-requires(mt) = "unix,pcre,netstring,threads"
-archive(byte) = "http.cma"
-archive(native) = "http.cmxa"
-archive(mt,byte) = "http_mt.cma"
-archive(mt,native) = "http_mt.cmxa"
+++ /dev/null
-include Makefile.defs
-
-MODULES = \
- http_constants http_types http_parser_sanity http_misc http_common \
- http_tcp_server http_parser http_message http_request http_daemon \
- http_response http_user_agent
-
-THREADED_SRV = http_threaded_tcp_server
-MODULES_MT = $(patsubst http_tcp_server, mt/$(THREADED_SRV) http_tcp_server, $(MODULES))
-MODULES_NON_MT = $(patsubst http_tcp_server, non_mt/$(THREADED_SRV) http_tcp_server, $(MODULES))
-PUBLIC_MODULES = \
- http_types \
- http_common \
- http_message \
- http_request \
- http_daemon \
- http_response \
- http_user_agent
-OCAMLDOC_STUFF = *.mli
-DOCDIR = doc/html
-DOTDIR = doc/dot
-TEXDIR = doc/latex
-DESTDIR = $(shell $(OCAMLFIND) printconf destdir)
-
-all: all_non_mt all_mt
-opt: opt_non_mt opt_mt
-all_non_mt: http.cma
-opt_non_mt: http.cmxa
-all_mt: http_mt.cma
-opt_mt: http_mt.cmxa
-world: all opt
-doc: all $(DOCDIR)/index.html $(DOTDIR)/ocaml-http.ps $(TEXDIR)/ocaml-http.ps $(OCAMLDOC_STUFF)
-$(DOCDIR)/index.html:
- $(OCAMLDOC) -html -d $(DOCDIR) $(OCAMLDOC_STUFF)
-$(TEXDIR)/ocaml-http.tex: $(OCAMLDOC_STUFF)
- $(OCAMLDOC) -latex -o $@ $^
-$(TEXDIR)/ocaml-http.ps: $(TEXDIR)/ocaml-http.tex
- cd $(TEXDIR); \
- latex ocaml-http; \
- latex ocaml-http; \
- dvips ocaml-http
-$(DOTDIR)/ocaml-http.ps: $(DOTDIR)/ocaml-http.dot
- $(DOT) -Tps $< > $@
-$(DOTDIR)/ocaml-http.dot: *.ml *.mli
- $(OCAMLDOC) -dot -o $(DOTDIR)/ocaml-http.dot *.ml *.mli
-
-examples:
- $(MAKE) -C examples/
-examples.opt:
- $(MAKE) -C examples/ opt
-
-include .depend
-
-depend:
- $(OCAMLDEP) *.ml *.mli > .depend
-
-%.cmi: %.mli
- $(OCAMLC) -c $<
-%.cmo: %.ml %.cmi
- $(OCAMLC) -c $<
-%.cmx: %.ml %.cmi
- $(OCAMLOPT) -c $<
-
-non_mt/$(THREADED_SRV).cmo: non_mt/$(THREADED_SRV).ml $(THREADED_SRV).cmi
- cp $(THREADED_SRV).{cmi,mli} non_mt/
- $(OCAMLC) -c $<
-non_mt/$(THREADED_SRV).cmx: non_mt/$(THREADED_SRV).ml $(THREADED_SRV).cmi
- cp $(THREADED_SRV).{cmi,mli} non_mt/
- $(OCAMLOPT) -c $<
-
-mt/$(THREADED_SRV).cmo: mt/$(THREADED_SRV).ml $(THREADED_SRV).cmi
- cp $(THREADED_SRV).{cmi,mli} mt/
- $(OCAMLC) $(THREADS_FLAGS) -c $<
-mt/$(THREADED_SRV).cmx: mt/$(THREADED_SRV).ml $(THREADED_SRV).cmi
- cp $(THREADED_SRV).{cmi,mli} mt/
- $(OCAMLOPT) $(THREADS_FLAGS) -c $<
-
-http.cma: $(patsubst %,%.cmo,$(MODULES_NON_MT))
- $(OCAMLC) -a -o $@ $^
-http.cmxa: $(patsubst %,%.cmx,$(MODULES_NON_MT))
- $(OCAMLOPT) -a -o $@ $^
-http_mt.cma: $(patsubst %,%.cmo,$(MODULES_MT))
- $(OCAMLC) -a -o $@ $^
-http_mt.cmxa: $(patsubst %,%.cmx,$(MODULES_MT))
- $(OCAMLOPT) -a -o $@ $^
-
-meta: META
-META: META.in
- cat META.in | sed -e 's/@DISTVERSION@/$(DISTVERSION)/' > META
-
-clean:
- $(MAKE) -C examples/ clean
- for d in . mt non_mt; do \
- rm -f $$d/*.cm[ioax] $$d/*.cmxa $$d/*.[ao] $$d/test{,.opt}; \
- done
- rm -f {mt,non_mt}/$(THREADED_SRV).mli
-docclean:
- -rm -f \
- $(DOCDIR)/*.html $(DOCDIR)/*.css \
- $(DOTDIR)/*.dot $(DOTDIR)/*.ps \
- $(TEXDIR)/*.{dvi,ps,ps.gz,pdf,aux,log,out,toc,tmp,haux,sty,tex}
-distclean: clean
- $(MAKE) -C examples/ distclean
- rm -f META
-dist: distreal distrm
-distdoc: all doc
- if [ -d $(DISTDIR) ]; then rm -rf $(DISTDIR); else true; fi
- mkdir -p $(DISTDIR)/doc/
- cp -r doc/html/ $(DISTDIR)/doc/
- cp doc/dot/ocaml-http.ps $(DISTDIR)/doc/modules.ps
- cp doc/latex/ocaml-http.ps $(DISTDIR)/doc/
-distreal: distdoc distclean depend
- for f in \
- $(patsubst %, %.ml, $(MODULES)) \
- $(patsubst %, %.mli, $(MODULES) $(THREADED_SRV)) \
- mt/ non_mt/ $(EXTRA_DIST) examples/ debian/; \
- do \
- cp -r $$f $(DISTDIR)/; \
- done
- -find $(DISTDIR)/ -type d -name CVS -exec rm -rf {} \;
- -find $(DISTDIR)/ -type f -name ".cvs*" -exec rm -f {} \;
- tar cvzf $(DISTDIR).tar.gz $(DISTDIR)/
-distrm:
- rm -rf $(DISTDIR)/
-deb: docclean distreal
- (cd $(DISTDIR)/ && debuild)
- rm -rf $(DISTDIR)/
-install: META
- $(OCAMLFIND) install -destdir $(DESTDIR) $(PKGNAME) \
- $(patsubst %, %.mli, $(PUBLIC_MODULES)) \
- $(patsubst %, %.cmi, $(PUBLIC_MODULES)) \
- $(wildcard *.cma *.cmxa *.a) META
-
-.PHONY: \
- all opt world all_non_mt all_mt opt_non_mt opt_mt \
- examples examples.opt depend clean distclean dist \
- install meta doc deb distreal distrm
+++ /dev/null
-PKGNAME = http
-DISTVERSION = $(shell dpkg-parsechangelog | egrep '^Version: ' | sed 's/^Version: //' | sed 's/-.*//')
-
-DEBUG_FLAGS =
-REQUIRES = unix str pcre netstring
-COMMON_FLAGS = $(DEBUG_FLAGS) -pp camlp4o -package "$(REQUIRES)"
-THREADS_FLAGS = -package threads -thread
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc $(COMMON_FLAGS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt $(COMMON_FLAGS)
-OCAMLDEP = $(OCAMLFIND) ocamldep $(COMMON_FLAGS)
-OCAMLDOC := \
- ocamldoc -stars \
- $(shell $(OCAMLFIND) query -i-format unix) \
- $(shell $(OCAMLFIND) query -i-format pcre) \
- $(shell $(OCAMLFIND) query -i-format netstring)
-DOT = dot
-
-DISTNAME = ocaml-http
-DISTDIR = $(DISTNAME)-$(DISTVERSION)
-EXTRA_DIST = \
- INSTALL LICENSE README META.in Makefile Makefile.defs \
- .depend
-
+++ /dev/null
-
-OCaml HTTP is a simple OCaml library for creating HTTP daemons, it is largely
-inspired to the Perl's HTTP:: modules family.
-
+++ /dev/null
-- support for HTTPS
+++ /dev/null
-ocaml-http (0.1.2-1) unstable; urgency=low
-
- * avoid exceptions for closing connection twice during finaliztion of
- connection objects (thanks to Eric Strokes <eric.stokes@csun.edu>
- for the patch)
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 14 Sep 2005 18:03:40 +0200
-
-ocaml-http (0.1.1-1) unstable; urgency=low
-
- * added ?default parameter to "param" method
- * fixed bug in response status line parsing
- * integrated patch for HTTP/1.1 persistent connections from
- Eric Cooper <ecc@cmu.edu>:
- - added support for persistent connections to http_daemon.ml: server
- now loops until End_of_file (or any exception) occurs when trying
- to parse the next request
- * debian/control
- - bumped pcre and ocamlnet dependencies
- - bumped standards-version to 3.6.2
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 16 Mar 2005 09:24:07 +0100
-
-ocaml-http (0.1.0-2) unstable; urgency=low
-
- * rebuilt against ocaml 3.08.3
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 29 Mar 2005 11:39:24 +0200
-
-ocaml-http (0.1.0-1) unstable; urgency=low
-
- * first debian official package
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 8 Feb 2005 22:45:54 +0100
-
-ocaml-http (0.1.0) unstable; urgency=low
-
- * added "daemon specifications": a unified way of specifying daemons
- behaviour including old parameters of Http_daemon.start together
- with authentication requirements and exception handling
- * added new way of building daemons starting from specifications, old
- ways (e.g. Http_daemon.start) are now deprecated
- * added sigpipe handling to avoid daemons dying for uncaught signals
- * added exception handler (as part of a daemon specification), it can
- be used to ensure that some code is execute before a process/thread
- die for uncaught exception (e.g. unlocking a global mutex)
- * added authentication requirements (as part of a daemon
- specification): an handy way to specify required user name and
- password for HTTP basic authentication
- * added head_callback to Http_user_agent in order to have access to
- response status and headers in HTTP requests
- * changed license from GPL to LGPL
- * improved ocamldoc documentation and debian packaging
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 3 Feb 2005 23:08:14 +0100
-
-ocaml-http (0.0.10) unstable; urgency=low
-
- * renamed Http_client module to Http_user_agent to avoid compatibility
- issues with Netclient. Renamed that module functions removing
- "http_" prefix (e.g., summarizing, Http_client.http_get ->
- Http_user_agent.get)
- * ported to ocaml 3.08
- * debian/control
- - bumped standards version to 3.6.1.1
- - changed deps to ocaml 3.08 and -nox
-
- -- Stefano Zacchiroli <zack@debian.org> Thu, 5 Aug 2004 15:06:49 +0200
-
-ocaml-http (0.0.9) unstable; urgency=low
-
- * Added support for HTTP Basic authentication
- * Restyled Http_daemon API so that correct invocations of them are
- statically typechecked
- * Added support for HEAD requests to Http_client
- * ~addr parameter now support not only ip addresses but also hostnames
- * debian/control
- - bumped Standards-Version to 3.6.1.0
- * debian/rules
- - moved debhelper compatibility level to debian/compat
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 16 Dec 2003 18:01:41 +0100
-
-ocaml-http (0.0.8) unstable; urgency=low
-
- * Added support for "ancient" HTTP requests which specify no HTTP
- version
- - 'version' method on message now has type 'version option'
- * Http_daemon now use debugging prints from Http_common like other
- modules
- * Added debugging print of requests parse error
- * Shutdown server socket on abnormal exit (actually: uncaught
- exceptions or SIGTERM received)
- * Added a lot of ocamldoc documentation
- * Added minimal HTTP 1.0/1.1 client support
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 10 Jan 2003 10:36:53 +0100
-
-ocaml-http (0.0.7) unstable; urgency=low
-
- * Added support for POST requests
- * Implemented a commont 'message' class from which 'request' and
- 'response' inherit
- * Changed constructor of 'request' objects, requests are now buildable
- directly (and only) from an input channel
- * Added client IP address information to Http_request.request class
- * Added OO daemon interfaces ("daemon" and "connection" classes)
- * Use Pcre to perform sanity test on headers instead of home made
- parsing
- * Callback functions can raise Http_types.Quit to have main daemon
- quit
- * Case-insensitive handling of header names
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 25 Dec 2002 16:22:31 +0100
-
-ocaml-http (0.0.6) unstable; urgency=low
-
- * Ship multithreaded and non multithreaded cm{x,}aS
- * Added support for multiple binding of the same parameter in request
- objects (new method 'paramAll')
- * Added support for 'empty' bindings in query arguments (e.g.
- "/foo?b=" or "/foo?b")
- * Added some sanity checks
- * Bumped Standards-Version to 3.5.8
- * Use versioned dependencies lib{pcre,ocamlnet}-ocaml-dev-<version>
- * Added 'Provides libhttp-ocaml-dev-<version>'
- * Removed GPL from debian/copyright, added reference to
- /usr/share/common-licenses/GPL
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 25 Nov 2002 11:04:49 +0100
-
-ocaml-http (0.0.5) unstable; urgency=low
-
- * Fixed bug for HTTP encoded GET parameters which contain '?' or '&'
- characters
- * Added support for chdir in a given document root before starting
- * Added support for multi threaded daemons
- * Added a generic 'Http_daemon.respond' function
- * Added 'toString' method to response objects
-
- -- Stefano Zacchiroli <zack@debian.org> Fri, 22 Nov 2002 11:29:37 +0100
-
-ocaml-http (0.0.3) unstable; urgency=low
-
- * First release.
-
- -- Stefano Zacchiroli <zack@debian.org> Sun, 17 Nov 2002 17:41:41 +0100
+++ /dev/null
-Source: ocaml-http
-Section: devel
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>> 4.0.0), ocaml-nox-3.08.3, ocaml-findlib, libpcre-ocaml-dev (>= 5.10.0), libocamlnet-ocaml-dev (>= 1.1)
-Standards-Version: 3.6.2
-
-Package: libhttp-ocaml-dev
-Architecture: any
-Depends: ocaml-nox-3.08.3, libpcre-ocaml-dev (>= 5.10.0), libocamlnet-ocaml-dev (>= 1.1)
-Description: OCaml library for writing HTTP servers
- OCaml HTTP is a library for the Objective Caml programming language,
- used to build simple HTTP servers, largely inspired to Perl's
- HTTP::Daemon module.
- .
- In order to implement an HTTP servers the programmer has to provide a
- daemon specification which contains, among other parameters, a callback
- function invoked by OCaml HTTP on well formed HTTP requests received.
- HTTP responses could be sent over an out_channel connected with client
- socket, accessible from the callback.
- .
- The library contains also facility functions that helps in creating
- well formed HTTP responses and a tiny HTTP client.
+++ /dev/null
-
-Author: Stefano Zacchiroli <zack@cs.unibo.it>
-
-Copyright:
-
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- OCaml HTTP is distributed under the term of the GNU Library General
- Public License version 2, on Debian systems you can find a copy of the
- license in:
-
- /usr/share/common-licenses/LGPL-2
-
+++ /dev/null
-/usr/lib/ocaml/3.08.3
+++ /dev/null
-Document: ocaml-http
-Title: OCaml HTTP API reference manual
-Author: Stefano Zacchiroli
-Abstract: API reference manual for OCaml HTTP, an Objective Caml library for writing HTTP servers
-Section: Apps/Programming
-
-Format: HTML
-Index: /usr/share/doc/libhttp-ocaml-dev/html/index.html
-Files: /usr/share/doc/libhttp-ocaml-dev/html/*
-
-Format: PostScript
-Files: /usr/share/doc/libhttp-ocaml-dev/ocaml-http.ps.gz
+++ /dev/null
-README
-doc/*
+++ /dev/null
-examples/*.ml
+++ /dev/null
-#!/usr/bin/make -f
-
-#export DH_VERBOSE=1
-
-TARGETDIR = $(CURDIR)/debian/libhttp-ocaml-dev
-OCAML_LIB_DIR = $(shell ocamlc -where)
-
-build: build-stamp
-build-stamp:
- dh_testdir
- $(MAKE) all
- if [ -x /usr/bin/ocamlopt ]; then $(MAKE) opt; else true; fi
- touch build-stamp
-
-clean:
- dh_testdir
- dh_testroot
- rm -f build-stamp
- -$(MAKE) distclean
- dh_clean
-
-install: build
- dh_testdir
- dh_testroot
- dh_clean -k
- dh_installdirs
- $(MAKE) install DESTDIR=$(TARGETDIR)$(OCAML_LIB_DIR)
-
-binary-arch: build install
- dh_testdir
- dh_testroot
- dh_installdocs
- dh_installexamples
- dh_installchangelogs
- dh_link
- dh_strip
- dh_compress
- dh_fixperms
- dh_installdeb
- dh_shlibdeps
- dh_gencontrol
- dh_md5sums
- dh_builddeb
-
-binary: binary-arch
-.PHONY: build clean binary-arch binary install
+++ /dev/null
-*.dot
-*.ps
+++ /dev/null
-*.css
-*.html
+++ /dev/null
-*.cmi
-*.cmo
-*.cmx
-*.cma
-*.cmxa
-always_ok_daemon
-basic_auth
-chdir
-client_address
-damned_recursion
-dont_fork
-dump_args
-highlander
-obj_foo
-oo_daemon
-threads
-timeout
-webfsd
+++ /dev/null
-include ../Makefile.defs
-OBJS_NON_MT = ../http.cma
-OBJS_NON_MT_OPT = ../http.cmxa
-OBJS_MT = ../http_mt.cma
-OBJS_MT_OPT = ../http_mt.cmxa
-EXAMPLES_FLAGS = -I .. -linkpkg
-
-EXAMPLES := \
- always_ok_daemon.ml \
- basic_auth.ml \
- chdir.ml \
- client_address.ml \
- damned_recursion.ml \
- dump_args.ml \
- highlander.ml \
- oo_daemon.ml \
- threads.ml \
- timeout.ml \
- webfsd.ml
-EXAMPLES := $(patsubst %.ml,%,$(EXAMPLES))
-
-all: $(EXAMPLES)
-opt: $(patsubst %,%.opt,$(EXAMPLES))
-%: %.ml $(OBJS_NON_MT)
- $(OCAMLC) $(EXAMPLES_FLAGS) $(OBJS_NON_MT) -o $@ $<
-%.opt: %.ml $(OBJS_NON_MT_OPT)
- $(OCAMLOPT) $(EXAMPLES_FLAGS) $(OBJS_NON_MT_OPT) -o $@ $<
-
-threads: threads.ml $(OBJS_MT)
- $(OCAMLC) $(EXAMPLES_FLAGS) $(OBJS_MT) $(THREADS_FLAGS) -o $@ $<
-threads.opt: threads.ml $(OBJS_MT_OPT)
- $(OCAMLOPT) $(EXAMPLES_FLAGS) $(OBJS_MT_OPT) $(THREADS_FLAGS) -o $@ $<
-
-damned_recursion: damned_recursion.ml $(OBJS_MT)
- $(OCAMLC) $(EXAMPLES_FLAGS) $(OBJS_MT) $(THREADS_FLAGS) -o $@ $<
-damned_recursion.opt: damned_recursion.ml $(OBJS_MT_OPT)
- $(OCAMLOPT) $(EXAMPLES_FLAGS) $(OBJS_MT_OPT) $(THREADS_FLAGS) -o $@ $<
-
-distclean: clean
-clean:
- -rm -f *.cm[ioax] *.o $(EXAMPLES) $(patsubst %,%.opt,$(EXAMPLES))
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_types
-
- (* start an http daemon that alway respond with a 200 status code and an empty
- content *)
-let spec =
- { Http_daemon.default_spec with
- callback = (fun _ outchan -> Http_daemon.respond outchan);
- port = 9999;
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_types
-
-(* the easy way: specify authentication requirements within a daemon_spec *)
-let spec =
- { Http_daemon.default_spec with
- (* requires basic authentication, username "foo", password "bar" *)
- auth = Some ("my realm", `Basic ("foo", "bar"));
- callback = (fun _ outchan -> Http_daemon.respond ~body:"secret" outchan);
- port = 9999;
- }
-
-(*
-(* the hard^Wother way: manual handling of authorization *)
-let callback req outchan =
- match req#authorization with
- | Some (`Basic (username, password))
- when username = "foo" && password = "bar" ->
- Http_daemon.respond ~code:(`Code 200) ~body:"secret" outchan
- | _ -> raise (Unauthorized "my secret site")
-
-let spec =
- { Http_daemon.default_spec with
- callback = callback;
- port = 9999;
- }
-*)
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Printf
-open Http_types
-
-let spec =
- { Http_daemon.default_spec with
- callback = (fun _ outchan ->
- Http_daemon.respond ~body:(sprintf "%s\n" (Sys.getcwd ())) outchan);
- port = 9999;
- root_dir = Some "/etc";
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Printf
-open Http_types
-
-let callback req outchan =
- let body =
- sprintf
- "Hi, this is your personal assistant, you are connected from %s:%d\n"
- req#clientAddr
- req#clientPort
- in
- let res = new Http_response.response ~body () in
- Http_daemon.respond_with res outchan
-
-let spec =
- { Http_daemon.default_spec with
- callback = callback;
- port = 9999
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Printf
-open Http_types
-
-let port = 9999
-
-let callback (req: Http_types.request) outchan =
- let i = int_of_string (req#param "x") in
- let body =
- match i with
- | 0 -> "0"
- | x when x > 0 ->
- let data =
- Http_user_agent.get (sprintf "http://127.0.0.1:%d/foo?x=%d"
- port (x - 1))
- in
- sprintf "%s %d" data x
- | _ -> assert false
- in
- Http_daemon.respond ~code:(`Code 200) ~body outchan;
- close_out outchan (* Http_user_agent relies on EOF, not Content-Length *)
-
-let spec =
- { Http_daemon.default_spec with
- callback = callback;
- port = port;
- mode = `Thread;
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Printf
-open Http_types
-
-let callback req outchan =
- let str =
- (sprintf "request path = %s\n" req#path) ^
- (sprintf "request GET params = %s\n"
- (String.concat ";"
- (List.map (fun (h,v) -> String.concat "=" [h;v]) req#params_GET))) ^
- (sprintf "request POST params = %s\n"
- (String.concat ";"
- (List.map (fun (h,v) -> String.concat "=" [h;v]) req#params_POST))) ^
- (sprintf "request ALL params = %s\n"
- (String.concat ";"
- (List.map (fun (h,v) -> String.concat "=" [h;v]) req#params))) ^
- (sprintf "request BODY = '%s'\n\n" req#body)
- in
- Http_daemon.respond ~code:(`Code 200) ~body: str outchan
-
-let spec =
- { Http_daemon.default_spec with
- callback = callback;
- port = 9999;
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-(* test for fast rebinding of the tcp port *)
-
-open Printf
-open Http_types
-
-let spec =
- { Http_daemon.default_spec with
- callback = (fun _ outchan -> Http_daemon.respond ~body:"foo" outchan);
- port = 9999;
- mode = `Single;
- }
-
-let _ =
- Sys.catch_break true;
- while true do
- try
- Http_daemon.main spec;
- with Sys.Break -> prerr_endline "RESURRECTION!!!!"
- done
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_daemon
-open Http_response
-
- (* the simple way *)
-let d = new daemon ~addr:"127.0.0.1" ~port:9999 ()
-
-let _ =
- while true do
- let (req, conn) = d#getRequest in (* wait for valid request *)
- conn#respond_with (new response ~body:"foo\n" ());
- conn#close
- done
-
-(*
- (* the hard^Wother way *)
-let d = new daemon ~addr:"127.0.0.1" ~port:9999 () in
-let _ =
- while true do
- let conn = d#accept in (* wait for client connection *)
- (match conn#getRequest with
- | None -> () (* invalid request received *)
- | Some req -> conn#respond_with (new response ~body:"foo\n" ()));
- conn#close (* close socket *)
- done
-*)
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_types
-
-let m = Mutex.create ()
-let m_locked = ref true
-
-let critical f =
- Mutex.lock m;
- m_locked := true;
- Lazy.force f;
- m_locked := false;
- Mutex.unlock m
-
- (** ocaml's Thread.unlock suspend the invoking process if the mutex is already
- * unlocked, therefore we unlock it only if we know that it's currently locked
- *)
-let safe_unlock _ _ = if !m_locked then Mutex.unlock m
-
-let i = ref 10
-let dump_i outchan =
- Http_daemon.respond ~body:(Printf.sprintf "i = %d\n" !i) outchan
-
-let callback req outchan =
- match req#path with
- | "/incr" -> critical (lazy (incr i; dump_i outchan; Unix.sleep 5))
- | "/decr" -> critical (lazy (decr i; dump_i outchan; Unix.sleep 5))
- | "/get" -> critical (lazy (dump_i outchan))
- | bad_request -> Http_daemon.respond_error outchan
-
-let spec =
- { Http_daemon.default_spec with
- port = 9999;
- mode = `Thread;
- callback = callback;
- exn_handler = Some safe_unlock;
- (** ocaml-http's default exn_handler is Pervasives.ignore. This means
- * that threads holding the "m" mutex above may die without unlocking it.
- * Using safe_unlock as an exception handler we ensure that "m" mutex is
- * unlocked in case of exceptions (e.g. SIGPIPE) *)
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_types
-
-let spec =
- { Http_daemon.default_spec with
- callback = (fun _ outchan -> Http_daemon.respond ~body:"foo" outchan);
- timeout = Some 10;
- }
-
-let _ = Http_daemon.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2004> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-open Http_types
-
-let def_port = 80
-let def_addr = "0.0.0.0"
-let def_root = Sys.getcwd ()
-
-let port = ref def_port
-let addr = ref def_addr
-let root = ref def_root
-let argspec =
- [ "-p", Arg.Int (fun p -> port := p),
- "TCP port on which listen, default: " ^ string_of_int !port;
- "-a", Arg.String (fun a -> addr := a),
- "IP address on which listen, default: " ^ !addr;
- "-r", Arg.String (fun r -> root := r),
- "DocumentRoot, default: current working directory";
- ]
-
-let _ =
- Arg.parse argspec (fun _ -> ()) "";
- let spec =
- { Http_daemon.default_spec with
- address = !addr;
- port = !port;
- root_dir = Some !root
- }
- in
- Http_daemon.Trivial.main spec
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Http_types;;
-open Printf;;
-
-let debug = ref false
-let debug_print s =
- if !debug then
- prerr_endline (sprintf "[OCaml HTTP] DEBUG: %s" s)
-
-let http_version = Http_constants.version
-let server_string = Http_constants.server_string
-
-let string_of_version = function
- | `HTTP_1_0 -> "HTTP/1.0"
- | `HTTP_1_1 -> "HTTP/1.1"
-
-let version_of_string = function
- | "HTTP/1.0" -> `HTTP_1_0
- | "HTTP/1.1" -> `HTTP_1_1
- | invalid_version -> raise (Invalid_HTTP_version invalid_version)
-
-let string_of_method = function
- | `GET -> "GET"
- | `POST -> "POST"
-
-let method_of_string = function
- | "GET" -> `GET
- | "POST" -> `POST
- | invalid_method -> raise (Invalid_HTTP_method invalid_method)
-
-let status_of_code = function
- | 100 -> `Informational `Continue
- | 101 -> `Informational `Switching_protocols
- | 200 -> `Success `OK
- | 201 -> `Success `Created
- | 202 -> `Success `Accepted
- | 203 -> `Success `Non_authoritative_information
- | 204 -> `Success `No_content
- | 205 -> `Success `Reset_content
- | 206 -> `Success `Partial_content
- | 300 -> `Redirection `Multiple_choices
- | 301 -> `Redirection `Moved_permanently
- | 302 -> `Redirection `Found
- | 303 -> `Redirection `See_other
- | 304 -> `Redirection `Not_modified
- | 305 -> `Redirection `Use_proxy
- | 307 -> `Redirection `Temporary_redirect
- | 400 -> `Client_error `Bad_request
- | 401 -> `Client_error `Unauthorized
- | 402 -> `Client_error `Payment_required
- | 403 -> `Client_error `Forbidden
- | 404 -> `Client_error `Not_found
- | 405 -> `Client_error `Method_not_allowed
- | 406 -> `Client_error `Not_acceptable
- | 407 -> `Client_error `Proxy_authentication_required
- | 408 -> `Client_error `Request_time_out
- | 409 -> `Client_error `Conflict
- | 410 -> `Client_error `Gone
- | 411 -> `Client_error `Length_required
- | 412 -> `Client_error `Precondition_failed
- | 413 -> `Client_error `Request_entity_too_large
- | 414 -> `Client_error `Request_URI_too_large
- | 415 -> `Client_error `Unsupported_media_type
- | 416 -> `Client_error `Requested_range_not_satisfiable
- | 417 -> `Client_error `Expectation_failed
- | 500 -> `Server_error `Internal_server_error
- | 501 -> `Server_error `Not_implemented
- | 502 -> `Server_error `Bad_gateway
- | 503 -> `Server_error `Service_unavailable
- | 504 -> `Server_error `Gateway_time_out
- | 505 -> `Server_error `HTTP_version_not_supported
- | invalid_code -> raise (Invalid_code invalid_code)
-
-let code_of_status = function
- | `Informational `Continue -> 100
- | `Informational `Switching_protocols -> 101
- | `Success `OK -> 200
- | `Success `Created -> 201
- | `Success `Accepted -> 202
- | `Success `Non_authoritative_information -> 203
- | `Success `No_content -> 204
- | `Success `Reset_content -> 205
- | `Success `Partial_content -> 206
- | `Redirection `Multiple_choices -> 300
- | `Redirection `Moved_permanently -> 301
- | `Redirection `Found -> 302
- | `Redirection `See_other -> 303
- | `Redirection `Not_modified -> 304
- | `Redirection `Use_proxy -> 305
- | `Redirection `Temporary_redirect -> 307
- | `Client_error `Bad_request -> 400
- | `Client_error `Unauthorized -> 401
- | `Client_error `Payment_required -> 402
- | `Client_error `Forbidden -> 403
- | `Client_error `Not_found -> 404
- | `Client_error `Method_not_allowed -> 405
- | `Client_error `Not_acceptable -> 406
- | `Client_error `Proxy_authentication_required -> 407
- | `Client_error `Request_time_out -> 408
- | `Client_error `Conflict -> 409
- | `Client_error `Gone -> 410
- | `Client_error `Length_required -> 411
- | `Client_error `Precondition_failed -> 412
- | `Client_error `Request_entity_too_large -> 413
- | `Client_error `Request_URI_too_large -> 414
- | `Client_error `Unsupported_media_type -> 415
- | `Client_error `Requested_range_not_satisfiable -> 416
- | `Client_error `Expectation_failed -> 417
- | `Server_error `Internal_server_error -> 500
- | `Server_error `Not_implemented -> 501
- | `Server_error `Bad_gateway -> 502
- | `Server_error `Service_unavailable -> 503
- | `Server_error `Gateway_time_out -> 504
- | `Server_error `HTTP_version_not_supported -> 505
-
-let is_informational code =
- match status_of_code code with
- | `Informational _ -> true
- | _ -> false
-
-let is_success code =
- match status_of_code code with
- | `Success _ -> true
- | _ -> false
-
-let is_redirection code =
- match status_of_code code with
- | `Redirection _ -> true
- | _ -> false
-
-let is_client_error code =
- match status_of_code code with
- | `Client_error _ -> true
- | _ -> false
-
-let is_server_error code =
- match status_of_code code with
- | `Server_error _ -> true
- | _ -> false
-
-let is_error code = is_client_error code || is_server_error code
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Common functionalities shared by other OCaml HTTP modules *)
-
-open Http_types;;
-
- (** whether debugging messages are enabled or not, can be changed at runtime
- *)
-val debug: bool ref
-
- (** print a string on stderr only if debugging is enabled *)
-val debug_print: string -> unit
-
- (** see {!Http_constants.version} *)
-val http_version: version
-
- (** see {!Http_constants.server_string} *)
-val server_string: string
-
- (** pretty print an HTTP version *)
-val string_of_version: version -> string
-
- (** parse an HTTP version from a string
- @raise Invalid_HTTP_version if given string doesn't represent a supported HTTP
- version *)
-val version_of_string: string -> version
-
- (** pretty print an HTTP method *)
-val string_of_method: meth -> string
-
- (** parse an HTTP method from a string
- @raise Invalid_HTTP_method if given string doesn't represent a supported
- method *)
-val method_of_string: string -> meth
-
- (** converts an integer HTTP status to the corresponding status value
- @raise Invalid_code if given integer isn't a valid HTTP status code *)
-val status_of_code: int -> status
-
- (** converts an HTTP status to the corresponding integer value *)
-val code_of_status: [< status] -> int
-
- (** @return true on "informational" status codes, false elsewhere *)
-val is_informational: int -> bool
-
- (** @return true on "success" status codes, false elsewhere *)
-val is_success: int -> bool
-
- (** @return true on "redirection" status codes, false elsewhere *)
-val is_redirection: int -> bool
-
- (** @return true on "client error" status codes, false elsewhere *)
-val is_client_error: int -> bool
-
- (** @return true on "server error" status codes, false elsewhere *)
-val is_server_error: int -> bool
-
- (** @return true on "client error" and "server error" status code, false
- elsewhere *)
-val is_error: int -> bool
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-let version = `HTTP_1_1 ;;
-let server_string = "OCaml HTTP Daemon" ;;
-let crlf = "\r\n" ;;
-
-let default_addr = "0.0.0.0"
-let default_auth = None
-let default_callback = fun _ _ -> ()
-let default_mode = `Fork
-let default_port = 80
-let default_root_dir = None
-let default_exn_handler = Some (fun exn outchan -> ())
-let default_timeout = Some 300
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Constants *)
-
- (** default HTTP version *)
-val version: Http_types.version
-
- (** string returned as value of "Server:" response header *)
-val server_string: string
-
- (** "\r\n" string *)
-val crlf: string
-
- (** {2 daemon default values} *)
-
-val default_addr: string
-val default_auth: (string * Http_types.auth_info) option
-val default_callback: Http_types.request -> out_channel -> unit
-val default_mode: Http_types.daemon_mode
-val default_port: int
-val default_root_dir: string option
-val default_exn_handler: (exn -> out_channel -> unit) option
-val default_timeout: int option
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf
-
-open Http_common
-open Http_types
-open Http_constants
-open Http_parser
-
-exception Http_daemon_failure of string
-
- (** send raw data on outchan, flushing it afterwards *)
-let send_raw ~data outchan =
- output_string outchan data;
- flush outchan
-
-let send_CRLF = send_raw ~data:crlf
-
-let send_header ~header ~value =
- Http_parser_sanity.heal_header (header, value);
- send_raw ~data:(header ^ ": " ^ value ^ crlf)
-
-let send_headers ~headers outchan =
- List.iter (fun (header, value) -> send_header ~header ~value outchan) headers
-
- (** internal: low level for send_status_line *)
-let send_status_line' ~version code =
- let status_line =
- String.concat
- " "
- [ string_of_version version;
- string_of_int code;
- Http_misc.reason_phrase_of_code code ]
- in
- send_raw ~data:(status_line ^ crlf)
-
-let int_of_code = function
- | `Code code -> code
- | `Status status -> code_of_status status
-
-let send_status_line ?(version = http_version) ~(code: status_code) outchan =
- send_status_line' ~version (int_of_code code) outchan
-
- (* FIXME duplication of code between this and response#addBasicHeaders *)
-let send_basic_headers ?(version = http_version) ~(code: status_code) outchan =
- send_status_line' ~version (int_of_code code) outchan;
- send_headers
- ~headers:["Date", Http_misc.date_822 (); "Server", server_string]
- outchan
-
- (** internal: given a status code and an additional body return a string
- representing an HTML document that explains the meaning of given status code.
- Additional data can be added to the body via 'body' argument *)
-let foo_body code body =
- let reason_phrase = Http_misc.reason_phrase_of_code code in
- sprintf
-"<!DOCTYPE HTML PUBLIC \"-//IETF//DTD HTML 2.0//EN\">
-<HTML><HEAD>
-<TITLE>%d %s</TITLE>
-</HEAD><BODY>
-<H1>%d - %s</H1>%s
-</BODY></HTML>"
- code reason_phrase code reason_phrase body
-
- (** internal: send a fooish body explaining in HTML form the 'reason phrase'
- of an HTTP response; body, if given, will be appended to the body *)
-let send_foo_body code body = send_raw ~data:(foo_body code body)
-
- (* Warning: keep default values in sync with Http_response.response class *)
-let respond ?(body = "") ?(headers = []) ?version ?(code = `Code 200) outchan =
- send_basic_headers ?version ~code outchan;
- send_headers ~headers outchan;
- send_header "Content-Length" (string_of_int (String.length body)) outchan;
- send_CRLF outchan;
- send_raw ~data:body outchan
-
- (** internal: low level for respond_redirect, respond_error, ...
- This function send a status line corresponding to a given code, some basic
- headers, the additional headers (if given) and an HTML page containing the
- reason phrase; if body is given it will be included in the body of the HTML
- page *)
-let send_empty_response
- func_name ?(is_valid_status = fun _ -> true) ?(headers=[]) ?(body="") () =
- fun ?version code outchan ->
- if not (is_valid_status (int_of_code code)) then
- failwith
- (sprintf "'%d' isn't a valid status code for %s"
- (int_of_code code) func_name)
- else begin (* status code suitable for answering *)
- let headers =
- [ "Content-Type", "text/html; charset=iso-8859-1" ] @ headers
- in
- let body = (foo_body (int_of_code code) body) ^ body in
- respond ?version ~code ~headers ~body outchan
- end
-
-let respond_redirect
- ~location ?body ?version ?(code = `Code 301) outchan
- =
- send_empty_response "Daemon.respond_redirect" ~is_valid_status:is_redirection
- ~headers:["Location", location] ?body () ?version code outchan
-
-let respond_error ?body ?version ?(code = `Code 400) outchan =
- send_empty_response "Daemon.respond_error" ~is_valid_status:is_error
- ?body () ?version code outchan
-
-let respond_not_found ~url ?version outchan =
- send_empty_response "Daemon.respond_not_found" () ?version (`Code 404) outchan
-
-let respond_forbidden ~url ?version outchan =
- send_empty_response "Daemon.respond_permission_denied" () ?version
- (`Code 403) outchan
-
-let respond_unauthorized ?version ?(realm = server_string) outchan =
- let body =
- sprintf "401 - Unauthorized - Authentication failed for realm \"%s\"" realm
- in
- respond ~headers:["WWW-Authenticate", sprintf "Basic realm=\"%s\"" realm]
- ~code:(`Code 401) ~body outchan
-
-let send_file ~src outchan =
- let buflen = 1024 in
- let buf = String.make buflen ' ' in
-
- let (file, cleanup) =
- match src with
- | FileSrc fname -> (* if we open the file, we close it before returning *)
- let f = open_in fname in
- f, (fun () -> close_in f)
- | InChanSrc inchan -> inchan, ignore
- in
- try
- while true do
- let bytes = input file buf 0 buflen in
- if bytes = 0 then
- raise End_of_file
- else
- output outchan buf 0 bytes
- done;
- assert false
- with End_of_file ->
- begin
- flush outchan;
- cleanup ()
- end
-
- (* TODO interface is too ugly to advertise this function in .mli *)
- (** create a minimal HTML directory listing of a given directory and send it
- over an out_channel, directory is passed as a dir_handle; name is the
- directory name, used for pretty printing purposes; path is the opened dir
- path, used to test its contents with stat *)
-let send_dir_listing ~dir ~name ~path outchan =
- fprintf outchan "<html>\n<head><title>%s</title></head>\n<body>\n" name;
- let (dirs, files) =
- List.partition (fun e -> Http_misc.is_directory (path ^ e)) (Http_misc.ls dir)
- in
- List.iter
- (fun d -> fprintf outchan "<a href=\"%s/\">%s/</a><br />\n" d d)
- (List.sort compare dirs);
- List.iter
- (fun f -> fprintf outchan "<a href=\"%s\">%s</a><br />\n" f f)
- (List.sort compare files);
- fprintf outchan "</body>\n</html>";
- flush outchan
-
-let respond_file ~fname ?(version = http_version) outchan =
- (** ASSUMPTION: 'fname' doesn't begin with a "/"; it's relative to the current
- document root (usually the daemon's cwd) *)
- let droot = Sys.getcwd () in (* document root *)
- let path = droot ^ "/" ^ fname in (* full path to the desired file *)
- if not (Sys.file_exists path) then (* file not found *)
- respond_not_found ~url:fname outchan
- else begin
- try
- if Http_misc.is_directory path then begin (* file found, is a dir *)
- let dir = Unix.opendir path in
- send_basic_headers ~version ~code:(`Code 200) outchan;
- send_header "Content-Type" "text/html" outchan;
- send_CRLF outchan;
- send_dir_listing ~dir ~name:fname ~path outchan;
- Unix.closedir dir
- end else begin (* file found, is something else *)
- let file = open_in fname in
- send_basic_headers ~version ~code:(`Code 200) outchan;
- send_header
- ~header:"Content-Length"
- ~value:(string_of_int (Http_misc.filesize fname))
- outchan;
- send_CRLF outchan;
- send_file ~src:(InChanSrc file) outchan;
- close_in file
- end
- with
- | Unix.Unix_error (Unix.EACCES, _, _)
- | Sys_error _ ->
- respond_forbidden ~url:fname ~version outchan
- end
-
-let respond_with (res: Http_types.response) outchan =
- res#serialize outchan;
- flush outchan
-
- (** internal: this exception is raised after a malformed request has been read
- by a serving process to signal main server (or itself if mode = `Single) to
- skip to next request *)
-exception Again;;
-
-let pp_parse_exc e =
- sprintf "HTTP request parse error: %s" (Printexc.to_string e)
-
- (* given a Http_parser.parse_request like function, wrap it in a function that
- do the same and additionally catch parsing exception sending HTTP error
- messages back to client as needed. Returned function raises Again when it
- encounter a parse error (name 'Again' is intended for future versions that
- will support http keep alive signaling that a new request has to be parsed
- from client) *)
-let rec wrap_parse_request_w_safety parse_function inchan outchan =
- (try
- parse_function inchan
- with
- | (Malformed_request req) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 400)
- ~body:("request 1st line format should be: " ^
- "'<method> <url> <version>'" ^
- "<br />\nwhile received request 1st line was:<br />\n" ^ req)
- outchan;
- raise Again
- | (Invalid_HTTP_method meth) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 501)
- ~body:("Method '" ^ meth ^ "' isn't supported (yet)")
- outchan;
- raise Again
- | (Malformed_request_URI uri) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 400) ~body:("Malformed URL: '" ^ uri ^ "'")
- outchan;
- raise Again
- | (Invalid_HTTP_version version) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 505)
- ~body:("HTTP version '" ^ version ^ "' isn't supported (yet)")
- outchan;
- raise Again
- | (Malformed_query query) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 400)
- ~body:(sprintf "Malformed query string '%s'" query) outchan;
- raise Again
- | (Malformed_query_part (binding, query)) as e ->
- debug_print (pp_parse_exc e);
- respond_error ~code:(`Code 400)
- ~body:(sprintf "Malformed query part '%s' in query '%s'" binding query)
- outchan;
- raise Again)
-
- (* wrapper around Http_parser.parse_request which catch parsing exceptions and
- return error messages to client as needed
- @param inchan in_channel from which read incoming requests
- @param outchan out_channl on which respond with error messages if needed
- *)
-let safe_parse_request = wrap_parse_request_w_safety parse_request
-
- (* as above but for OO version (Http_parser.parse_request') *)
-let safe_parse_request' = wrap_parse_request_w_safety (new Http_request.request)
-
-let chdir_to_document_root = function (* chdir to document root *)
- | Some dir -> Sys.chdir dir
- | None -> ()
-
-let server_of_mode = function
- | `Single -> Http_tcp_server.simple
- | `Fork -> Http_tcp_server.fork
- | `Thread -> Http_tcp_server.thread
-
- (* TODO what happens when a Quit exception is raised by a callback? Do other
- callbacks keep on living until the end or are them all killed immediatly?
- The right semantics should obviously be the first one *)
-
-let handle_manual_auth outchan f =
- try
- f ()
- with
- | Unauthorized realm -> respond_unauthorized ~realm outchan
- | Again -> ()
-
-let handle_auth req spec outchan =
- try
- (match (spec.auth, req#authorization) with
- | None, _ -> spec.callback req outchan (* no auth required *)
- | Some (realm, `Basic (spec_username, spec_password)),
- Some (`Basic (username, password))
- when (username = spec_username) && (password = spec_password) ->
- (* auth ok *)
- spec.callback req outchan
- | Some (realm, _), _ -> raise (Unauthorized realm)) (* auth failure *)
- with
- | Unauthorized realm -> respond_unauthorized ~realm outchan
- | Again -> ()
-
- (* TODO support also chroot to 'root', not only chdir *)
- (* TODO deprecated: remove from future versions *)
- (* curried request *)
-let start
- ?(addr = default_addr) ?(port = default_port)
- ?(timeout = default_timeout) ?(mode = default_mode) ?root callback
- =
- Http_misc.warn
- "Http_daemon.start is deprecated in favour of Http_daemon.main and will be removed in future versions of the library";
- chdir_to_document_root root;
- let sockaddr = Http_misc.build_sockaddr (addr, port) in
- let daemon_callback inchan outchan =
- handle_manual_auth outchan (fun () ->
- let (path, parameters) = safe_parse_request inchan outchan in
- callback path parameters outchan;
- flush outchan);
- in
- try
- (server_of_mode mode) ~sockaddr ~timeout daemon_callback
- with Quit -> ()
-
- (* OO request *)
- (* TODO deprecated: remove from future versions *)
-let start'
- ?(addr = default_addr) ?(port = default_port)
- ?(timeout = default_timeout) ?(mode = default_mode) ?root callback
-=
- Http_misc.warn
- "Http_daemon.start' is deprecated in favour of Http_daemon.main and will be removed in future versions of the library";
- chdir_to_document_root root;
- let sockaddr = Http_misc.build_sockaddr (addr, port) in
- let daemon_callback inchan outchan =
- handle_manual_auth outchan (fun () ->
- let req = safe_parse_request' inchan outchan in
- callback req outchan;
- flush outchan)
- in
- try
- (server_of_mode mode) ~sockaddr ~timeout daemon_callback
- with Quit -> ()
-
-let main spec =
- chdir_to_document_root spec.root_dir;
- let sockaddr = Http_misc.build_sockaddr (spec.address, spec.port) in
- let daemon_callback inchan outchan =
- let next_req () =
- try Some (safe_parse_request' inchan outchan)
- with _ -> None
- in
- let rec loop n =
- match next_req () with
- | Some req ->
- debug_print (sprintf "request #%d" n);
- handle_auth req spec outchan;
- flush outchan;
- loop (n + 1)
- | None ->
- debug_print "server exiting";
- ()
- in
- debug_print "server starting";
- try loop 1
- with exn ->
- debug_print (sprintf "uncaught exception: %s" (Printexc.to_string exn));
- (match spec.exn_handler with
- | Some f ->
- debug_print "executing handler";
- f exn outchan
- | None ->
- debug_print "no handler given: re-raising";
- raise exn)
- in
- try
- (server_of_mode spec.mode) ~sockaddr ~timeout:spec.timeout daemon_callback
- with Quit -> ()
-
-module Trivial =
- struct
- let heading_slash_RE = Pcre.regexp "^/"
-
- let trivial_callback req outchan =
- let path = req#path in
- if not (Pcre.pmatch ~rex:heading_slash_RE path) then
- respond_error ~code:(`Code 400) outchan
- else
- respond_file ~fname:(Http_misc.strip_heading_slash path) outchan
-
- let callback = trivial_callback
-
- let main spec = main { spec with callback = trivial_callback }
- end
-
- (** @param inchan input channel connected to client
- @param outchan output channel connected to client
- @param sockaddr client socket address *)
-class connection inchan outchan sockaddr =
- (* ASSUMPTION: inchan and outchan are channels built on top of the same
- Unix.file_descr thus closing one of them will close also the other *)
- let close' o = try o#close with Http_daemon_failure _ -> () in
- object (self)
-
- initializer Gc.finalise close' self
-
- val mutable closed = false
-
- method private assertNotClosed =
- if closed then
- raise (Http_daemon_failure
- "Http_daemon.connection: connection is closed")
-
- method getRequest =
- self#assertNotClosed;
- try
- Some (safe_parse_request' inchan outchan)
- with _ -> None
-
- method respond_with res =
- self#assertNotClosed;
- respond_with res outchan
-
- method close =
- self#assertNotClosed;
- close_in inchan; (* this close also outchan *)
- closed <- true
-
- end
-
-class daemon ?(addr = "0.0.0.0") ?(port = 80) () =
- object (self)
-
- val suck =
- Http_tcp_server.init_socket (Http_misc.build_sockaddr (addr, port))
-
- method accept =
- let (cli_suck, cli_sockaddr) = Unix.accept suck in (* may block *)
- let (inchan, outchan) =
- (Unix.in_channel_of_descr cli_suck, Unix.out_channel_of_descr cli_suck)
- in
- new connection inchan outchan cli_sockaddr
-
- method getRequest =
- let conn = self#accept in
- match conn#getRequest with
- | None ->
- conn#close;
- self#getRequest
- | Some req -> (req, conn)
-
- end
-
-open Http_constants
-
-let default_spec = {
- address = default_addr;
- auth = default_auth;
- callback = default_callback;
- mode = default_mode;
- port = default_port;
- root_dir = default_root_dir;
- exn_handler = default_exn_handler;
- timeout = default_timeout;
-}
-
-let daemon_spec
- ?(address = default_addr) ?(auth = default_auth)
- ?(callback = default_callback) ?(mode = default_mode) ?(port = default_port)
- ?(root_dir = default_root_dir) ?(exn_handler = default_exn_handler)
- ?(timeout = default_timeout)
- ()
-=
- { default_spec with
- address = address;
- auth = auth;
- callback = callback;
- mode = mode;
- port = port;
- root_dir = root_dir;
- exn_handler = exn_handler;
- timeout = timeout;
- }
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Main OCaml HTTP module.
- Here you can find two set of functions:
- - functions which let you start an HTTP Daemon (start* functions)
- - facility functions which let you sent responses back to clients *)
-
- (** send a CRLF sequence on the given output channel, this is mandatory after
- the last header was sent and before start sending the response body *)
-val send_CRLF: out_channel -> unit
-
- (** send response status line, version is the http version used in response,
- either code or status must be given (not both, not none) which represent the
- HTTP response code, outchan is the output channel to which send status line *)
-val send_status_line:
- ?version:Http_types.version -> code:Http_types.status_code ->
- out_channel ->
- unit
-
- (** like send_status_line but additionally will also send "Date" and "Server"
- standard headers *)
-val send_basic_headers:
- ?version: Http_types.version -> code:Http_types.status_code ->
- out_channel ->
- unit
-
- (** send an HTTP header on outchan *)
-val send_header: header: string -> value: string -> out_channel -> unit
-
- (** as send_header, but for a list of pairs <header, value> *)
-val send_headers: headers:(string * string) list -> out_channel -> unit
-
-(*
- (** send a file through an out_channel, file can be passed as an in_channel
- (if 'file' is given) or as a file name (if 'name' is given) *)
-val send_file: ?name:string -> ?file:in_channel -> out_channel -> unit
-*)
- (** send a file through an out_channel *)
-val send_file: src:Http_types.file_source -> out_channel -> unit
-
- (** high level response function, respond on outchan sending: basic headers
- (including Content-Length computed using 'body' argument), headers probided
- via 'headers' argument, body given via 'body' argument. Default response
- status is 200, default response HTTP version is Http_common.http_version *)
-val respond:
- ?body:string -> ?headers:(string * string) list ->
- ?version:Http_types.version -> ?code:Http_types.status_code ->
- out_channel ->
- unit
-
- (** send a 404 (not found) HTTP response *)
-val respond_not_found:
- url:string -> ?version: Http_types.version -> out_channel -> unit
-
- (** send a 403 (forbidden) HTTP response *)
-val respond_forbidden:
- url:string -> ?version: Http_types.version -> out_channel -> unit
-
- (** send a "redirection" class response, optional body argument contains data
- that will be displayed in the body of the response, default response status is
- 301 (moved permanently), only redirection status are accepted by this
- function, other values will raise Failure *)
-val respond_redirect:
- location:string -> ?body:string ->
- ?version: Http_types.version -> ?code:Http_types.status_code ->
- out_channel ->
- unit
-
- (** respond with a 401 (Unauthorized) response asking for authentication
- * against given realm (default is the server name) *)
-val respond_unauthorized:
- ?version: Http_types.version -> ?realm:string -> out_channel -> unit
-
- (** send an "error" response (i.e. 400 <= status < 600), optional body
- argument as per send_redirect, default response status is 400 (bad request),
- only error status are accepted by this function, other values will
- raise Failure *)
-val respond_error:
- ?body:string ->
- ?version: Http_types.version -> ?code:Http_types.status_code ->
- out_channel ->
- unit
-
- (** tipical static pages http daemon behaviour, if requested url is a file,
- return it, it it is a directory return a directory listing of it *)
-val respond_file:
- fname:string -> ?version: Http_types.version -> out_channel -> unit
-
- (** respond using a prebuilt Http_types.response object *)
-val respond_with: Http_types.response -> out_channel -> unit
-
- (** start an HTTP daemon
- * @param spec specification of daemon behaviour
- *)
-val main: Http_types.daemon_spec -> unit
-
- (** default daemon specification:
- * - listen on 0.0.0.0, port 80
- * - "always ok" callback (return an empty response, response code 200)
- * - fork a child for each request
- * - do not change to a root directory (i.e. keep cwd)
- * - 300 seconds timeout
- * - ignores exceptions
- * - no authentication required *)
-val default_spec: Http_types.daemon_spec
-
- (** currified daemon_spec constructor. Each parameter of this function
- * corresponds to one field of Http_types.daemon_spec and defaults to the
- * corresponding field of Http_daemon.default_spec *)
-val daemon_spec:
- ?address:string ->
- ?auth:(string * Http_types.auth_info) option ->
- ?callback:(Http_types.request -> out_channel -> unit) ->
- ?mode:(Http_types.daemon_mode) ->
- ?port:int ->
- ?root_dir:string option ->
- ?exn_handler:(exn -> out_channel -> unit) option ->
- ?timeout:int option ->
- unit ->
- Http_types.daemon_spec
-
- (** starts an HTTP daemon (deprecated function)
- *
- * @deprecated This function will be removed in future versions, please switch
- * to Http_daemon.main below.
- *
- * see {!Http_types.daemon_spec} for a detailed description of parameters
- *
- * @param addr like the "address" field of Http_types.daemon_spec, defaults to
- * the wildcard address "0.0.0.0"
- * @param port like the "port" field of Http_types.daemon_spec, defaults to 80
- * @param timeout like the "timeout" field of Http_types.daemon_spec, defaults
- * to Some 300
- * @param mode like the "mode" field of Http_types.daemon_spec, defaults to
- * `Fork
- * @param root like the "root_dir" field of Http_types.daemon_spec, defaults to
- * None
- * @param callback functional version of the "callback" field of
- * Http_types.daemon_spec. 1st argument is the request path, 2nd argument
- * the decoded query string, 3rd argument an output channel connect to the
- * client
- *)
-val start:
- ?addr: string -> ?port: int ->
- ?timeout: int option -> ?mode: Http_types.daemon_mode -> ?root: string ->
- (string -> (string * string) list -> out_channel -> unit) ->
- unit
-
- (** starts an HTTP daemon (deprecated function)
- *
- * @deprecated This function will be removed in future versions, please switch
- * to Http_daemon.main below.
- *
- * parameters as per {!Http_daemon.start} except for the callback, in this case
- * it behaves as the "callback" field of Http_types.daemon_spec
- *)
-val start':
- ?addr: string -> ?port: int ->
- ?timeout: int option -> ?mode: Http_types.daemon_mode -> ?root: string ->
- (Http_types.request -> out_channel -> unit) ->
- unit
-
- (** Object oriented interface to HTTP daemons.
- * @param addr address on which daemon will listen for connections
- * @param port port which daemon will bind
- * see {!Http_types.daemon} *)
-class daemon:
- ?addr: string -> ?port: int ->
- unit ->
- Http_types.daemon
-
- (** Trivial static pages HTTP daemon.
- * Daemons created using this module will serve directory indexes and files
- * found starting from the working directory *)
-module Trivial :
- sig
- (** callback function, exposed if you like to use it as a basis to define
- a more powerful daemon *)
- val callback : Http_types.request -> out_channel -> unit
-
- (** start the "trivial" HTTP daemon
- * @param spec trivial HTTP daemon specification, "callback" field is
- * ignored and set to the callback above *)
- val main : Http_types.daemon_spec -> unit
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Http_common;;
-open Http_constants;;
-open Http_types;;
-open Printf;;
-
- (* remove all bindings of 'name' from hashtbl 'tbl' *)
-let rec hashtbl_remove_all tbl name =
- if not (Hashtbl.mem tbl name) then
- raise (Header_not_found name);
- Hashtbl.remove tbl name;
- if Hashtbl.mem tbl name then hashtbl_remove_all tbl name
-;;
-
-class virtual message ~body ~headers ~version ~clisockaddr ~srvsockaddr =
-
- let ((cliaddr, cliport), (srvaddr, srvport)) =
- (Http_misc.explode_sockaddr clisockaddr,
- Http_misc.explode_sockaddr srvsockaddr)
- in
-
- object (self)
-
- val _contentsBuf = Buffer.create 1024
- val _headers = Hashtbl.create 11
- val mutable _version: version option = version
-
- initializer
- self#setBody body;
- self#addHeaders headers
-
- method version = _version
- method setVersion v = _version <- Some v
-
- method body = Buffer.contents _contentsBuf
- method setBody c =
- Buffer.clear _contentsBuf;
- Buffer.add_string _contentsBuf c
- method bodyBuf = _contentsBuf
- method setBodyBuf b =
- Buffer.clear _contentsBuf;
- Buffer.add_buffer _contentsBuf b
- method addBody s = Buffer.add_string _contentsBuf s
- method addBodyBuf b = Buffer.add_buffer _contentsBuf b
-
- method addHeader ~name ~value =
- let name = String.lowercase name in
- Http_parser_sanity.heal_header (name, value);
- Hashtbl.add _headers name value
- method addHeaders =
- List.iter (fun (name, value) -> self#addHeader ~name ~value)
- method replaceHeader ~name ~value =
- let name = String.lowercase name in
- Http_parser_sanity.heal_header (name, value);
- Hashtbl.replace _headers name value
- method replaceHeaders =
- List.iter (fun (name, value) -> self#replaceHeader ~name ~value)
- method removeHeader ~name =
- let name = String.lowercase name in
- hashtbl_remove_all _headers name
- method hasHeader ~name =
- let name = String.lowercase name in
- Hashtbl.mem _headers name
- method header ~name =
- if not (self#hasHeader name) then raise (Header_not_found name);
- let name = String.lowercase name in
- String.concat ", " (List.rev (Hashtbl.find_all _headers name))
- method headers =
- List.rev
- (Hashtbl.fold
- (fun name _ headers -> (name, self#header ~name)::headers)
- _headers
- [])
-
- method clientSockaddr = clisockaddr
- method clientAddr = cliaddr
- method clientPort = cliport
-
- method serverSockaddr = srvsockaddr
- method serverAddr = srvaddr
- method serverPort = srvport
-
- method private virtual fstLineToString: string
- method toString =
- self#fstLineToString ^ (* {request,status} line *)
- crlf ^
- (String.concat (* headers, crlf terminated *)
- ""
- (List.map (fun (h,v) -> h ^ ": " ^ v ^ crlf) self#headers)) ^
- (sprintf "Content-Length: %d" (String.length self#body)) ^ crlf ^
- crlf ^
- self#body (* body *)
- method serialize outchan =
- output_string outchan self#toString;
- flush outchan
-
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Object Oriented representation of HTTP messages *)
-
-open Http_types;;
-
- (** OO representation of an HTTP message
- @param entity body included in the message
- @param headers message headers shipped with the message *)
-class virtual message:
- body: string -> headers: (string * string) list -> version: version option ->
- clisockaddr: Unix.sockaddr -> srvsockaddr: Unix.sockaddr ->
- object
-
- (** @return message HTTP version, it can be None because older version
- of the HTTP protocol don't require HTTP version to be told between
- message source and destination *)
- method version: version option
-
- (** set message HTTP version *)
- method setVersion: version -> unit
-
- (** @return message body *)
- method body: string
-
- (** set message body *)
- method setBody: string -> unit
-
- (** @return a Buffer.t connected to message body (Warning: changing this
- buffer will change message body too) *)
- method bodyBuf: Buffer.t
-
- (** set a new Buffer.t used to keep message body *)
- method setBodyBuf: Buffer.t -> unit
-
- (** append a string to message body *)
- method addBody: string -> unit
-
- (** append a whole buffer to message body *)
- method addBodyBuf: Buffer.t -> unit
-
- (** {i header name comparison are performed in a case-insensitive manner
- as required by RFC2616, actually the implementation works converting all
- header names in lowercase} *)
-
- (** add an HTTP header
- @param name header's name
- @param value header's value *)
- method addHeader: name:string -> value:string -> unit
-
- (** add a list of HTTP headers
- @param headers a list of pairs: header_name, header_value *)
- method addHeaders: (string * string) list -> unit
-
- (** like addHeader but replace previous definition of the same header *)
- method replaceHeader: name:string -> value:string -> unit
-
- (** like addHeaders but replace previous definition of headers that were
- already defined *)
- method replaceHeaders: (string * string) list -> unit
-
- (** remove _all_ occurences of an HTTP header from the message
- @param name name of the header to be removed *)
- method removeHeader: name:string -> unit
-
- (** @return true if given header exists in message, false otherwise *)
- method hasHeader: name:string -> bool
-
- (** @return value associated to a given header
- @param name name of the header to lookup
- @raise Header_not_found if given header wasn't defined in message *)
- method header: name:string -> string
-
- (** @return the full set of headers defined for this message, the value
- returned is an association list from headers name to headers value, an
- header may occurs more that once in the list *)
- method headers: (string * string) list
-
-
- (** @return client Unix.sockaddr *)
- method clientSockaddr: Unix.sockaddr
-
- (** @return client address pretty printed *)
- method clientAddr: string
-
- (** @return client port *)
- method clientPort: int
-
- (** @return server Unix.sockaddr *)
- method serverSockaddr: Unix.sockaddr
-
- (** @return server address pretty printed *)
- method serverAddr: string
-
- (** @return server port *)
- method serverPort: int
-
-
- (** @return for requests first request line, for responses first
- response line.
- User by derived requests and responses to implement toString method *)
- method private virtual fstLineToString: string
-
- (** @return a string representation of the message *)
- method toString: string
-
- (** serialize the message over an output channel *)
- method serialize: out_channel -> unit
-
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf
-
-open Http_types
-
-let date_822 () =
- Netdate.mk_mail_date ~zone:Netdate.localzone (Unix.time ())
-
-let is_directory name =
- match Unix.lstat name with
- | { Unix.st_kind = Unix.S_DIR } -> true
- | _ -> false
-
-let filesize fname = (Unix.stat fname).Unix.st_size
-
-let strip_trailing_slash =
- let rex = Pcre.regexp "/$" in
- fun s -> Pcre.replace ~rex ~templ:"" s
-
-let strip_heading_slash =
- let rex = Pcre.regexp "^/" in
- fun s -> Pcre.replace ~rex ~templ:"" s
-
-let ls dir =
- let rec ls' entries =
- try ls' ((Unix.readdir dir)::entries) with End_of_file -> entries
- in
- ls' []
-
-let string_explode s =
- let rec string_explode' acc = function
- | "" -> acc
- | s -> string_explode' (s.[0] :: acc) (String.sub s 1 (String.length s - 1))
- in
- List.rev (string_explode' [] s)
-
-let string_implode = List.fold_left (fun s c -> s ^ (String.make 1 c)) ""
-
-let reason_phrase_of_code = function
- | 100 -> "Continue"
- | 101 -> "Switching protocols"
- | 200 -> "OK"
- | 201 -> "Created"
- | 202 -> "Accepted"
- | 203 -> "Non authoritative information"
- | 204 -> "No content"
- | 205 -> "Reset content"
- | 206 -> "Partial content"
- | 300 -> "Multiple choices"
- | 301 -> "Moved permanently"
- | 302 -> "Found"
- | 303 -> "See other"
- | 304 -> "Not modified"
- | 305 -> "Use proxy"
- | 307 -> "Temporary redirect"
- | 400 -> "Bad request"
- | 401 -> "Unauthorized"
- | 402 -> "Payment required"
- | 403 -> "Forbidden"
- | 404 -> "Not found"
- | 405 -> "Method not allowed"
- | 406 -> "Not acceptable"
- | 407 -> "Proxy authentication required"
- | 408 -> "Request time out"
- | 409 -> "Conflict"
- | 410 -> "Gone"
- | 411 -> "Length required"
- | 412 -> "Precondition failed"
- | 413 -> "Request entity too large"
- | 414 -> "Request URI too large"
- | 415 -> "Unsupported media type"
- | 416 -> "Requested range not satisfiable"
- | 417 -> "Expectation failed"
- | 500 -> "Internal server error"
- | 501 -> "Not implemented"
- | 502 -> "Bad gateway"
- | 503 -> "Service unavailable"
- | 504 -> "Gateway time out"
- | 505 -> "HTTP version not supported"
- | invalid_code -> raise (Invalid_code invalid_code)
-
-let build_sockaddr (addr, port) =
- try
- Unix.ADDR_INET ((Unix.gethostbyname addr).Unix.h_addr_list.(0), port)
- with Not_found -> failwith ("OCaml-HTTP, can't resolve hostname: " ^ addr)
-
-let explode_sockaddr = function
- | Unix.ADDR_INET (addr, port) -> (Unix.string_of_inet_addr addr, port)
- | _ -> assert false (* can explode only inet address *)
-
-let peername_of_out_channel outchan =
- Unix.getpeername (Unix.descr_of_out_channel outchan)
-let peername_of_in_channel inchan =
- Unix.getpeername (Unix.descr_of_in_channel inchan)
-let sockname_of_out_channel outchan =
- Unix.getsockname (Unix.descr_of_out_channel outchan)
-let sockname_of_in_channel inchan =
- Unix.getsockname (Unix.descr_of_in_channel inchan)
-
-let buf_of_inchan ?limit ic =
- let buf = Buffer.create 10240 in
- let tmp = String.make 1024 '\000' in
- let rec buf_of_inchan' limit =
- (match limit with
- | None ->
- let bytes = input ic tmp 0 1024 in
- if bytes > 0 then begin
- Buffer.add_substring buf tmp 0 bytes;
- buf_of_inchan' None
- end
- | Some lim -> (* TODO what about using a single really_input call? *)
- let bytes = input ic tmp 0 (min lim 1024) in
- if bytes > 0 then begin
- Buffer.add_substring buf tmp 0 bytes;
- buf_of_inchan' (Some (lim - bytes))
- end)
- in
- (try buf_of_inchan' limit with End_of_file -> ());
- buf
-
-let list_assoc_all key pairs =
- snd (List.split (List.filter (fun (k, v) -> k = key) pairs))
-
-let warn msg = prerr_endline (sprintf "ocaml-http WARNING: %s" msg)
-let error msg = prerr_endline (sprintf "ocaml-http ERROR: %s" msg)
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Helpers and other not better classified functions which should not be
-exposed in the final API *)
-
- (** @return the current date compliant to RFC 1123, which updates RFC 822
- zone info are retrieved from UTC *)
-val date_822: unit -> string
-
- (** @return true if 'name' is a directory on the file system, false otherwise
- *)
-val is_directory: string -> bool
-
- (** @return the filesize of fname *)
-val filesize: string -> int
-
- (** strip trailing '/', if any, from a string and @return the new string *)
-val strip_trailing_slash: string -> string
-
- (** strip heading '/', if any, from a string and @return the new string *)
-val strip_heading_slash: string -> string
-
- (** given a dir handle @return a list of entries contained *)
-val ls: Unix.dir_handle -> string list
-
- (** explode a string in a char list *)
-val string_explode: string -> char list
-
- (** implode a char list in a string *)
-val string_implode: char list -> string
-
- (** given an HTTP response code return the corresponding reason phrase *)
-val reason_phrase_of_code: int -> string
-
- (** build a Unix.sockaddr inet address from a string representation of an IP
- address and a port number *)
-val build_sockaddr: string * int -> Unix.sockaddr
-
- (** explode an _inet_ Unix.sockaddr address in a string representation of an
- IP address and a port number *)
-val explode_sockaddr: Unix.sockaddr -> string * int
-
- (** given an out_channel build on top of a socket, return peername related to
- that socket *)
-val peername_of_out_channel: out_channel -> Unix.sockaddr
-
- (** as above but works on in_channels *)
-val peername_of_in_channel: in_channel -> Unix.sockaddr
-
- (** given an out_channel build on top of a socket, return sockname related to
- that socket *)
-val sockname_of_out_channel: out_channel -> Unix.sockaddr
-
- (** as above but works on in_channels *)
-val sockname_of_in_channel: in_channel -> Unix.sockaddr
-
- (* TODO replace with Buffer.add_channel which does almost the same :-((( *)
- (** reads from an input channel till it End_of_file and returns what has been
- read; if limit is given returned buffer will contains at most first 'limit'
- bytes read from input channel *)
-val buf_of_inchan: ?limit: int -> in_channel -> Buffer.t
-
- (** like List.assoc but return all bindings of a given key instead of the
- leftmost one only *)
-val list_assoc_all: 'a -> ('a * 'b) list -> 'b list
-
-val warn: string -> unit (** print a warning msg to stderr. Adds trailing \n *)
-val error: string -> unit (** print an error msg to stderr. Adds trailing \n *)
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf;;
-
-open Http_common;;
-open Http_types;;
-open Http_constants;;
-
-let (bindings_sep, binding_sep, pieces_sep, header_sep) =
- (Pcre.regexp "&", Pcre.regexp "=", Pcre.regexp " ", Pcre.regexp ":")
-let header_RE = Pcre.regexp "([^:]*):(.*)"
-
-let url_decode url = Netencoding.Url.decode ~plus:true url
-
-let split_query_params query =
- let bindings = Pcre.split ~rex:bindings_sep query in
- match bindings with
- | [] -> raise (Malformed_query query)
- | bindings ->
- List.map
- (fun binding ->
- match Pcre.split ~rex:binding_sep binding with
- | [ ""; b ] -> (* '=b' *)
- raise (Malformed_query_part (binding, query))
- | [ a; b ] -> (* 'a=b' *) (url_decode a, url_decode b)
- | [ a ] -> (* 'a=' || 'a' *) (url_decode a, "")
- | _ -> raise (Malformed_query_part (binding, query)))
- bindings
-
- (** internal, used by generic_input_line *)
-exception Line_completed;;
-
- (** given an input channel and a separator
- @return a line read from it (like Pervasives.input_line)
- line is returned only after reading a separator string; separator string isn't
- included in the returned value
- TODO what about efficiency?, input is performed char-by-char
- *)
-let generic_input_line ~sep ~ic =
- let sep_len = String.length sep in
- if sep_len < 1 then
- failwith ("Separator '" ^ sep ^ "' is too short!")
- else (* valid separator *)
- let line = ref "" in
- let sep_pointer = ref 0 in
- try
- while true do
- if !sep_pointer >= String.length sep then (* line completed *)
- raise Line_completed
- else begin (* incomplete line: need to read more *)
- let ch = input_char ic in
- if ch = String.get sep !sep_pointer then (* next piece of sep *)
- incr sep_pointer
- else begin (* useful char *)
- for i = 0 to !sep_pointer - 1 do
- line := !line ^ (String.make 1 (String.get sep i))
- done;
- sep_pointer := 0;
- line := !line ^ (String.make 1 ch)
- end
- end
- done;
- assert false (* unreacheable statement *)
- with Line_completed -> !line
-
-let patch_empty_path = function "" -> "/" | s -> s
-let debug_dump_request path params =
- debug_print
- (sprintf
- "recevied request; path: %s; params: %s"
- path
- (String.concat ", " (List.map (fun (n, v) -> n ^ "=" ^ v) params)))
-
-let parse_request_fst_line ic =
- let request_line = generic_input_line ~sep:crlf ~ic in
- debug_print (sprintf "HTTP request line (not yet parsed): %s" request_line);
- try
- (match Pcre.split ~rex:pieces_sep request_line with
- | [ meth_raw; uri_raw ] -> (* ancient HTTP request line *)
- (method_of_string meth_raw, (* method *)
- Http_parser_sanity.url_of_string uri_raw, (* uri *)
- None) (* no version given *)
- | [ meth_raw; uri_raw; http_version_raw ] -> (* HTTP 1.{0,1} *)
- (method_of_string meth_raw, (* method *)
- Http_parser_sanity.url_of_string uri_raw, (* uri *)
- Some (version_of_string http_version_raw)) (* version *)
- | _ -> raise (Malformed_request request_line))
- with Malformed_URL url -> raise (Malformed_request_URI url)
-
-let parse_response_fst_line ic =
- let response_line = generic_input_line ~sep:crlf ~ic in
- debug_print (sprintf "HTTP response line (not yet parsed): %s" response_line);
- try
- (match Pcre.split ~rex:pieces_sep response_line with
- | version_raw :: code_raw :: _ ->
- (version_of_string version_raw, (* method *)
- status_of_code (int_of_string code_raw)) (* status *)
- | _ -> raise (Malformed_response response_line))
- with
- | Malformed_URL _ | Invalid_code _ | Failure "int_of_string" ->
- raise (Malformed_response response_line)
-
-let parse_path uri = patch_empty_path (String.concat "/" (Neturl.url_path uri))
-let parse_query_get_params uri =
- try (* act on HTTP encoded URIs *)
- split_query_params (Neturl.url_query ~encoded:true uri)
- with Not_found -> []
-
-let parse_headers ic =
- (* consume also trailing "^\r\n$" line *)
- let rec parse_headers' headers =
- match generic_input_line ~sep:crlf ~ic with
- | "" -> List.rev headers
- | line ->
- (let subs =
- try
- Pcre.extract ~rex:header_RE line
- with Not_found -> raise (Invalid_header line)
- in
- let header =
- try
- subs.(1)
- with Invalid_argument "Array.get" -> raise (Invalid_header line)
- in
- let value =
- try
- Http_parser_sanity.normalize_header_value subs.(2)
- with Invalid_argument "Array.get" -> ""
- in
- Http_parser_sanity.heal_header (header, value);
- parse_headers' ((header, value) :: headers))
- in
- parse_headers' []
-
-let parse_request ic =
- let (meth, uri, version) = parse_request_fst_line ic in
- let path = parse_path uri in
- let query_get_params = parse_query_get_params uri in
- debug_dump_request path query_get_params;
- (path, query_get_params)
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** HTTP messages parsing *)
-
-open Http_types;;
-
- (** given an HTTP like query string (e.g. "name1=value1&name2=value2&...")
- @return a list of pairs [("name1", "value1"); ("name2", "value2")]
- @raise Malformed_query if the string isn't a valid query string
- @raise Malformed_query_part if some piece of the query isn't valid
- *)
-val split_query_params: string -> (string * string) list
-
- (** parse 1st line of an HTTP request
- @param inchan input channel from which parse request
- @return a triple meth * url * version, meth is the HTTP method invoked, url is
- the requested url, version is the HTTP version specified or None if no version
- was specified
- @raise Malformed_request if request 1st linst isn't well formed
- @raise Malformed_request_URI if requested URI isn't well formed *)
-val parse_request_fst_line: in_channel -> meth * Neturl.url * version option
-
- (** parse 1st line of an HTTP response
- * @param inchan input channel from which parse response
- * @raise Malformed_response if first line isn't well formed
- *)
-val parse_response_fst_line: in_channel -> version * status
-
- (** parse HTTP GET parameters from an URL; paramater which were passed with no
- value (like 'x' in "/foo.cgi?a=10&x=&c=9") are returned associated with the
- empty ("") string.
- @return a list of pairs param_name * param_value *)
-val parse_query_get_params: Neturl.url -> (string * string) list
-
- (** parse the base path (removing query string, fragment, ....) from an URL *)
-val parse_path: Neturl.url -> string
-
- (** parse HTTP headers. Consumes also trailing CRLF at the end of header list
- @param inchan input channel from which parse headers
- @return a list of pairs header_name * header_value
- @raise Invalid_header if a not well formed header is encountered *)
-val parse_headers: in_channel -> (string * string) list
-
- (** given an input channel, reads from it a GET HTTP request and
- @return a pair <path, query_params> where path is a string representing the
- requested path and query_params is a list of pairs <name, value> (the GET
- parameters) *)
-val parse_request: in_channel -> string * (string * string) list
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf
-
-open Http_types
-open Http_constants
-
-(*
-type url_syntax_option =
- Url_part_not_recognized
- | Url_part_allowed
- | Url_part_required
-
-* (1) scheme://user:password@host:port/path;params?query#fragment
-*)
-
-let request_uri_syntax =
-{
- Neturl.url_enable_scheme = Neturl.Url_part_not_recognized;
- url_enable_user = Neturl.Url_part_not_recognized;
- url_enable_user_param = Neturl.Url_part_not_recognized;
- url_enable_password = Neturl.Url_part_not_recognized;
- url_enable_host = Neturl.Url_part_not_recognized;
- url_enable_port = Neturl.Url_part_not_recognized;
- url_enable_path = Neturl.Url_part_required;
- url_enable_param = Neturl.Url_part_not_recognized;
- url_enable_query = Neturl.Url_part_allowed;
- url_enable_fragment = Neturl.Url_part_not_recognized;
- url_enable_other = Neturl.Url_part_not_recognized;
- url_accepts_8bits = false;
- url_enable_relative = true;
- url_is_valid = (fun _ -> true);
-}
-
- (* convention:
- foo_RE_raw is the uncompiled regexp matching foo
- foo_RE is the compiled regexp matching foo
- is_foo is the predicate over string matching foo
- *)
-
-let separators_RE_raw = "()<>@,;:\\\\\"/\\[\\]?={} \t"
-let ctls_RE_raw = "\\x00-\\x1F\\x7F"
-let token_RE_raw = "[^" ^ separators_RE_raw ^ ctls_RE_raw ^ "]+"
-let lws_RE_raw = "(\r\n)?[ \t]"
-let quoted_string_RE_raw = "\"(([^\"])|(\\\\\"))*\""
-let text_RE_raw = "(([^" ^ ctls_RE_raw ^ "])|(" ^ lws_RE_raw ^ "))+"
-let field_content_RE_raw =
- sprintf
- "^(((%s)|(%s)|(%s))|(%s))*$"
- token_RE_raw
- separators_RE_raw
- quoted_string_RE_raw
- text_RE_raw
-(*
- (* following RFC 2616 specifications *)
-let field_value_RE_raw = "((" ^ field_content_RE_raw ^ ")|(" ^ lws_RE_raw^ "))*"
-*)
- (* smarter implementation: TEXT production is included in the regexp below *)
-let field_value_RE_raw =
- sprintf
- "^((%s)|(%s)|(%s)|(%s))*$"
- token_RE_raw
- separators_RE_raw
- quoted_string_RE_raw
- lws_RE_raw
-
-let token_RE = Pcre.regexp ("^" ^ token_RE_raw ^ "$")
-let field_value_RE = Pcre.regexp ("^" ^ field_value_RE_raw ^ "$")
-let heading_lws_RE = Pcre.regexp (sprintf "^%s*" lws_RE_raw)
-let trailing_lws_RE = Pcre.regexp (sprintf "%s*$" lws_RE_raw)
-
-let is_token s = Pcre.pmatch ~rex:token_RE s
-let is_field_name = is_token
-let is_field_value s = Pcre.pmatch ~rex:field_value_RE s
-
-let heal_header_name s =
- if not (is_field_name s) then raise (Invalid_header_name s) else ()
-
-let heal_header_value s =
- if not (is_field_value s) then raise (Invalid_header_value s) else ()
-
-let normalize_header_value s =
- Pcre.replace ~rex:trailing_lws_RE
- (Pcre.replace ~rex:heading_lws_RE s)
-
-let heal_header (name, value) =
- heal_header_name name;
- heal_header_value name
-
-let url_of_string s =
- try
- Neturl.url_of_string request_uri_syntax s
- with Neturl.Malformed_URL -> raise (Malformed_URL s)
-
-let string_of_url = Neturl.string_of_url
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Sanity test functions related to HTTP message parsing *)
-
- (** @param name an HTTP header name
- @raise Invalid_header_name if name isn't a valid HTTP header name *)
-val heal_header_name: string -> unit
-
- (** @param value an HTTP header value
- @raise Invalid_header_value if value isn't a valid HTTP header value *)
-val heal_header_value: string -> unit
-
- (** @param header a pair header_name * header_value
- @raise Invalid_header_name if name isn't a valid HTTP header name
- @raise Invalid_header_value if value isn't a valid HTTP header value *)
-val heal_header: string * string -> unit
-
- (** remove heading and/or trailing LWS sequences as per RFC2616 *)
-val normalize_header_value: string -> string
-
- (** parse an URL from a string.
- @raise Malformed_URL if an invalid URL is encountered *)
-val url_of_string: string -> Neturl.url
-
- (** pretty print an URL *)
-val string_of_url: Neturl.url -> string
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf;;
-
-open Http_common;;
-open Http_types;;
-
-let debug_dump_request path params =
- debug_print ("request path = " ^ path);
- debug_print (
- sprintf"request params = %s"
- (String.concat ";"
- (List.map (fun (h,v) -> String.concat "=" [h;v]) params)))
-
-let auth_sep_RE = Pcre.regexp ":"
-let basic_auth_RE = Pcre.regexp "^Basic\\s+"
-
-exception Fallback;; (* used internally by request class *)
-
-class request ic =
- let (meth, uri, version) = Http_parser.parse_request_fst_line ic in
- let uri_str = Neturl.string_of_url uri in
- let path = Http_parser.parse_path uri in
- let query_get_params = Http_parser.parse_query_get_params uri in
- let (headers, body) =
- (match version with
- | None -> [], "" (* No version given, use request's 1st line only *)
- | Some version -> (* Version specified, parse also headers and body *)
- let headers =
- List.map (* lowercase header names to ease lookups before having a
- request object *)
- (fun (h,v) -> (String.lowercase h, v))
- (Http_parser.parse_headers ic) (* trailing \r\n consumed! *)
- in
- let body =
- (* TODO fallback on size defined in Transfer-Encoding if
- Content-Length isn't defined *)
- if meth = `POST then
- Buffer.contents
- (try (* read only Content-Length bytes *)
- let limit_raw =
- (try
- List.assoc "content-length" headers
- with Not_found -> raise Fallback)
- in
- let limit =
- (try (* TODO supports only a maximum content-length of 1Gb *)
- int_of_string limit_raw
- with Failure "int_of_string" ->
- raise (Invalid_header ("content-length: " ^ limit_raw)))
- in
- Http_misc.buf_of_inchan ~limit ic
- with Fallback -> Http_misc.buf_of_inchan ic) (* read until EOF *)
- else (* TODO empty body for methods other than POST, is ok? *)
- ""
- in
- (headers, body))
- in
- let query_post_params =
- match meth with
- | `POST ->
- let ct = try List.assoc "content-type" headers with Not_found -> "" in
- if ct = "application/x-www-form-urlencoded" then
- Http_parser.split_query_params body
- else []
- | _ -> []
- in
- let params = query_post_params @ query_get_params in (* prefers POST params *)
- let _ = debug_dump_request path params in
- let (clisockaddr, srvsockaddr) =
- (Http_misc.peername_of_in_channel ic, Http_misc.sockname_of_in_channel ic)
- in
-
- object (self)
-
- inherit
- Http_message.message ~body ~headers ~version ~clisockaddr ~srvsockaddr
-
- val params_tbl =
- let tbl = Hashtbl.create (List.length params) in
- List.iter (fun (n,v) -> Hashtbl.add tbl n v) params;
- tbl
-
- method meth = meth
- method uri = uri_str
- method path = path
- method param ?(meth: meth option) ?(default: string option) name =
- try
- (match meth with
- | None -> Hashtbl.find params_tbl name
- | Some `GET -> List.assoc name query_get_params
- | Some `POST -> List.assoc name query_post_params)
- with Not_found ->
- (match default with
- | None -> raise (Param_not_found name)
- | Some value -> value)
- method paramAll ?meth name =
- (match (meth: meth option) with
- | None -> List.rev (Hashtbl.find_all params_tbl name)
- | Some `GET -> Http_misc.list_assoc_all name query_get_params
- | Some `POST -> Http_misc.list_assoc_all name query_post_params)
- method params = params
- method params_GET = query_get_params
- method params_POST = query_post_params
-
- method private fstLineToString =
- let method_string = string_of_method self#meth in
- match self#version with
- | Some version ->
- sprintf "%s %s %s" method_string self#uri (string_of_version version)
- | None -> sprintf "%s %s" method_string self#uri
-
- method authorization: auth_info option =
- try
- let credentials =
- Netencoding.Base64.decode
- (Pcre.replace ~rex:basic_auth_RE (self#header "authorization"))
- in
- debug_print ("HTTP Basic auth credentials: " ^ credentials);
- (match Pcre.split ~rex:auth_sep_RE credentials with
- | [username; password] -> Some (`Basic (username, password))
- | l -> raise Exit)
- with Header_not_found _ | Invalid_argument _ | Exit -> None
-
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Object Oriented representation of HTTP requests *)
-
-open Http_types;;
-
- (** OO representation of an HTTP request
- @param inchan input channel from which parse an HTTP request *)
-class request: in_channel -> Http_types.request
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Http_types;;
-open Http_constants;;
-open Http_common;;
-open Http_daemon;;
-open Printf;;
-
-let status_line_RE = Pcre.regexp "^(HTTP/\\d\\.\\d) (\\d{3}) (.*)$"
-
-let anyize = function
- | Some addr -> addr
- | None -> Unix.ADDR_INET (Unix.inet_addr_any, -1)
-
-class response
- (* Warning: keep default values in sync with Http_daemon.respond function *)
- ?(body = "") ?(headers = []) ?(version = http_version)
- ?clisockaddr ?srvsockaddr (* optional because response have to be easily
- buildable in callback functions *)
- ?(code = 200) ?status
- ()
- =
-
- (** if no address were supplied for client and/or server, use a foo address
- instead *)
- let (clisockaddr, srvsockaddr) = (anyize clisockaddr, anyize srvsockaddr) in
-
- (* "version code reason_phrase" *)
- object (self)
-
- (* note that response objects can't be created with a None version *)
- inherit
- Http_message.message
- ~body ~headers ~version:(Some version) ~clisockaddr ~srvsockaddr
-
- val mutable _code =
- match status with
- | None -> code
- | Some (s: Http_types.status) -> code_of_status s
- val mutable _reason: string option = None
-
- method private getRealVersion =
- match self#version with
- | None ->
- failwith ("Http_response.fstLineToString: " ^
- "can't serialize an HTTP response with no HTTP version defined")
- | Some v -> string_of_version v
-
- method code = _code
- method setCode c =
- ignore (status_of_code c); (* sanity check on c *)
- _code <- c
- method status = status_of_code _code
- method setStatus (s: Http_types.status) = _code <- code_of_status s
- method reason =
- match _reason with
- | None -> Http_misc.reason_phrase_of_code _code
- | Some r -> r
- method setReason r = _reason <- Some r
- method statusLine =
- String.concat " "
- [self#getRealVersion; string_of_int self#code; self#reason]
- method setStatusLine s =
- try
- let subs = Pcre.extract ~rex:status_line_RE s in
- self#setVersion (version_of_string subs.(1));
- self#setCode (int_of_string subs.(2));
- self#setReason subs.(3)
- with Not_found ->
- raise (Invalid_status_line s)
-
- method isInformational = is_informational _code
- method isSuccess = is_success _code
- method isRedirection = is_redirection _code
- method isClientError = is_client_error _code
- method isServerError = is_server_error _code
- method isError = is_error _code
-
- (* FIXME duplication of code between this and send_basic_headers *)
- method addBasicHeaders =
- self#addHeader ~name:"Date" ~value:(Http_misc.date_822 ());
- self#addHeader ~name:"Server" ~value:server_string
-
- method contentType = self#header "Content-Type"
- method setContentType t = self#replaceHeader "Content-Type" t
- method contentEncoding = self#header "Content-Encoding"
- method setContentEncoding e = self#replaceHeader "Content-Encoding" e
- method date = self#header "Date"
- method setDate d = self#replaceHeader "Date" d
- method expires = self#header "Expires"
- method setExpires t = self#replaceHeader "Expires" t
- method server = self#header "Server"
- method setServer s = self#replaceHeader "Server" s
-
- method private fstLineToString =
- sprintf "%s %d %s" self#getRealVersion self#code self#reason
-
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Object Oriented representation of HTTP responses *)
-
-open Http_types;;
-
- (** OO representation of an HTTP response. *)
-class response:
- ?body:string -> ?headers:(string * string) list -> ?version: version ->
- ?clisockaddr: Unix.sockaddr -> ?srvsockaddr: Unix.sockaddr ->
- ?code:int -> ?status:Http_types.status ->
- unit ->
- Http_types.response
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-
- (** raised when a client timeouts *)
-exception Timeout
-
-let backlog = 10
-
- (** if timeout is given (Some _) @return a new callback which establish
- timeout_callback as callback for signal Sys.sigalrm and register an alarm
- (expiring after timeout seconds) before invoking the real callback given. If
- timeout is None, callback is returned unchanged. *)
-let wrap_callback_w_timeout ~callback ~timeout ~timeout_callback =
- match timeout with
- | None -> callback
- | Some timeout -> (* wrap callback setting an handler for ALRM signal and an
- alarm that ring after timeout seconds *)
- (fun inchan outchan ->
- ignore (Sys.signal Sys.sigalrm (Sys.Signal_handle timeout_callback));
- ignore (Unix.alarm timeout);
- callback inchan outchan)
-
- (* try to close nicely a socket *)
-let shutdown_socket suck =
- try
- Unix.shutdown suck Unix.SHUTDOWN_ALL
- with Unix.Unix_error(_, "shutdown", "") -> ()
-
-let nice_unix_accept suck =
- try
- Unix.accept suck
- with e -> (* clean up socket before exit *)
- shutdown_socket suck;
- raise e
-
-let init_socket sockaddr =
- let suck = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
- (* shutdown socket on SIGTERM *)
- ignore (Sys.signal Sys.sigterm
- (Sys.Signal_handle
- (fun _ -> shutdown_socket suck; exit 17)));
- Unix.setsockopt suck Unix.SO_REUSEADDR true;
- Unix.bind suck sockaddr;
- Unix.listen suck backlog;
- suck
-
-let init_callback callback timeout =
- let timeout_callback signo =
- if signo = Sys.sigalrm then
- raise Timeout
- in
- wrap_callback_w_timeout ~callback ~timeout ~timeout_callback
-
- (** try to close an outchannel connected to a socket, ignore Sys_error since
- * this probably means that socket is already closed (e.g. on sigpipe) *)
-let try_close_out ch = try close_out ch with Sys_error _ -> ()
-
- (** like Unix.establish_server, but shutdown sockets when receiving SIGTERM
- and before exiting for an uncaught exception *)
-let my_establish_server server_fun sockaddr =
- let suck = init_socket sockaddr in
- while true do
- let (s, caller) = nice_unix_accept suck in
- (** "double fork" trick, see {!Unix.establish_server} implementation *)
- match Unix.fork() with
- | 0 -> (* parent *)
- (try
- if Unix.fork () <> 0 then
- exit 0; (* The son exits, the grandson works *)
- let inchan = Unix.in_channel_of_descr s in
- let outchan = Unix.out_channel_of_descr s in
- server_fun inchan outchan;
- try_close_out outchan; (* closes also inchan: socket is the same *)
- exit 0
- with e ->
- shutdown_socket suck; (* clean up socket before exit *)
- raise e)
- | child when (child > 0) -> (* child *)
- Unix.close s;
- ignore (Unix.waitpid [] child) (* Reclaim the son *)
- | _ (* < 0 *) ->
- failwith "Can't fork"
- done
-
- (** tcp_server which forks a new process for each request *)
-let fork ~sockaddr ~timeout callback =
- let timeout_callback signo =
- if signo = Sys.sigalrm then
- exit 2
- in
- my_establish_server
- (wrap_callback_w_timeout ~callback ~timeout ~timeout_callback)
- sockaddr
-
- (** tcp_server which doesn't fork, requests are server sequentially and in the
- same address space of the calling process *)
-let simple ~sockaddr ~timeout callback =
- let suck = init_socket sockaddr in
- let callback = init_callback callback timeout in
- try
- while true do
- let (client, _) = Unix.accept suck in
- (* client is now connected *)
- let (inchan, outchan) =
- (Unix.in_channel_of_descr client, Unix.out_channel_of_descr client)
- in
- (try
- callback inchan outchan;
- ignore (Unix.alarm 0) (* reset alarm *)
- with Timeout -> ());
- try_close_out outchan (* this close also inchan: socket is the same *)
- done
- with e -> (* clean up socket before exit *)
- shutdown_socket suck;
- raise e
-
- (** tcp_server which creates a new thread for each request to be served *)
-let thread ~sockaddr ~timeout callback =
- let suck = init_socket sockaddr in
- let callback = init_callback callback timeout in
- let callback (i, o) =
- (try
- callback i o
- with
- | Timeout -> ()
- | e ->
- try_close_out o;
- raise e);
- try_close_out o
- in
- while true do
- let (client, _) = nice_unix_accept suck in
- (* client is now connected *)
- let (inchan, outchan) =
- (Unix.in_channel_of_descr client, Unix.out_channel_of_descr client)
- in
- Http_threaded_tcp_server.serve callback (inchan, outchan)
- done
-
- (** @param server an Http_types.tcp_server
- * @return an Http_types.tcp_server which takes care of ignoring SIGPIPE during
- * server execution and restoring previous handler when (if ever) the server
- * returns *)
-let handle_sigpipe server =
- fun ~sockaddr ~timeout callback ->
- let old_sigpipe_behavior = Sys.signal Sys.sigpipe Sys.Signal_ignore in
- server ~sockaddr ~timeout callback;
- ignore (Sys.signal Sys.sigpipe old_sigpipe_behavior)
-
-let simple = handle_sigpipe simple
-let thread = handle_sigpipe thread
-let fork = handle_sigpipe fork
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** TCP servers used as low-levels for HTTP daemons *)
-
-(** {2 servers} *)
-
- (** single process server *)
-val simple: Http_types.tcp_server
-
- (** multi threaded server *)
-val thread: Http_types.tcp_server
-
- (** multi process server *)
-val fork: Http_types.tcp_server
-
-(** {2 low level functions} *)
-
- (** initialize a passive socket listening on given Unix.sockaddr *)
-val init_socket: Unix.sockaddr -> Unix.file_descr
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Multithreaded part of Http_tcp_server *)
-
- (** serve an HTTP request for a multi threaded TCP server *)
-val serve : ('a -> 'b) -> 'a -> unit
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Type definitions *)
-
-type version = [ `HTTP_1_0 | `HTTP_1_1 ]
-type meth = [ `GET | `POST ]
-type daemon_mode = [ `Single | `Fork | `Thread ]
-
-type tcp_server =
- sockaddr:Unix.sockaddr -> timeout:int option ->
- (in_channel -> out_channel -> unit) ->
- unit
-
-type auth_info =
- [ `Basic of string * string (* username, password *)
- ]
-
-type informational_substatus =
- [ `Continue
- | `Switching_protocols
- ]
-type success_substatus =
- [ `OK
- | `Created
- | `Accepted
- | `Non_authoritative_information
- | `No_content
- | `Reset_content
- | `Partial_content
- ]
-type redirection_substatus =
- [ `Multiple_choices
- | `Moved_permanently
- | `Found
- | `See_other
- | `Not_modified
- | `Use_proxy
- | `Temporary_redirect
- ]
-type client_error_substatus =
- [ `Bad_request
- | `Unauthorized
- | `Payment_required
- | `Forbidden
- | `Not_found
- | `Method_not_allowed
- | `Not_acceptable
- | `Proxy_authentication_required
- | `Request_time_out
- | `Conflict
- | `Gone
- | `Length_required
- | `Precondition_failed
- | `Request_entity_too_large
- | `Request_URI_too_large
- | `Unsupported_media_type
- | `Requested_range_not_satisfiable
- | `Expectation_failed
- ]
-type server_error_substatus =
- [ `Internal_server_error
- | `Not_implemented
- | `Bad_gateway
- | `Service_unavailable
- | `Gateway_time_out
- | `HTTP_version_not_supported
- ]
-type informational_status = [ `Informational of informational_substatus ]
-type success_status = [ `Success of success_substatus ]
-type redirection_status = [ `Redirection of redirection_substatus ]
-type client_error_status = [ `Client_error of client_error_substatus ]
-type server_error_status = [ `Server_error of server_error_substatus ]
-type error_status =
- [ client_error_status
- | server_error_status
- ]
-type status =
- [ informational_status
- | success_status
- | redirection_status
- | client_error_status
- | server_error_status
- ]
-
-type status_code = [ `Code of int | `Status of status ]
-
-type file_source =
- | FileSrc of string
- | InChanSrc of in_channel
-
-exception Invalid_header of string
-exception Invalid_header_name of string
-exception Invalid_header_value of string
-exception Invalid_HTTP_version of string
-exception Invalid_HTTP_method of string
-exception Invalid_code of int
-exception Malformed_URL of string
-exception Malformed_query of string
-exception Malformed_query_part of string * string
-exception Malformed_request_URI of string
-exception Malformed_request of string
-exception Malformed_response of string
-exception Param_not_found of string
-exception Invalid_status_line of string
-exception Header_not_found of string
-exception Quit
-exception Unauthorized of string
-
-class type message = object
- method version: version option
- method setVersion: version -> unit
- method body: string
- method setBody: string -> unit
- method bodyBuf: Buffer.t
- method setBodyBuf: Buffer.t -> unit
- method addBody: string -> unit
- method addBodyBuf: Buffer.t -> unit
- method addHeader: name:string -> value:string -> unit
- method addHeaders: (string * string) list -> unit
- method replaceHeader: name:string -> value:string -> unit
- method replaceHeaders: (string * string) list -> unit
- method removeHeader: name:string -> unit
- method hasHeader: name:string -> bool
- method header: name:string -> string
- method headers: (string * string) list
- method clientSockaddr: Unix.sockaddr
- method clientAddr: string
- method clientPort: int
- method serverSockaddr: Unix.sockaddr
- method serverAddr: string
- method serverPort: int
- method toString: string
- method serialize: out_channel -> unit
- end
-
-class type request = object
- inherit message
- method meth: meth
- method uri: string
- method path: string
- method param: ?meth:meth -> ?default:string -> string -> string
- method paramAll: ?meth:meth -> string -> string list
- method params: (string * string) list
- method params_GET: (string * string) list
- method params_POST: (string * string) list
- method authorization: auth_info option
- end
-
-class type response = object
- inherit message
- method code: int
- method setCode: int -> unit
- method status: status
- method setStatus: status -> unit
- method reason: string
- method setReason: string -> unit
- method statusLine: string
- method setStatusLine: string -> unit
- method isInformational: bool
- method isSuccess: bool
- method isRedirection: bool
- method isClientError: bool
- method isServerError: bool
- method isError: bool
- method addBasicHeaders: unit
- method contentType: string
- method setContentType: string -> unit
- method contentEncoding: string
- method setContentEncoding: string -> unit
- method date: string
- method setDate: string -> unit
- method expires: string
- method setExpires: string -> unit
- method server: string
- method setServer: string -> unit
- end
-
-class type connection =
- object
- method getRequest: request option
- method respond_with: response -> unit
- method close: unit
- end
-class type daemon =
- object
- method accept: connection
- method getRequest: request * connection
- end
-
-type daemon_spec = {
- address: string;
- auth: (string * auth_info) option;
- callback: request -> out_channel -> unit;
- mode: daemon_mode;
- port: int;
- root_dir: string option;
- exn_handler: (exn -> out_channel -> unit) option;
- timeout: int option;
-}
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Type definitions *)
-
- (** HTTP version, actually only 1.0 and 1.1 are supported. Note that
- 'supported' here means only 'accepted inside a HTTP request line', no
- different behaviours are actually implemented depending on HTTP version *)
-type version =
- [ `HTTP_1_0
- | `HTTP_1_1
- ]
-
- (** HTTP method, actually only GET and POST methods are supported *)
-type meth =
- [ `GET
- | `POST
- ]
-
- (** Daemon behaviour wrt request handling. `Single mode use a single process
- to handle all requests, no request is served until a previous one has been
- fully served. `Fork mode fork a new process for each request, the new process
- will execute the callback function and then exit. `Thread mode create a new
- thread for each request, the new thread will execute the callback function and
- then exit, threads can communicate using standard OCaml Thread library. *)
-type daemon_mode = [ `Single | `Fork | `Thread ]
-
- (** A TCP server is a function taking an address on which bind and listen for
- connections, an optional timeout after which abort client connections and a
- callback function which in turn takes an input and an output channel as
- arguments. After receiving this argument a TCP server sits and waits for
- connection, on each connection it apply the callback function to channels
- connected to client. *)
-type tcp_server =
- sockaddr:Unix.sockaddr -> timeout:int option ->
- (in_channel -> out_channel -> unit) ->
- unit
-
- (** authentication information *)
-type auth_info =
- [ `Basic of string * string (* username, password *)
-(* | `Digest of ... (* TODO digest authentication *) *)
- ]
-
- (** @see "RFC2616" informational HTTP status *)
-type informational_substatus =
- [ `Continue
- | `Switching_protocols
- ]
-
- (** @see "RFC2616" success HTTP status *)
-type success_substatus =
- [ `OK
- | `Created
- | `Accepted
- | `Non_authoritative_information
- | `No_content
- | `Reset_content
- | `Partial_content
- ]
-
- (** @see "RFC2616" redirection HTTP status *)
-type redirection_substatus =
- [ `Multiple_choices
- | `Moved_permanently
- | `Found
- | `See_other
- | `Not_modified
- | `Use_proxy
- | `Temporary_redirect
- ]
-
- (** @see "RFC2616" client error HTTP status *)
-type client_error_substatus =
- [ `Bad_request
- | `Unauthorized
- | `Payment_required
- | `Forbidden
- | `Not_found
- | `Method_not_allowed
- | `Not_acceptable
- | `Proxy_authentication_required
- | `Request_time_out
- | `Conflict
- | `Gone
- | `Length_required
- | `Precondition_failed
- | `Request_entity_too_large
- | `Request_URI_too_large
- | `Unsupported_media_type
- | `Requested_range_not_satisfiable
- | `Expectation_failed
- ]
-
- (** @see "RFC2616" server error HTTP status *)
-type server_error_substatus =
- [ `Internal_server_error
- | `Not_implemented
- | `Bad_gateway
- | `Service_unavailable
- | `Gateway_time_out
- | `HTTP_version_not_supported
- ]
-
-type informational_status = [ `Informational of informational_substatus ]
-type success_status = [ `Success of success_substatus ]
-type redirection_status = [ `Redirection of redirection_substatus ]
-type client_error_status = [ `Client_error of client_error_substatus ]
-type server_error_status = [ `Server_error of server_error_substatus ]
-
-type error_status =
- [ client_error_status
- | server_error_status
- ]
-
- (** HTTP status *)
-type status =
- [ informational_status
- | success_status
- | redirection_status
- | client_error_status
- | server_error_status
- ]
-
-type status_code = [ `Code of int | `Status of status ]
-
- (** File sources *)
-type file_source =
- | FileSrc of string (** filename *)
- | InChanSrc of in_channel (** input channel *)
-
- (** {2 Exceptions} *)
-
- (** invalid header encountered *)
-exception Invalid_header of string
-
- (** invalid header name encountered *)
-exception Invalid_header_name of string
-
- (** invalid header value encountered *)
-exception Invalid_header_value of string
-
- (** unsupported or invalid HTTP version encountered *)
-exception Invalid_HTTP_version of string
-
- (** unsupported or invalid HTTP method encountered *)
-exception Invalid_HTTP_method of string
-
- (** invalid HTTP status code integer representation encountered *)
-exception Invalid_code of int
-
- (** invalid URL encountered *)
-exception Malformed_URL of string
-
- (** invalid query string encountered *)
-exception Malformed_query of string
-
- (** invalid query string part encountered, arguments are parameter name and
- parameter value *)
-exception Malformed_query_part of string * string
-
- (** invalid request URI encountered *)
-exception Malformed_request_URI of string
-
- (** malformed request received *)
-exception Malformed_request of string
-
- (** malformed response received, argument is response's first line *)
-exception Malformed_response of string
-
- (** a parameter you were looking for was not found *)
-exception Param_not_found of string
-
- (** invalid HTTP status line encountered *)
-exception Invalid_status_line of string
-
- (** an header you were looking for was not found *)
-exception Header_not_found of string
-
- (** raisable by callbacks to make main daemon quit, this is the only
- * 'clean' way to make start functions return *)
-exception Quit
-
- (** raisable by callbacks to force a 401 (unauthorized) HTTP answer.
- * This exception should be raised _before_ sending any data over given out
- * channel.
- * @param realm authentication realm (usually needed to prompt user) *)
-exception Unauthorized of string
-
- (** {2 OO representation of HTTP messages} *)
-
- (** HTTP generic messages. See {! Http_message.message} *)
-class type message = object
-
- method version: version option
- method setVersion: version -> unit
-
- method body: string
- method setBody: string -> unit
- method bodyBuf: Buffer.t
- method setBodyBuf: Buffer.t -> unit
- method addBody: string -> unit
- method addBodyBuf: Buffer.t -> unit
-
- method addHeader: name:string -> value:string -> unit
- method addHeaders: (string * string) list -> unit
- method replaceHeader: name:string -> value:string -> unit
- method replaceHeaders: (string * string) list -> unit
- method removeHeader: name:string -> unit
- method hasHeader: name:string -> bool
- method header: name:string -> string
- method headers: (string * string) list
-
- method clientSockaddr: Unix.sockaddr
- method clientAddr: string
- method clientPort: int
-
- method serverSockaddr: Unix.sockaddr
- method serverAddr: string
- method serverPort: int
-
- method toString: string
- method serialize: out_channel -> unit
-
- end
-
- (** HTTP requests *)
-class type request = object
-
- (** an HTTP request is a flavour of HTTP message *)
- inherit message
-
- (** @return request method *)
- method meth: meth
-
- (** @return requested URI (including query string, fragment, ...) *)
- method uri: string
-
- (** @return requested path *)
- method path: string
-
- (** lookup a given parameter
- @param meth if given restrict the lookup area (e.g. if meth = POST than
- only parameters received via POST are searched), if not given both GET
- and POST parameter are searched in an unspecified order (actually the
- implementation prefers POST parameters but this is not granted, you've
- been warned)
- @param default if provided, this value will be returned in case no
- parameter of that name is available instead of raising Param_not_found
- @param name name of the parameter to lookup
- @return value associated to parameter name
- @raise Param_not_found if parameter name was not found *)
- method param: ?meth:meth -> ?default:string -> string -> string
-
- (** like param above but return a list of values associated to given
- parameter (a parameter could be defined indeed more than once: passed more
- than once in a query string or passed both insider the url (the GET way)
- and inside message body (the POST way)) *)
- method paramAll: ?meth:meth -> string -> string list
-
- (** @return the list of all received parameters *)
- method params: (string * string) list
-
- (** @return the list of all parameters received via GET *)
- method params_GET: (string * string) list
-
- (** @return the list of all parameter received via POST *)
- method params_POST: (string * string) list
-
- (** @return authorization information, if given by the client *)
- method authorization: auth_info option
-
- end
-
- (** HTTP responses *)
-class type response = object
-
- inherit message
-
- (** @return response code *)
- method code: int
-
- (** set response code *)
- method setCode: int -> unit
-
- (** @return response status *)
- method status: status
-
- (** set response status *)
- method setStatus: status -> unit
-
- (** @return reason string *)
- method reason: string
-
- (** set reason string *)
- method setReason: string -> unit
-
- (** @return status line *)
- method statusLine: string
-
- (** set status line
- @raise Invalid_status_line if an invalid HTTP status line was passed *)
- method setStatusLine: string -> unit
-
- (** response is an informational one *)
- method isInformational: bool
-
- (** response is a success one *)
- method isSuccess: bool
-
- (** response is a redirection one *)
- method isRedirection: bool
-
- (** response is a client error one *)
- method isClientError: bool
-
- (** response is a server error one *)
- method isServerError: bool
-
- (** response is either a client error or a server error response *)
- method isError: bool
-
- (** add basic headers to response, see {!Http_daemon.send_basic_headers}
- *)
- method addBasicHeaders: unit
-
- (** facilities to access some frequently used headers *)
-
- (** @return Content-Type header value *)
- method contentType: string
-
- (** set Content-Type header value *)
- method setContentType: string -> unit
-
- (** @return Content-Encoding header value *)
- method contentEncoding: string
-
- (** set Content-Encoding header value *)
- method setContentEncoding: string -> unit
-
- (** @return Date header value *)
- method date: string
-
- (** set Date header value *)
- method setDate: string -> unit
-
- (** @return Expires header value *)
- method expires: string
-
- (** set Expires header value *)
- method setExpires: string -> unit
-
- (** @return Server header value *)
- method server: string
-
- (** set Server header value *)
- method setServer: string -> unit
-
- end
-
- (** {2 Daemon specification} *)
-
- (** daemon specification, describe the behaviour of an HTTP daemon.
- *
- * The default daemon specification is {!Http_daemon.default_spec}
- *)
-type daemon_spec = {
- address: string;
- (** @param address adress on which daemon will be listening, can be both a
- * numeric address (e.g. "127.0.0.1") and an hostname (e.g. "localhost") *)
- auth: (string * auth_info) option;
- (** authentication requirements (currently only basic authentication is
- * supported). If set to None no authentication is required. If set to Some
- * ("realm", `Basic ("foo", "bar")), only clients authenticated with baisc
- * authentication, for realm "realm", providing username "foo" and password
- * "bar" are accepted; others are rejected with a 401 response code *)
- callback: request -> out_channel -> unit;
- (** function which will be called each time a correct HTTP request will be
- * received. 1st callback argument is an Http_types.request object
- * corresponding to the request received; 2nd argument is an output channel
- * corresponding to the socket connected to the client *)
- mode: daemon_mode;
- (** requests handling mode, it can have three different values:
- * - `Single -> all requests will be handled by the same process,
- * - `Fork -> each request will be handled by a child process,
- * - `Thread -> each request will be handled by a (new) thread *)
- port: int; (** TCP port on which the daemon will be listening *)
- root_dir: string option;
- (** directory to which ocaml http will chdir before starting handling
- * requests; if None, no chdir will be performed (i.e. stay in the current
- * working directory) *)
- exn_handler: (exn -> out_channel -> unit) option;
- (** what to do when executing callback raises an exception. If None, the
- * exception will be re-raised: in `Fork/`Thread mode the current
- * process/thread will be terminated. in `Single mode the exception is
- * ignored and the client socket closed. If Some callback, the callback will
- * be executed before acting as per None; the callback is meant to perform
- * some clean up actions, like releasing global mutexes in `Thread mode *)
- timeout: int option;
- (** timeout in seconds after which an incoming HTTP request will be
- * terminated closing the corresponding TCP connection; None disable the
- * timeout *)
-}
-
- (** {2 OO representation of other HTTP entities} *)
-
- (** an HTTP connection from a client to a server *)
-class type connection =
- object
- (** @return next request object, may block if client hasn't submitted any
- request yet, may be None if client request was ill-formed *)
- method getRequest: request option
-
- (** respond to client sending it a response *)
- method respond_with: response -> unit
-
- (** close connection to client. Warning: this object can't be used any
- longer after this method has been called *)
- method close: unit
- end
-
- (** an HTTP daemon *)
-class type daemon =
- object
- (** @return a connection to a client, may block if no client has connected
- yet *)
- method accept: connection
-
- (** shortcut method, blocks until a client has submit a request and
- return a pair request * connection *)
- method getRequest: request * connection
- end
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-open Printf
-
-open Http_common
-
-exception Http_error of (int * string) (* code, body *)
-
-let http_scheme_RE = Pcre.regexp ~flags:[`CASELESS] "^http://"
-let url_RE = Pcre.regexp "^([\\w.-]+)(:(\\d+))?(/.*)?$"
-
-let tcp_bufsiz = 4096 (* for TCP I/O *)
-
-let parse_url url =
- try
- let subs =
- Pcre.extract ~rex:url_RE (Pcre.replace ~rex:http_scheme_RE url)
- in
- (subs.(1),
- (if subs.(2) = "" then 80 else int_of_string subs.(3)),
- (if subs.(4) = "" then "/" else subs.(4)))
- with exc ->
- failwith
- (sprintf "Can't parse url: %s (exception: %s)"
- url (Printexc.to_string exc))
-
-let init_socket addr port =
- let inet_addr = (Unix.gethostbyname addr).Unix.h_addr_list.(0) in
- let sockaddr = Unix.ADDR_INET (inet_addr, port) in
- let suck = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
- Unix.connect suck sockaddr;
- let outchan = Unix.out_channel_of_descr suck in
- let inchan = Unix.in_channel_of_descr suck in
- (inchan, outchan)
-
-let submit_request kind url =
- let (address, port, path) = parse_url url in
- let (inchan, outchan) = init_socket address port in
- let req_string = match kind with `GET -> "GET" | `HEAD -> "HEAD" in
- output_string outchan (sprintf "%s %s HTTP/1.0\r\n" req_string path);
- output_string outchan (sprintf "Host: %s\r\n\r\n" address);
- flush outchan;
- (inchan, outchan)
-
-let head url =
- let (inchan, outchan) = submit_request `HEAD url in
- let (_, status) = Http_parser.parse_response_fst_line inchan in
- (match code_of_status status with
- | 200 -> ()
- | code -> raise (Http_error (code, "")));
- let buf = Http_misc.buf_of_inchan inchan in
- close_in inchan; (* close also outchan, same fd *)
- Buffer.contents buf
-
-let get_iter ?(head_callback = fun _ _ -> ()) callback url =
- let (inchan, outchan) = submit_request `GET url in
- let buf = String.create tcp_bufsiz in
- let (_, status) = Http_parser.parse_response_fst_line inchan in
- (match code_of_status status with
- | 200 -> ()
- | code -> raise (Http_error (code, "")));
- let headers = Http_parser.parse_headers inchan in
- head_callback status headers;
- (try
- while true do
- match input inchan buf 0 tcp_bufsiz with
- | 0 -> raise End_of_file
- | bytes when bytes = tcp_bufsiz -> (* buffer full, no need to slice it *)
- callback buf
- | bytes when bytes < tcp_bufsiz -> (* buffer not full, slice it *)
- callback (String.sub buf 0 bytes)
- | _ -> (* ( bytes < 0 ) || ( bytes > tcp_bufsiz ) *)
- assert false
- done
- with End_of_file -> ());
- close_in inchan (* close also outchan, same fd *)
-
-let get ?head_callback url =
- let buf = Buffer.create 10240 in
- get_iter ?head_callback (Buffer.add_string buf) url;
- Buffer.contents buf
-
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002-2005> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU Library General Public License as
- published by the Free Software Foundation, version 2.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU Library General Public License for more details.
-
- You should have received a copy of the GNU Library General Public
- License along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307
- USA
-*)
-
-(** Minimal implementation of an HTTP 1.0/1.1 client. Interface is similar to
- * Gerd Stoplmann's Http_client module. Implementation is simpler and doesn't
- * handle HTTP redirection, proxies, ecc. The only reason for the existence of
- * this module is for performances and incremental elaboration of response's
- * bodies *)
-
-open Http_types
-
-exception Http_error of (int * string) (* code, body *)
-
- (** @param head_callback optional calllback invoked on response's status and
- * headers. If not provided no callback will be invoked
- * @param url an HTTP url
- * @return HTTP response's body
- * @raise Http_error when response code <> 200 *)
-val get:
- ?head_callback:(status -> (string * string) list -> unit) ->
- string ->
- string
-
- (** as above but iter callback function on HTTP response's body instead of
- * returning it as a string *)
-val get_iter:
- ?head_callback:(status -> (string * string) list -> unit) ->
- (string -> unit) -> string ->
- unit
-
- (** @param url an HTTP url
- * @return HTTP HEAD raw response
- * @raise Http_error when response code <> 200 *)
-val head: string -> string
-
+++ /dev/null
-*.cmi
-*.cmo
-*.cmx
-*.cma
-*.cmxa
-*.mli
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-let serve callback arg = ignore (Thread.create callback arg)
-
+++ /dev/null
-*.cmi
-*.cmo
-*.cmx
-*.cma
-*.cmxa
-*.mli
+++ /dev/null
-
-(*
- OCaml HTTP - do it yourself (fully OCaml) HTTP daemon
-
- Copyright (C) <2002> Stefano Zacchiroli <zack@cs.unibo.it>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-*)
-
-let serve _ _ =
- failwith
- ("Threaded server not supported by the non threaded version " ^
- "of ocaml-http, please link against http_mt.cm{,x}a")
-
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = http
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -pp camlp4o
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc -thread $(OCAMLOPTIONS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt -thread $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep -pp camlp4o
-
-LIBRARIES = $(shell $(OCAMLFIND) query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell $(OCAMLFIND) query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-OBJS = response.cmo profile.cmo profile_manager_env.cmo profile_manager.cmo
-
-profile-manager: $(OBJS) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o $@ $(OBJS)
-
-profile-manager.opt: $(OBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o $@ $(OBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo:
- $(OCAMLC) -c $<
-.mli.cmi:
- $(OCAMLC) -c $<
-.ml.cmx:
- $(OCAMLOPT) -c $<
-
-$(OBJS): $(LIBRARIES)
-$(OBJS:.cmo=.cmx)): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[iox] *.o rdfly rdfly.opt
-
-.PHONY: install uninstall clean
-
+++ /dev/null
-<html>
-
-<head>
-<title>Profile Manager Control Panel</title>
-
-<style type="text/css">
-#normal { background-color: white; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-</style>
-
-<script language="JavaScript">
-<!--
-function getParam(name, def)
-{
- var search = top.location.search;
- search = search.slice(1);
- var args = search.split("&");
- var value = "-1";
- for (var i = 0 ; i < args.length ; i++) {
- var couple = args[i].split("=");
- if (couple[0] == name) value = couple[1];
- }
- if (value == "-1") value = def;
- return value;
-}
-
-function getInitialURL()
-{
- return getParam("pmURL", "http://mowgli.cs.unibo.it:58099/");
-}
-
-function getURL()
-{
- return document.pmURL.elements[0].value;
-}
-
-function setURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.pmURL.elements[0].value = "";
- } else {
- document.pmURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value;
- }
-}
-
-function escapePassword(pwd)
-{
- if (ss == "") {
- return "";
- } else {
- return ("&password=" + escape(pwd));
- }
-}
-
-function getAccess(ss)
-{
- return (ss.options[ss.selectedIndex].value);
-}
--->
-</script>
-
-</head>
-
-<body>
-<a name="top"/>
-<table border="0" width="100%" cellpadding="4">
-<tr><td class="head" align="center"><big><big>Profile Manager Control Panel</big></big></td></tr>
-</table>
-
-<br />
-
-<div>
-This is a control panel for the profile manager. You can control a
-local or remote profile manager by filling the appropriate field below
-and sending the desired commands. Any command issued to the profile
-manager results into an XML response. Note that in order to use this
-page <i>you must have JavaScript enabled</i>. If you have troubles,
-please send an email to the author: lpadovan at cs dot unibo dot it.
-</div>
-
-<p>
-<div style="color: red">
-<b>WARNING</b>: the information stored in a profile,
-including the password, IS NOT encrypted in the profile nor while it
-is travelling from your computer to the profile manager. DO NOT USE
-THE PROFILE MANAGER FOR STORING SENSIBLE INFORMATION LIKE PASSWORDS
-FOR SECURE ACCOUNTS OR ANY OTHER PERSONAL DATA. </div>
-</p>
-
-<div>
-<br />
-
-<table border="1">
- <tr> <td>
- <form name="pmURL">
- Profile Manager <b>URL</b>
- <input type="text" value="http://localhost:58099/" size="50"/>
- <select onChange="setURL(this)">
- <option value="">---</option>
- <option value="localhost:58099/">localhost</option>
- <option value="mowgli.cs.unibo.it:58099/">mowgli</option>
- </select>
- </form>
- </td> </tr>
- <tr> <td>
- <form>
- <b>List</b> the profiles currently stored in the Profile Manager<br />
- <input type="button" value="List"
- onClick="top.result.location.replace(getURL() + 'list')"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="newProfile">
- <b>Create</b> a new profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /> (leave blank if you want an ID to be assigned automatically)</td></tr>
- <tr><td>Password:</td><td><input type="text" name="password" value="" /> (optional)</td></tr>
- </table>
- <input type="button" value="Create"
- onClick="top.result.location.replace(getURL() +
- 'new?id=' + escape(document.newProfile.elements[0].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="delProfile">
- <b>Delete</b> an existing profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /></td></tr>
- <tr><td>Password:</td><td><input type="text" name="password" value="" /> (optional)</td></tr>
- </table>
- <input type="button" value="Delete"
- onClick="top.result.location.replace(getURL() +
- 'del?id=' + escape(document.delProfile.elements[0].value) +
- '&password=' + escape(document.delProfile.elements[1].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="getProfile">
- <b>Retrieve</b> an existing profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /></td></tr>
- <tr><td>Password:</td><td><input type="text" name="password" value="" /> (optional)</td></tr>
- </table>
- <input type="button" value="Get"
- onClick="top.result.location.replace(getURL() +
- 'get?id=' + escape(document.getProfile.elements[0].value) +
- '&password=' + escape(document.getProfile.elements[1].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="setProfile">
- <b>Set</b> the value for a field in an existing profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /></td></tr>
- <tr><td>Password:</td><td><input type="text" name="password" value="" /> (optional)</td></tr>
- <tr><td>Field:</td><td><input type="text" name="field" value="" /></td></tr>
- <tr><td>Value:</td><td><input type="text" name="value" value="" /> (optional, if blank will remove the field from the profile)</td></tr>
- </table>
- <input type="button" value="Set"
- onClick="top.result.location.replace(getURL() +
- 'set?id=' + escape(document.setProfile.elements[0].value) +
- '&password=' + escape(document.setProfile.elements[1].value) +
- '&field=' + escape(document.setProfile.elements[2].value) +
- '&value=' + escape(document.setProfile.elements[3].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="setPassword">
- <b>Set/Change</b> the password for a profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /></td></tr>
- <tr><td>Old password:</td><td><input type="text" name="old_password" value="" /> (optional)</td></tr>
- <tr><td>New password:</td><td><input type="text" name="new_password" value="" /> (optional)</td></tr>
- </table>
- <input type="button" value="Set/Change"
- onClick="top.result.location.replace(getURL() +
- 'password?id=' + escape(document.setPassword.elements[0].value) +
- '&old_password=' + escape(document.setPassword.elements[1].value) +
- '&new_password=' + escape(document.setPassword.elements[2].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="setAccess">
- <b>Set</b> the access capabilities for a profile<br />
- <table>
- <tr><td>Profile ID:</td><td> <input type="text" name="id" value="" /></td></tr>
- <tr><td>Password:</td><td><input type="text" name="password" value="" /> (optional)</td></tr>
- <tr><td>Read access:</td><td>
- <select>
- <option value="allowed">allowed</option>
- <option value="denied">denied</option>
- <option value="password">allowed with password</option>
- </select>
- </td></tr>
- <tr><td>Write access:</td><td>
- <select>
- <option value="allowed">allowed</option>
- <option value="denied">denied</option>
- <option value="password">allowed with password</option>
- </select>
- </td></tr>
- <tr><td>Profile access:</td><td>
- <select>
- <option value="allowed">allowed</option>
- <option value="denied">denied</option>
- <option value="password">allowed with password</option>
- </select>
- </td></tr>
- </table>
- <input type="button" value="Set"
- onClick="top.result.location.replace(getURL() +
- 'access?id=' + escape(document.setAccess.elements[0].value) +
- '&password=' + escape(document.setAccess.elements[1].value) +
- '&read=' + getAccess(document.setAccess.elements[2]) +
- '&write=' + getAccess(document.setAccess.elements[3]) +
- '&profile=' + getAccess(document.setAccess.elements[4]))"/>
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-</body>
-
-</html>
-
+++ /dev/null
-<html>
-
-<frameset rows="75%,*">
- <frame src="control.html" name="control"/>
- <frame src="welcome.html" name="result"/>
-</frameset>
-
-</html>
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
- <xsl:template name="profile_manager_list">
- <xsl:param name="managerURL" select="''"/>
- <xsl:copy-of select="document(string-concat($managerURL, 'list'))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_new">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/> <!-- optional -->
- <xsl:param name="password" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'new?id=', $id, '&password=', $password))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_delete">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/>
- <xsl:param name="password" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'del?id=', $id, '&password=', $password))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_get">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/>
- <xsl:param name="password" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'get?id=', $id, '&password=', $password))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_set">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/>
- <xsl:param name="field" select="''"/>
- <xsl:param name="value" select="''"/> <!-- optional -->
- <xsl:param name="password" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'set?id=', $id, '&field=', $field, '&value=', $value, '&password=', $password))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_set_password">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/>
- <xsl:param name="old_password" select="''"/> <!-- optional -->
- <xsl:param name="new_password" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'get?id=', $id, '&old_password=', $old_password, '&new_password=', $new_password))"/>
- </xsl:template>
-
- <xsl:template name="profile_manager_set_access">
- <xsl:param name="managerURL" select="''"/>
- <xsl:param name="id" select="''"/>
- <xsl:param name="read" select="''"/> <!-- optional -->
- <xsl:param name="write" select="''"/> <!-- optional -->
- <xsl:param name="profile" select="''"/> <!-- optional -->
- <xsl:copy-of select="document(concat($managerURL, 'get?id=', $id, '&read=', $read, '&write=', $write, '&profile=', $profile))"/>
- </xsl:template>
-
-</xsl:stylesheet>
\ No newline at end of file
+++ /dev/null
-
-exception Permission_denied
-exception Invalid_access of string
-
-type access_t =
- Allowed
- | Denied
- | Password
-
-let access_of_string old =
- function
- None -> old
- | Some "allowed" -> Allowed
- | Some "denied" -> Denied
- | Some "password" -> Password
- | Some s -> raise (Invalid_access s)
-
-let string_of_access =
- function
- Allowed -> "allowed"
- | Denied -> "denied"
- | Password -> "password"
-
-type t =
- { id : string;
- mutable password : string;
- mutable read_access : access_t;
- mutable write_access : access_t;
- mutable profile_access : access_t;
- data : (string, string) Hashtbl.t;
- }
-
-let serialize profile with_data =
- let serialize_data data =
- let sl = ref [] in
- Hashtbl.iter
- (fun field value ->
- sl := (" <field id=\"" ^ (Response.quote_attribute field) ^ "\">" ^ (Response.quote value) ^ "</field>\n")::!sl)
- data ;
- List.fold_left (^) "" !sl
- in
- "<profile id=\"" ^ profile.id ^
- "\" read=\"" ^ (string_of_access profile.read_access) ^
- "\" write=\"" ^ (string_of_access profile.write_access) ^
- "\" profile=\"" ^ (string_of_access profile.profile_access) ^
- "\">\n" ^ (if with_data then serialize_data profile.data else "") ^ "</profile>"
-
-let create key pwd =
- let access, pwd' =
- match pwd with
- Some s -> Password, s
- | None -> Allowed, ""
- in
- let profile =
- { id = key;
- password = pwd';
- read_access = access;
- write_access = access;
- profile_access = access;
- data = Hashtbl.create 11
- }
- in
- profile
-
-let test_read_access profile pwd =
- match pwd, profile.read_access with
- Some s, Password when s = profile.password -> ()
- | None, Password when profile.password = "" -> ()
- | _, Allowed -> ()
- | _ -> raise Permission_denied
-
-let test_write_access profile pwd =
- match pwd, profile.write_access with
- Some s, Password when s = profile.password -> ()
- | None, Password when profile.password = "" -> ()
- | _, Allowed -> ()
- | _ -> raise Permission_denied
-
-let test_profile_access profile pwd =
- match pwd, profile.profile_access with
- Some s, Password when s = profile.password -> ()
- | None, Password when profile.password = "" -> ()
- | _, Allowed -> ()
- | _ -> raise Permission_denied
-
-let get profile pwd =
- test_read_access profile pwd ;
- serialize profile true
-
-let set profile field value pwd =
- test_write_access profile pwd ;
- begin
- match value with
- Some value' -> Hashtbl.replace profile.data field value'
- | None -> Hashtbl.remove profile.data field
- end ;
- Response.ok ()
-
-let del profile pwd =
- test_profile_access profile pwd ;
- Response.ok ()
-
-let set_password profile new_pwd pwd =
- test_profile_access profile pwd ;
- let new_pwd' =
- match new_pwd with
- Some s -> s
- | None -> ""
- in
- prerr_endline ("old " ^ profile.password ^ " new " ^ new_pwd') ;
- profile.password <- new_pwd' ;
- Response.ok ()
-
-let set_access profile read_access write_access profile_access pwd =
- test_profile_access profile pwd ;
- profile.read_access <- access_of_string profile.read_access read_access ;
- profile.write_access <- access_of_string profile.write_access write_access ;
- profile.profile_access <- access_of_string profile.profile_access profile_access ;
- Response.ok ()
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Impossible
-
-let (profile_db : (string, Profile.t) Hashtbl.t) =
- try
- let ch = open_in Profile_manager_env.profile_db_path in
- input_value ch
- with
- _ -> Hashtbl.create 211
-
-let get_param_opt (req : Http_types.request) p =
- try
- match req#param p with
- "" -> None
- | s -> Some s
- with
- Http_types.Param_not_found _ -> None
-
-let new_key () =
- let hex_of_nibble n =
- if n >= 0 && n < 10 then
- string_of_int n
- else if n >= 10 && n < 16 then
- String.make 1 (Char.chr (n - 10 + (Char.code 'A')))
- else
- raise Impossible
- in
- let rec aux s =
- function
- 0 -> s
- | n -> aux ((hex_of_nibble (Random.int 16)) ^ s) (n - 1)
- in
- aux "" 4
-
-let new_unique_key =
- let rec aux () =
- let key = new_key () in
- if Hashtbl.mem profile_db key then
- aux ()
- else
- key
- in
- aux
-
-let list_profiles () =
- let pl = ref [] in
- Hashtbl.iter
- (fun _ profile -> pl := (Profile.serialize profile false) :: !pl)
- profile_db ;
- "<profiles>" ^ (List.fold_left (^) "" !pl) ^ "</profiles>"
-
-let get_profile id pwd =
- let profile = Hashtbl.find profile_db id in
- Profile.get profile pwd
-
-let new_profile id pwd =
- match id with
- Some id' when Hashtbl.mem profile_db id' -> get_profile id' pwd
- | Some id' ->
- let profile = Profile.create id' pwd in
- Hashtbl.add profile_db profile.Profile.id profile ;
- Profile.serialize profile true
- | None ->
- let profile = Profile.create (new_unique_key ()) None in
- Hashtbl.add profile_db profile.Profile.id profile ;
- Profile.serialize profile true
-
-let set_profile id field value pwd =
- let profile = Hashtbl.find profile_db id in
- Profile.set profile field value pwd
-
-let del_profile id pwd =
- let profile = Hashtbl.find profile_db id in
- let res = Profile.del profile pwd in
- Hashtbl.remove profile_db id ;
- res
-
-let set_password id new_pwd pwd =
- let profile = Hashtbl.find profile_db id in
- Profile.set_password profile new_pwd pwd
-
-let set_access id read_access write_access profile_access pwd =
- let profile = Hashtbl.find profile_db id in
- Profile.set_access profile read_access write_access profile_access pwd
-
-let callback (req : Http_types.request) outchan =
- let res =
- try
- prerr_endline ("Connection from " ^ req#clientAddr) ;
- prerr_endline ("Received request: " ^ req#path) ;
- begin
- match req#path with
- "/list" -> list_profiles ()
- | "/get" ->
- let id = req#param "id"
- and pwd = get_param_opt req "password" in
- get_profile id pwd
- | "/set" ->
- let id = req#param "id"
- and field = req#param "field"
- and value = get_param_opt req "value"
- and pwd = get_param_opt req "password" in
- set_profile id field value pwd
- | "/del" ->
- let id = req#param "id"
- and pwd = get_param_opt req "password" in
- del_profile id pwd
- | "/new" ->
- let id = get_param_opt req "id"
- and pwd = get_param_opt req "password" in
- new_profile id pwd
- | "/password" ->
- let id = req#param "id"
- and old_pwd = get_param_opt req "old_password"
- and new_pwd = get_param_opt req "new_password" in
- set_password id new_pwd old_pwd
- | "/access" ->
- let id = req#param "id"
- and pwd = get_param_opt req "password"
- and read_access = get_param_opt req "read"
- and write_access = get_param_opt req "write"
- and profile_access = get_param_opt req "profile" in
- set_access id read_access write_access profile_access pwd
- | s -> Response.error ("unrecognized command: " ^ s)
- end
- with
- Not_found -> Response.error "unknown profile"
- | Profile.Permission_denied -> Response.error "permission denied"
- | e -> Response.error ("uncaught exception: " ^ (Printexc.to_string e))
- in
- Http_daemon.respond
- ~body:res ~headers:["Content-Type", "text/xml"] outchan
-
- (* daemon initialization *)
-
-let save_db () =
- let ch = open_out Profile_manager_env.profile_db_path in
- output_value ch profile_db ;
- close_out ch
-
-let main () =
- at_exit save_db ;
- Sys.catch_break true ;
- try
- Http_daemon.start' ~timeout:(Some 600) ~port:58099 ~mode:`Thread callback
- with
- Sys.Break -> ()
-in
-main ()
-
+++ /dev/null
-
-let profile_db_path =
- try
- Sys.getenv "PROFILE_MANAGER_DB_PATH"
- with
- Not_found -> "/tmp/profile.db"
+++ /dev/null
-
-let quote_attribute s = s
-
-let quote s = s
-
-let error s = "<error>" ^ (quote s) ^ "</error>"
-
-let ok () = "<ok/>"
+++ /dev/null
-<html>
-
-<body bgcolor="white">
-</body>
-
-</html>
+++ /dev/null
-*.o *.cm[iox] rdfly rdfly.opt
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = mysql http helm-registry
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -pp camlp4o
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc -thread $(OCAMLOPTIONS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt -thread $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep -pp camlp4o
-
-LIBRARIES = $(shell $(OCAMLFIND) query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell $(OCAMLFIND) query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-OBJS = rdfly.cmo
-
-all: rdfly
-opt: rdfly.opt
-
-rdfly: $(OBJS) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o $@ $(OBJS)
-
-rdfly.opt: $(OBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o rdfly.opt $(OBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo:
- $(OCAMLC) -c $<
-.mli.cmi:
- $(OCAMLC) -c $<
-.ml.cmx:
- $(OCAMLOPT) -c $<
-
-$(OBJS): $(LIBRARIES)
-$(OBJS:.cmo=.cmx)): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[iox] *.o rdfly rdfly.opt
-
-.PHONY: install uninstall clean
-
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="rdfly">
- <section name="mysql_connection">
- <key name="host">localhost</key>
- <key name="user">helm</key>
- <key name="database">mowgli</key>
- <key name="port">3306</key>
- </section>
- <key name="port">58086</key>
- </section>
-</helm_registry>
+++ /dev/null
-
-module M = Mysql
-
- (* First of all we load the configuration *)
-let _ =
- let configuration_file = "/projects/helm/etc/rdfly.conf.xml" in
- Helm_registry.load_from configuration_file
-;;
-
-let open_db ?host ?database ?port ?password ?user =
- try
- M.quick_connect ?host ?database ?port ?password ?user
- with
- M.Error e as exc ->
- prerr_endline e ;
- raise exc
-
-let extract_position s =
- let sharp_pos = String.rindex s '#' + 1 in
- String.sub s sharp_pos ((String.length s) - sharp_pos)
-
-let mk_new_msg () = ref []
-
-let msg_output_string msg s = msg := s::!msg
-
-let msg_serialize msg =
- String.concat "" (List.rev !msg)
-
-let msg_output_header msg obj =
- msg_output_string msg "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n\n" ;
- msg_output_string msg ("<rdf:RDF xml:lang=\"en\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\" xmlns:h=\"http://www.cs.unibo.it/helm/schemas/mattone.rdf#\">\n <h:Object rdf:about=\"" ^ obj ^ "\">\n")
-
-let msg_output_trailer msg =
- msg_output_string msg " </h:Object>\n</rdf:RDF>\n"
-
-let msg_output_dc_header msg obj =
- msg_output_string msg "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n\n" ;
- msg_output_string msg ("<rdf:RDF xml:lang=\"en\"\n xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\"\n xmlns:rdfs=\"http://www.w3.org/2000/01/rdf-schema#\"\n xmlns:dc=\"http://purl.org/metadata/dublin_core#\"\n xmlns:dcq=\"http://purl.org/metadata/dublin_core_qualifiers#\"\n xmlns:h=\"http:/www.cs.unibo.it/helm/schemas/schema-h.rdf#\"\n xmlns:hth=\"http://www.cs.unibo.it/helm/schemas/schema-hth.rdf#\">\n") ;
- msg_output_string msg " <h:DirectoryOfObjects>"
-;;
-
-let msg_output_dc_trailer msg =
- msg_output_string msg " </h:DirectoryOfObjects>\n</rdf:RDF>"
-;;
-
-let value_of_optional_value =
- function
- None -> assert false
- | Some v -> v
-;;
-
-let forward_metadata db obj =
- let res = M.exec db ("SELECT * FROM refObj WHERE source = '" ^ obj ^ "';") in
- let msg = mk_new_msg () in
- msg_output_header msg obj ;
- M.iter res
- ~f:(function cols ->
- let position = extract_position (value_of_optional_value (cols.(2))) in
- let occurrence = value_of_optional_value (cols.(1)) in
- msg_output_string msg " <h:refObj>\n <h:Occurrence>\n" ;
- msg_output_string msg (" <h:position>" ^ position ^ "</h:position>\n") ;
- msg_output_string msg (" <h:occurrence>" ^ occurrence ^ "</h:occurrence>\n") ;
- msg_output_string msg " </h:Occurrence>\n </h:refObj>\n"
- ) ;
- msg_output_trailer msg ;
- msg_serialize msg
-;;
-
-let backward_metadata db obj =
- let res = M.exec db ("SELECT * FROM refObj WHERE h_occurrence = '" ^ obj ^ "';") in
- let msg = mk_new_msg () in
- msg_output_header msg obj ;
- M.iter res
- ~f:(function cols ->
- let position = extract_position (value_of_optional_value (cols.(2))) in
- let occurrence = value_of_optional_value (cols.(0)) in
- msg_output_string msg " <h:backPointer>\n <h:Occurrence>\n" ;
- msg_output_string msg (" <h:position>" ^ position ^ "</h:position>\n") ;
- msg_output_string msg (" <h:occurrence>" ^ occurrence ^ "</h:occurrence>\n") ;
- msg_output_string msg " </h:Occurrence>\n </h:backPointer>\n"
- ) ;
- msg_output_trailer msg ;
- msg_serialize msg
-;;
-
-let dc_metadata db obj =
- let tables =
- [ "dc:creator","dccreator" ;
- "dc:date","dcdate" ;
- "dc:description","dcdescription" ;
- "dc:format","dcformat" ;
- "dc:identifier","dcidentifier" ;
- "dc:language","dclanguage" ;
- "dc:publisher","dcpublisher" ;
- "dcq:RelationType","dcqRelationType" ;
- "dc:relation","dcrelation" ;
- "dc:rights","dcrights" ;
- "dc:source","dcsource" ;
- "dc:subject","dcsubject" ;
- "dc:title","dctitle" ;
- "hth:ResourceFormat","hthResourceFormat" ;
- "hth:contact","hthcontact" ;
- "hth:firstVersion","hthfirstVersion" ;
- "hth:institution","hthinstitution" ;
- "hth:modified","hthmodified"
- ]
- in
- let msg = mk_new_msg () in
- msg_output_dc_header msg obj ;
- List.iter
- (fun (propertyname,tablename) ->
- let res =
- M.exec db
- ("SELECT * FROM " ^ tablename ^ " WHERE uri = '" ^ obj ^ "';") in
- M.iter res
- ~f:(function cols ->
- let value = value_of_optional_value (cols.(0)) in
- msg_output_string msg
- (" <" ^ propertyname ^ ">" ^ value ^ "</" ^ propertyname ^ ">\n") ;
- ) ;
- ) tables ;
- msg_output_dc_trailer msg ;
- msg_serialize msg
-;;
-
-let debug_print s = prerr_endline ("[RDFly] " ^ s)
-
-let mk_return_fun contype msg outchan =
- Http_daemon.respond
- ~body:msg ~headers:["Content-Type", contype] outchan
-
-let return_html = mk_return_fun "text/html"
-let return_xml = mk_return_fun "text/xml"
-let return_400 body ch =
- Http_daemon.respond_error ~code:(`Code 400) ~body ch
-let return_html_error s = return_html ("<html><body>" ^ s ^ "</body></html>")
-
-let get_option key =
- try
- Some (Helm_registry.get key)
- with Helm_registry.Key_not_found _ -> None
-
-let get_int_option key =
- try
- Some (Helm_registry.get_int key)
- with Helm_registry.Key_not_found _ -> None
-
-let host = get_option "rdfly.mysql_connection.host";;
-let database = get_option "rdfly.mysql_connection.database";;
-let port = get_int_option "rdfly.mysql_connection.port";;
-let password = get_option "rdfly.mysql_connection.password";;
-let user = get_option "rdfly.mysql_connection.user";;
-let daemonport = Helm_registry.get_int "rdfly.port";;
-
-let callback (req: Http_types.request) ch =
- try
- debug_print ("Connection from " ^ req#clientAddr) ;
- debug_print ("Received request: " ^ req#uri) ;
- (match req#path with
- | "/help" ->
- return_html_error "yeah right..." ch
- | "/get" ->
- let obj = req#param "object"
- and kind = req#param "kind" in
- let db = open_db ?host ?database ?port ?password ?user () in
- begin
- match kind with
- "forward" -> return_xml (forward_metadata db obj) ch
- | "backward" -> return_xml (backward_metadata db obj) ch
- | "dc" -> return_xml (dc_metadata db obj) ch
- | s -> return_html_error ("unsupported kind: " ^ s) ch
- end ;
- M.disconnect db
- | invalid_request ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- ch)
- with
- | Http_types.Param_not_found attr_name ->
- return_400 (Printf.sprintf "Parameter '%s' is missing" attr_name) ch
- | exc ->
- return_html_error ("Uncaught exception: " ^ (Printexc.to_string exc)) ch
-
-let main () =
- Sys.catch_break true;
- try
- Http_daemon.start'
- ~timeout:(Some 600) ~port:daemonport callback
- with Sys.Break -> ()
-in
-
-main ()
-
+++ /dev/null
-setenv PATH /home/projects/helm/EXPORT/INSTALLED_V7/usr/local/bin:$PATH
-
-# Per uris_of_filenames.pl
-setenv PATH /home/projects/helm/V7/interface:$PATH
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R EXCEPTIONS Bordeaux.EXCEPTIONS EXCEPTIONS/*.v
- echo "Load Verbose prova_Bordeaux_EXCEPTIONS." | coqtop.byte -R EXCEPTIONS Bordeaux.EXCEPTIONS
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo EXCEPTIONS/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in EXCEPTIONS/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Bordeaux/EXCEPTIONS/$basename" > \
- examples/Bordeaux/EXCEPTIONS/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require leavemult.
-
-Print XML Module Disk "examples" leavemult.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R CCS Marseille.CCS CCS/*.v
- echo "Load Verbose prova_Marseille_CCS." | coqtop.byte -R CCS Marseille.CCS
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo CCS/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in CCS/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Marseille/CCS/$basename" > \
- examples/Marseille/CCS/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Trans_Sys.
-
-Print XML Module Disk "examples" Trans_Sys.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R Rem Nijmegen.Rem Rem/*.v
- echo "Load Verbose prova_Nijmegen_Rem." | coqtop.byte -R Rem Nijmegen.Rem
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo Rem/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in Rem/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Nijmegen/Rem/$basename" > \
- examples/Nijmegen/Rem/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Rem.
-
-Print XML Module Disk "examples" Rem.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R ZF/src Paris.ZF ZF/src/nothing.v
- coqc -R ZF/src Paris.ZF ZF/src/useful.v
- coqc -R ZF/src Paris.ZF ZF/src/ZFbasis.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_extensionnalite.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_paire.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_reunion.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_parties.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_comprehension.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_remplacement.v
- coqc -R ZF/src Paris.ZF ZF/src/couples.v
- coqc -R ZF/src Paris.ZF ZF/src/applications.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_choice.v
- coqc -R ZF/src Paris.ZF ZF/src/axs_fundation.v
- coqc -R ZF/src Paris.ZF ZF/src/ZFrelations.v
- coqc -R ZF/src Paris.ZF ZF/src/MSetBasis.v
- echo "Load Verbose prova_Paris_ZF." | coqtop.byte -R ZF/src Paris.ZF
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo ZF/src/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in ZF/src/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Paris/ZF/$basename" > \
- examples/Paris/ZF/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require nothing.
-Require useful.
-Require ZFbasis.
-Require axs_extensionnalite.
-Require axs_paire .
-Require axs_reunion.
-Require axs_parties.
-Require axs_comprehension.
-Require axs_remplacement.
-Require couples.
-Require applications .
-Require axs_choice.
-Require axs_fundation.
-Require ZFrelations.
-Require MSetBasis .
-
-Print XML Module Disk "examples" nothing.
-Print XML Module Disk "examples" useful.
-Print XML Module Disk "examples" ZFbasis.
-Print XML Module Disk "examples" axs_extensionnalite.
-Print XML Module Disk "examples" axs_paire .
-Print XML Module Disk "examples" axs_reunion.
-Print XML Module Disk "examples" axs_parties.
-Print XML Module Disk "examples" axs_comprehension.
-Print XML Module Disk "examples" axs_remplacement.
-Print XML Module Disk "examples" couples.
-Print XML Module Disk "examples" applications .
-Print XML Module Disk "examples" axs_choice.
-Print XML Module Disk "examples" axs_fundation.
-Print XML Module Disk "examples" ZFrelations.
-Print XML Module Disk "examples" MSetBasis .
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R CHECKER Rocq.CHECKER CHECKER/Functions.v CHECKER/Checker.v
- echo "Load Verbose prova_Rocq_CHECKER." | coqtop.byte -R CHECKER Rocq.CHECKER
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo CHECKER/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in CHECKER/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Rocq/CHECKER/$basename" > \
- examples/Rocq/CHECKER/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Functions.
-Require Checker.
-
-Print XML Module Disk "examples" Functions.
-Print XML Module Disk "examples" Checker.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R HIGMAN Rocq.HIGMAN HIGMAN/*.v
- echo "Load Verbose prova_Rocq_HIGMAN." | coqtop.byte -R HIGMAN Rocq.HIGMAN
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo HIGMAN/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in HIGMAN/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Rocq/HIGMAN/$basename" > \
- examples/Rocq/HIGMAN/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Higman.
-
-Print XML Module Disk "examples" Higman.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Words.v
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Alternate.v
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Opposite.v
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Paired.v
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Shuffle.v
- coqc -R SHUFFLE Rocq.SHUFFLE SHUFFLE/Gilbreath.v
- echo "Load Verbose prova_Rocq_SHUFFLE." | coqtop.byte -R SHUFFLE Rocq.SHUFFLE
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo SHUFFLE/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in SHUFFLE/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Rocq/SHUFFLE/$basename" > \
- examples/Rocq/SHUFFLE/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Alternate.
-Require Gilbreath.
-Require Opposite.
-Require Paired.
-Require Shuffle.
-Require Words.
-
-
-Print XML Module Disk "examples" Alternate.
-Print XML Module Disk "examples" Gilbreath.
-Print XML Module Disk "examples" Opposite.
-Print XML Module Disk "examples" Paired.
-Print XML Module Disk "examples" Shuffle.
-Print XML Module Disk "examples" Words.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R Ramsey Utrecht.Ramsey Ramsey/*.v
- echo "Load Verbose prova_Utrecht_Ramsey." | coqtop.byte -R Ramsey Utrecht.Ramsey
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo Ramsey/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in Ramsey/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Utrecht/Ramsey/$basename" > \
- examples/Utrecht/Ramsey/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Require Ramsey.
-
-Print XML Module Disk "examples" Ramsey.
+++ /dev/null
-all: objects theories
-
-objects:
- echo "Load Verbose provacoq." | coqtop.byte
-
-theories:
- ./exporttheories.sh
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in ../V7/contrib/$1/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Coq/$1/$basename" 0 > \
- examples/Coq/$1/$basename.theory.xml
-# cat $i | ../mktheory.pl "Coq/$1/$basename" 1 > \
-# examples/Coq/$1/"$basename"_with_types.theory.xml
- done
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in ../V7/theories/$1/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "Coq/$1/$basename" 0 > \
- examples/Coq/$1/$basename.theory.xml
-# cat $i | ../mktheory.pl "Coq/$1/$basename" 1 > \
-# examples/Coq/$1/"$basename"_with_types.theory.xml
- done
+++ /dev/null
-#!/bin/bash
-
-./export_theory_theory.sh Arith
-./export_theory_theory.sh Bool
-./export_theory_theory.sh Init
-./export_theory_theory.sh Lists
-./export_theory_theory.sh Logic
-./export_theory_theory.sh Reals
-./export_theory_theory.sh Relations
-./export_theory_theory.sh Sets
-#./export_theory_theory.sh SORTING
-#./export_theory_theory.sh TREES
-./export_theory_theory.sh Wellfounded
-./export_theory_theory.sh Zarith
-
-./export_contrib_theory.sh omega
-./export_contrib_theory.sh ring
+++ /dev/null
-Load Verbose provacoqArith.
-Load Verbose provacoqBool.
-Load Verbose provacoqInit.
-Load Verbose provacoqLists.
-Load Verbose provacoqLogic.
-Load Verbose provacoqReals.
-Load Verbose provacoqRelations.
-Load Verbose provacoqSets.
-(*Load Verbose provacoqSorting.*)
-(*Load Verbose provacoqTrees.*)
-Load Verbose provacoqZArith.
-
-Load Verbose provacoqcontribRing.
-Load Verbose provacoqcontribOmega.
+++ /dev/null
-Require Export Xml.
-
-Require Arith.
-Require Compare.
-Require Compare_dec.
-(*Require Div.*)
-Require Div2.
-Require EqNat.
-Require Euclid_def.
-Require Euclid_proof.
-Require Peano_dec.
-
-Print XML Module Disk "examples" Arith.
-Print XML Module Disk "examples" Between.
-Print XML Module Disk "examples" Compare.
-Print XML Module Disk "examples" Compare_dec.
-(*Print XML Module Disk "examples" Div.*)
-Print XML Module Disk "examples" Div2.
-Print XML Module Disk "examples" EqNat.
-Print XML Module Disk "examples" Euclid_def.
-Print XML Module Disk "examples" Euclid_proof.
-Print XML Module Disk "examples" Even.
-Print XML Module Disk "examples" Gt.
-Print XML Module Disk "examples" Le.
-Print XML Module Disk "examples" Lt.
-Print XML Module Disk "examples" Min.
-Print XML Module Disk "examples" Minus.
-Print XML Module Disk "examples" Mult.
-Print XML Module Disk "examples" Peano_dec.
-Print XML Module Disk "examples" Plus.
-Print XML Module Disk "examples" Wf_nat.
+++ /dev/null
-Require Export Xml.
-
-Require Bool.
-Require DecBool.
-Require IfProp.
-Require Sumbool.
-Require Zerob.
-
-Print XML Module Disk "examples" Bool.
-Print XML Module Disk "examples" DecBool.
-Print XML Module Disk "examples" IfProp.
-Print XML Module Disk "examples" Sumbool.
-Print XML Module Disk "examples" Zerob.
+++ /dev/null
-Require Export Xml.
-
-Print XML Module Disk "examples" Datatypes.
-Print XML Module Disk "examples" DatatypesSyntax.
-Print XML Module Disk "examples" Logic.
-Print XML Module Disk "examples" LogicSyntax.
-Print XML Module Disk "examples" Specif.
-Print XML Module Disk "examples" SpecifSyntax.
-Print XML Module Disk "examples" Peano.
-Print XML Module Disk "examples" Wf.
-Print XML Module Disk "examples" Prelude.
-Print XML Module Disk "examples" Logic_Type.
-Print XML Module Disk "examples" Logic_TypeSyntax.
+++ /dev/null
-Require Export Xml.
-
-Require List.
-Require ListSet.
-Require PolyList.
-(*Require PolyListSyntax.*)
-Require Streams.
-Require TheoryList.
-
-Print XML Module Disk "examples" List.
-Print XML Module Disk "examples" ListSet.
-Print XML Module Disk "examples" PolyList.
-(*Print XML Module Disk "examples" PolyListSyntax.*)
-Print XML Module Disk "examples" Streams.
-Print XML Module Disk "examples" TheoryList.
+++ /dev/null
-Require Export Xml.
-
-Require Classical.
-Require Classical_Pred_Set.
-Require Classical_Pred_Type.
-Require Classical_Prop.
-Require Classical_Type.
-Require Eqdep.
-Require Eqdep_dec.
-
-Print XML Module Disk "examples" Classical.
-Print XML Module Disk "examples" Classical_Pred_Set.
-Print XML Module Disk "examples" Classical_Pred_Type.
-Print XML Module Disk "examples" Classical_Prop.
-Print XML Module Disk "examples" Classical_Type.
-Print XML Module Disk "examples" Eqdep.
-Print XML Module Disk "examples" Eqdep_dec.
+++ /dev/null
-Require Export Xml.
-
-Require R_Ifp.
-Require Raxioms.
-Require Rdefinitions.
-Require Rbase.
-Require Rbasic_fun.
-Require Rderiv.
-Require Reals.
-Require Rfunctions.
-Require Rlimit.
-Require TypeSyntax.
-
-Print XML Module Disk "examples" R_Ifp.
-Print XML Module Disk "examples" Raxioms.
-Print XML Module Disk "examples" Rdefinitions.
-Print XML Module Disk "examples" Rbase.
-Print XML Module Disk "examples" Rbasic_fun.
-Print XML Module Disk "examples" Rderiv.
-Print XML Module Disk "examples" Reals.
-Print XML Module Disk "examples" Rfunctions.
-Print XML Module Disk "examples" Rlimit.
-Print XML Module Disk "examples" TypeSyntax.
+++ /dev/null
-Require Export Xml.
-
-Require Newman.
-Require Operators_Properties.
-Require Relation_Definitions.
-Require Relation_Operators.
-Require Relations.
-Require Rstar.
-(*Require Disjoint_Union.*)
-(*Require Inclusion.*)
-(*Require Inverse_Image.*)
-(*Require Lexicographic_Exponentiation.*)
-(*Require Lexicographic_Product.*)
-(*Require Transitive_Closure.*)
-(*Require Union.*)
-(*Require Well_Ordering.*)
-(*Require Wellfounded.*)
-
-Print XML Module Disk "examples" Newman.
-Print XML Module Disk "examples" Operators_Properties.
-Print XML Module Disk "examples" Relation_Definitions.
-Print XML Module Disk "examples" Relation_Operators.
-Print XML Module Disk "examples" Relations.
-Print XML Module Disk "examples" Rstar.
-(*Print XML Module Disk "examples/WELLFOUNDED" Disjoint_Union.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Inclusion.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Inverse_Image.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Lexicographic_Exponentiation.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Lexicographic_Product.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Transitive_Closure.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Union.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Well_Ordering.*)
-(*Print XML Module Disk "examples/WELLFOUNDED" Wellfounded.*)
+++ /dev/null
-Require Export Xml.
-
-Require Classical_sets.
-Require Constructive_sets.
-Require Cpo.
-Require Ensembles.
-Require Finite_sets.
-Require Finite_sets_facts.
-Require Image.
-Require Infinite_sets.
-Require Integers.
-Require Multiset.
-Require Partial_Order.
-Require Permut.
-(*Require CSCPermut.*)
-Require Powerset.
-Require Powerset_Classical_facts.
-Require Powerset_facts.
-Require Relations_1.
-Require Relations_1_facts.
-Require Relations_2.
-Require Relations_2_facts.
-Require Relations_3.
-Require Relations_3_facts.
-Require Uniset.
-
-Print XML Module Disk "examples" Classical_sets.
-Print XML Module Disk "examples" Constructive_sets.
-Print XML Module Disk "examples" Cpo.
-Print XML Module Disk "examples" Ensembles.
-Print XML Module Disk "examples" Finite_sets.
-Print XML Module Disk "examples" Finite_sets_facts.
-Print XML Module Disk "examples" Image.
-Print XML Module Disk "examples" Infinite_sets.
-Print XML Module Disk "examples" Integers.
-Print XML Module Disk "examples" Multiset.
-Print XML Module Disk "examples" Partial_Order.
-Print XML Module Disk "examples" Permut.
-Print XML Module Disk "examples" Powerset.
-Print XML Module Disk "examples" Powerset_Classical_facts.
-Print XML Module Disk "examples" Powerset_facts.
-Print XML Module Disk "examples" Relations_1.
-Print XML Module Disk "examples" Relations_1_facts.
-Print XML Module Disk "examples" Relations_2.
-Print XML Module Disk "examples" Relations_2_facts.
-Print XML Module Disk "examples" Relations_3.
-Print XML Module Disk "examples" Relations_3_facts.
-Print XML Module Disk "examples" Uniset.
+++ /dev/null
-(*
-Require Export Xml.
-
-Require Generic.
-Require Heap.
-Require Permutation.
-Require Sorting.
-
-Print XML Module Disk "examples" Generic.
-Print XML Module Disk "examples" Heap.
-Print XML Module Disk "examples" Permutation.
-Print XML Module Disk "examples" Sorting.
-*)
+++ /dev/null
-(*
-Require Export Xml.
-
-Require Btree.
-
-Print XML Module Disk "examples" Btree.
-*)
+++ /dev/null
-Require Export Xml.
-
-Require Wf_Z.
-Require ZArith.
-Require ZArith_dec.
-Require Zmisc.
-Require Zsyntax.
-Require auxiliary.
-Require fast_integer.
-Require zarith_aux.
-
-Print XML Module Disk "examples" Wf_Z.
-Print XML Module Disk "examples" ZArith.
-Print XML Module Disk "examples" ZArith_dec.
-Print XML Module Disk "examples" Zmisc.
-Print XML Module Disk "examples" Zsyntax.
-Print XML Module Disk "examples" auxiliary.
-Print XML Module Disk "examples" fast_integer.
-Print XML Module Disk "examples" zarith_aux.
+++ /dev/null
-Require Export Xml.
-
-Require Omega.
-Require Zlogarithm.
-Require OmegaSyntax.
-Require Zpower.
-
-Print XML Module Disk "examples" Omega.
-Print XML Module Disk "examples" Zlogarithm.
-Print XML Module Disk "examples" OmegaSyntax.
-Print XML Module Disk "examples" Zpower.
+++ /dev/null
-Require Export Xml.
-
-Require ArithRing.
-Require Quote.
-Require Ring.
-Require Ring_abstract.
-Require Ring_normalize.
-Require Ring_theory.
-Require ZArithRing.
-
-Print XML Module Disk "examples" ArithRing.
-Print XML Module Disk "examples" Quote.
-Print XML Module Disk "examples" Ring.
-Print XML Module Disk "examples" Ring_abstract.
-Print XML Module Disk "examples" Ring_normalize.
-Print XML Module Disk "examples" Ring_theory.
-Print XML Module Disk "examples" ZArithRing.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R csc_zfc csc_zfc csc_zfc/*.v
- echo "Load Verbose provacsczfc." | ~/V7/bin/coqtop.byte -R csc_zfc csc_zfc
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo csc_zfc/*.vo
+++ /dev/null
-Section Dependent_equality.
-
-Variable U:Type.
-Variable P:U->Type.
-
-Inductive eq_depT [p:U;x:(P p)] : (q:U)(P q)->Prop :=
- eq_depT_intro : (eq_depT p x p x).
-
-End Dependent_equality.
+++ /dev/null
-(******************************************************************************)
-(* Zermelo Set Theory + atomic sets *)
-(* *)
-(* Claudio Sacerdoti Coen *)
-(* *)
-(* Based on *)
-(* *)
-(* Zermolo Set Theory *)
-(* *)
-(* Benjamin Werner *)
-(* *)
-(******************************************************************************)
-
-(* This is an extension of Benjamin's encoding of usual Set Theory where I *)
-(* assume the existence of exactly one atomic set for each object t of type T *)
-(* where T is a Type in Coq: if (t:T) and (T:Type) then ((atom T t):Ens) *)
-(* The usual axioms of set theory are modified so that they work in the *)
-(* usual way if applied to "normal" sets, and in a reasonable way when *)
-(* applied to atomic sets (for example (Union (atom T t) E) is equal to E for *)
-(* each non-atomic set E) *)
-(* All this has been already studied by Fraenkel and Mostowski in the '40, *)
-(* but with totally different goals (in order to proove some independence *)
-(* results in set theory) *)
-
-(* This is the introduction to the original encoding of Benjamin: *)
-(* This is an encoding of usual Set Theory, simillar to Peter Aczel's work *)
-(* in the early 80's. The main difference is that the propositions here *)
-(* live in the impredicative world of "Prop". Thus, priority is given to *)
-(* expressivity against constructivity. *)
-(* *)
-(* Since the definition of Sets is the same for both approaches, I added *)
-(* most of Aczel's encoding of CZF at the end of the file. Many *)
-(* definitions are common to both aproaches. *)
-
-(* In this work only the encoding of ZFC (and not that of CZF) has been *)
-(* developed, but it should be straightforward to do. *)
-
-Require csc_eqdep.
-
-(******************************************************************************)
-(* Useful data types *)
-(******************************************************************************)
-
-Inductive Set F := .
-
-Inductive Set Un := void : Un.
-
-(* Existential quantification *)
-Inductive EXType [P:Type; Q:P->Prop]: Prop :=
- EXTypei : (x:P)(Q x)->(EXType P Q).
-
-(* Sigma types -- i.e. computational existentials *)
-Inductive sig [A:Type;P:A->Prop] : Type :=
- exist : (x:A)(P x)->(sig A P).
-
-(* Existential on the Type level *)
-Inductive depprod [A:Type; P : A->Type] : Type :=
- dep_i : (x:A)(P x)->(depprod A P).
-
-(* Cartesian product in Type *)
-Inductive prod_t [A,B:Type] : Type :=
- pair_t : A->B->(prod_t A B).
-
-(******************************************************************************)
-(* Definition of Ens, EQ, IN *)
-(******************************************************************************)
-
-(* The type representing sets (Ensemble = french for set) *)
-Inductive Ens : Type :=
- sup : (A:Type)(A->Ens)->Ens
- | atom : (A:Type)A->Ens.
-
-(* Recursive Definition of the extentional equality on sets *)
-Definition EQ : Ens -> Ens -> Prop.
-Induction 1.
-Intros A f eq1.
-Induction 1.
-Intros B g eq2.
-Apply and.
-Exact (x:A)
- (EXType ? [y:B](eq1 x (g y))).
-Exact (y:B)
- (EXType ? [x:A](eq1 x (g y))).
-
-Intros A' a'.
-Exact False.
-
-Intros A a.
-Induction 1.
-Intros A' f eq1.
-Exact False.
-
-Intros.
-(*Exact (X == X0).*)
-Exact (eq_depT Type [A:Type]A A a A0 y).
-Save.
-
-Transparent EQ.
-
-(* Membership on sets *)
-Definition IN: Ens -> Ens -> Prop :=
-[E1,E2:Ens]
- Cases E2 of
- (sup A f) => (EXType ? [y:A](EQ E1 (f y)))
- | (atom A a) => False
- end.
-Transparent IN.
-
-
-(******************************************************************************)
-(* INCLUSION *)
-(******************************************************************************)
-
-Definition INC : Ens -> Ens -> Prop :=
- [E1,E2:Ens]
- Cases E1 E2 of
- (sup A f) (sup B g) => (E:Ens)(IN E E1)->(IN E E2)
- | (sup A f) (atom B b) => False
- | (atom A a) (sup B g) => False (* ??? or True? *)
- | (atom A a) (atom B b) => (EQ E1 E2) (* ??? or False? *)
- end.
-
-(* EQ is an equivalence relation *)
-
-Theorem EQ_refl : (E:Ens)(EQ E E).
-Induction E.
-Intros; Split; Simpl; Intro.
-Exists x; Exact (H x).
-Exists y; Exact (H y).
-Intros; Simpl; Constructor 1.
-Qed.
-
-Theorem EQ_tran : (E1,E2,E3:Ens)(EQ E1 E2)->(EQ E2 E3)->(EQ E1 E3).
-Induction E1; [Intros A1 f1 r1 | Intros A1 a1] ;
-Induction E2; [Intros A2 f2 r2 | Intros A2 a2 | Intros A2 f2 r2 | Intros A2 a2];
-Induction E3; [Intros A3 f3 r3 | Auto | Contradiction | Auto |
- Auto | Contradiction | Auto | Intros A3 a3].
-Simpl; Intros e1 e2; Split; Elim e1; Intros I1 I2; Elim e2; Intros I3 I4;
- [ Intros a1; Elim (I1 a1) ; Intros a2 ; Elim (I3 a2) ; Intros a3 ; Exists a3 |
- Intros a3; Elim (I4 a3) ; Intros a2 ; Elim (I2 a2) ; Intros a1 ; Exists a1 ];
- Apply r1 with (f2 a2); Assumption.
-
-Simpl ; Intros; Inversion H; Inversion H0; Assumption.
-Qed.
-
-Theorem EQ_sym : (E1,E2:Ens)(EQ E1 E2)->(EQ E2 E1).
-Induction E1 ; [ Intros A1 f1 r1 | Intros A1 a1 ];
-Induction E2 ; [Intros A2 f2 r2 | Contradiction | Contradiction |Intros A2 a2].
-
-Induction 1; Intros e1 e2; Split;
- [ Intros a2; Elim (e2 a2); Intros a1 H1; Exists a1 |
- Intros a1; Elim (e1 a1); Intros a2 H2; Exists a2 ] ; Apply r1; Assumption.
-Destruct 1; Apply EQ_refl.
-Qed.
-
-Theorem EQ_INC : (E,E':Ens)(EQ E E')->(INC E E').
-Induction E ; [Intros A f r | Intros A a] ; Induction E' ;
- [Intros A' f' r' | Contradiction | Contradiction | Intros A' a'].
-Simpl; Destruct 1; Intros e1 e2.
-Intros C; Induction 1; Intros a ea; Elim (e1 a); Intros a' ea'; Exists a'.
-Apply EQ_tran with (f a); Assumption.
-Destruct 1; Hnf; Constructor 1.
-Qed.
-
-Hints Resolve EQ_sym EQ_refl EQ_INC : zfc.
-
-Theorem INC_EQ : (E,E':Ens)(INC E E')->(INC E' E)->(EQ E E').
-Induction E ; [Intros A f r | Intros A a] ; Induction E' ;
- [Intros A' f' r' | Auto | Auto | Auto].
-Unfold INC; Simpl; Intros I1 I2; Split.
-Intros a; Apply I1; Exists a; Apply EQ_refl.
-Intros a'; Cut (EXType A [x:A](EQ (f' a')(f x))).
-Induction 1; Intros a ea; Exists a; Apply EQ_sym; Exact ea.
-Apply I2; Exists a'; Apply EQ_refl.
-Qed.
-
-Hints Resolve INC_EQ : zfc.
-
-(* Membership is extentional (i.e. is stable w.r.t. EQ) *)
-
-Theorem IN_sound_left :
- (E,E',E'':Ens)
- (EQ E E')->(IN E E'')->(IN E' E'').
-Induction E''; [Intros A'' f'' r'' e | Intros A'' a'' e]; Simpl.
-Induction 1; Intros a'' p; Exists a''; Apply EQ_tran with E;
- [Apply EQ_sym; Assumption | Assumption].
-
-Intro; Assumption.
-Qed.
-
-Theorem IN_sound_right :
- (E,E',E'':Ens)
- (EQ E' E'')->(IN E E')->(IN E E'').
-Induction E'; [Intros A' f' r' | Intros A' a']; Induction E'';
- [Intros A'' f'' r'' | Intros A'' a'' | Intros A'' f'' r'' | Intros A'' a''];
- Simpl.
-Induction 1; Intros e1 e2; Induction 1; Intros a' e'; Elim (e1 a');
- Intros a'' e''; Exists a''; Apply EQ_tran with (f' a'); Assumption.
-Intros; Assumption.
-Intros; Elim H.
-Intros; Assumption.
-Qed.
-
-(* Inclusion is reflexive, transitive, extentional *)
-
-Theorem INC_refl : (E:Ens)(INC E E).
-Induction E; Auto with zfc.
-Qed.
-
-Theorem INC_tran : (E,E',E'':Ens)(INC E E')->(INC E' E'')->(INC E E'').
-Induction E; Induction E'; Induction E''; Simpl;
- Auto Orelse Contradiction Orelse (Intros; Elim H0; Assumption).
-Qed.
-
-Theorem INC_sound_left :
- (E,E',E'':Ens)
- (EQ E E')->(INC E E'')->(INC E' E'').
-Induction E; [Intros A f r | Intros A a]; Induction E';
- [Intros A' f' r' | Intros A' a' | Intros A' f' r' | Intros A' a'];
- Induction E''; [Intros A'' f'' r'' | Contradiction | Contradiction |
- Contradiction | Contradiction | Contradiction | Contradiction |
- Intros A'' a''].
-Unfold INC; Intros; Apply H0; Apply IN_sound_right with (sup A' f');
- Auto with zfc.
-Destruct 1; Auto.
-Qed.
-
-Theorem INC_sound_right :
- (E,E',E'':Ens)
- (EQ E' E'')->(INC E E')->(INC E E'').
-Induction E; [Intros A f r | Intros A a]; Induction E';
- [Intros A' f' r' | Intros A' a' | Intros A' f' r' | Intros A' a'];
- Induction E''; [Intros A'' f'' r'' | Contradiction | Contradiction |
- Contradiction | Contradiction | Contradiction | Contradiction |
- Intros A'' a''].
-Unfold INC; Intros; Apply IN_sound_right with (sup A' f');
- [Assumption | Apply H0; Assumption].
-Destruct 1; Auto.
-Qed.
-
-(******************************************************************************)
-(* THE EMPTY SET *)
-(******************************************************************************)
-
-(* The empty set (vide = french for empty) *)
-Definition Vide : Ens :=
- (sup F [f:F]<Ens>Cases f of end).
-
-Theorem Vide_est_vide : (E:Ens)(IN E Vide)->F.
-Unfold Vide; Simpl; Intros E H; Cut False.
-Induction 1.
-Elim H; Intros x; Elim x.
-Qed.
-
-(* CSC: This is different from Werner *)
-Theorem tout_vide_est_Vide :
- (A:Type)(f:A->Ens)((E':Ens)(IN E' (sup A f))->F)->(EQ (sup A f) Vide).
-Intros; Hnf; Split.
-Intro; Cut F.
-Destruct 1.
-Apply H with (f x); Unfold IN; Exists x; Apply EQ_refl.
-Destruct y.
-Qed.
-
-(******************************************************************************)
-(* PAIRE *)
-(******************************************************************************)
-
-Definition Paire : Ens -> Ens -> Ens :=
- [E1,E2:Ens] (sup bool [b:bool]Cases b of true => E1 | false => E2 end).
-
-(* The pair construction is extentional *)
-
-Theorem Paire_sound_left : (A,A',B:Ens)
- (EQ A A')->(EQ (Paire A B)(Paire A' B)).
-Unfold Paire .
-Simpl.
-(Intros; Split).
-Induction x.
-(Exists true; Auto with zfc).
-
-(Exists false; Auto with zfc).
-
-(Induction y; Simpl).
-(Exists true; Auto with zfc).
-
-(Exists false; Auto with zfc).
-Qed.
-
-Theorem Paire_sound_right : (A,B,B':Ens)
- (EQ B B')->(EQ (Paire A B)(Paire A B')).
-Unfold Paire; Simpl; Intros; Split.
-Induction x.
-(Exists true; Auto with zfc).
-Exists false; Auto with zfc.
-Induction y.
-(Exists true; Auto with zfc).
-Exists false; Auto with zfc.
-Qed.
-
-Hints Resolve Paire_sound_right Paire_sound_left : zfc.
-
-Theorem IN_Paire_left : (E,E':Ens)(IN E (Paire E E')).
-Unfold Paire; Exists true; Apply EQ_refl.
-Qed.
-
-Theorem IN_Paire_right : (E,E':Ens)(IN E' (Paire E E')).
-Unfold Paire; Exists false; Apply EQ_refl.
-Qed.
-
-Theorem Paire_IN : (E,E',A:Ens)(IN A (Paire E E'))->(EQ A E)\/(EQ A E').
-Unfold Paire; Simpl.
-Induction 1; Intros b; Elim b; Auto with zfc.
-Save.
-
-Hints Resolve IN_Paire_left IN_Paire_right Vide_est_vide : zfc.
-
-(******************************************************************************)
-(* SINGLETON *)
-(******************************************************************************)
-
-(* CSC: This is different from Benjamin only because I like it more; *)
-(* theorems are also simpler *)
-(* In Benjamin's encoding (Sing E) was defined as (Paire E E) *)
-Definition Sing : Ens -> Ens :=
- [E:Ens] (sup Un [x:Un]Cases x of void => E end).
-
-Theorem IN_Sing : (E:Ens)(IN E (Sing E)).
-Simpl; Exists void; Apply EQ_refl.
-Qed.
-
-Theorem IN_Sing_EQ : (E,E':Ens)(IN E (Sing E'))->(EQ E E').
-Simpl; Intros; Elim H; Destruct x; Trivial.
-Qed.
-
-Hints Resolve IN_Sing IN_Sing_EQ : zfc.
-
-Theorem Sing_sound : (A,A':Ens)(EQ A A')->(EQ (Sing A)(Sing A')).
-Intros; Hnf; Split; [Destruct x | Destruct y]; Exists void; Assumption.
-Qed.
-
-Hints Resolve Sing_sound : zfc.
-
-Theorem EQ_Sing_EQ : (E1,E2:Ens)(EQ (Sing E1)(Sing E2))->(EQ E1 E2).
-Intros; Hnf in H; Elim H; Intros; Elim (H0 void); Destruct x; Trivial.
-Qed.
-
-Hints Resolve EQ_Sing_EQ : zfc.
-
-(******************************************************************************)
-(* COMPREHENSION (OR SEPARATION) *)
-(******************************************************************************)
-
-Definition Comp: Ens -> (Ens -> Prop) -> Ens.
-Induction 1.
-Intros A f fr P.
-Apply (sup {x:A|(P (f x))}).
-Induction 1; Intros x p; Exact (f x).
-Intros. Exact X.
-Qed.
-
-Transparent Comp.
-
-Theorem Comp_INC : (E:Ens)(P:Ens->Prop)(INC (Comp E P) E).
-Destruct E.
-Intros A f P; Simpl; Destruct E0; [Intros A' f' H | Intros A' a' H];
- Elim H; Destruct x; Intros x0 p eq; Exists x0; Exact eq.
-Auto with zfc.
-Qed.
-
-Theorem IN_Comp_P :
- (E,A:Ens)
- (P:Ens->Prop)((w1,w2:Ens)(P w1)->(EQ w1 w2)->(P w2))->
- (IN A (Comp E P))->(P A).
-Induction E.
-Simpl; Intros B f Hr A P H i; Elim i; Destruct x; Simpl; Intro b; Intros;
- Apply H with (f b); Auto with zfc.
-Contradiction.
-Qed.
-
-Theorem IN_P_Comp :
- (E,A:Ens)
- (P:Ens ->Prop)((w1,w2:Ens)(P w1)->(EQ w1 w2)->(P w2))->
- (IN A E)->(P A)->(IN A (Comp E P)).
-Induction E.
-Simpl; Intros B f HR A P H i; Elim i; Simpl; Intros; Cut (P (f x)).
-Intros Pf.
-Exists (exist B [x:B](P (f x)) x Pf); Simpl; Auto with zfc.
-Apply H with A; Auto with zfc.
-Contradiction.
-Qed.
-
-(* Again, extentionality is not stated, but easy *)
-
-(******************************************************************************)
-(* UNION *)
-(******************************************************************************)
-
-(* Projections of a set: *)
-(* 1: its base type, F for atoms *)
-
-Definition pi1: Ens -> Type.
-Induction 1.
-Intros A f r.
-Exact A.
-Intros.
-Exact F.
-Save.
-
-Transparent pi1.
-
-(* 2: the function, [_:F]Vide for atoms *)
-
-Definition pi2 : (E:Ens)(pi1 E)->Ens.
-Induction E.
-Intros A f r.
-Exact f.
-Intros.
-Exact Vide.
-Save.
-
-Transparent pi2.
-
-Definition Union : (E:Ens)Ens.
-Induction 1.
-Intros A f r.
-Apply (sup (depprod A [x:A](pi1 (f x)))).
-Induction 1; Intros a b.
-Exact (pi2 (f a) b).
-Intros.
-Exact Vide.
-Save.
-
-Transparent Union.
-
-Theorem EQ_EXType : (E,E':Ens)
- (EQ E E')
- ->(a:(pi1 E))
- (EXType (pi1 E') [b:(pi1 E')](EQ (pi2 E a) (pi2 E' b))).
-Induction E; [Intros A f r | Intros A a]; Induction E';
- [Intros A' f' r' | Intros A' a' | Intros A' f' r' | Intros A' a'].
-Simpl; Destruct 1; Intros e1 e2 a; Apply e1.
-Contradiction.
-Contradiction.
-Simpl; Destruct 2.
-Qed.
-
-Transparent EQ_EXType.
-
-Theorem IN_EXType: (E,E':Ens)(IN E' E)->
- (EXType (pi1 E) [a:(pi1 E)](EQ E' (pi2 E a))).
-Induction E.
-Simpl; Intros A f r; Induction 1; Intros; Exists x; Assumption.
-Destruct 1.
-Qed.
-
-Theorem IN_Union : (E,E',E'':Ens)
- (IN E' E)->(IN E'' E')->(IN E'' (Union E)).
-Induction E.
-2: Destruct 1.
-Intros A f r.
-Intros; Simpl.
-Elim (IN_EXType (sup A f) E' H).
-Intros x e.
-Cut (EQ (pi2 (sup A f) x) E').
-2: Auto with zfc v62.
-Intros e1.
-Cut (IN E'' (pi2 (sup A f) x)).
-Intros i1.
-Elim (IN_EXType ? ? i1).
-Intros x0 e2.
-Simpl in x0.
-Exists (dep_i A [x:A](pi1 (f x)) x x0).
-Simpl.
-Exact e2.
-Apply IN_sound_right with E'; Assumption.
-Qed.
-
-(* CSC: This is different from Benjamin *)
-Theorem IN_INC_Union :
- (A:Type)(f:A->Ens)(E:Ens)(IN (sup A f) E)->(INC (sup A f) (Union E)).
-Induction E.
-Intros A f r H; Hnf; Hnf in H; Intros; Elim H; Intros x e.
-Cut (IN E0 (f0 x)).
-Intro in_E0_f0x; Apply IN_Union with (f0 x).
-Hnf; Split with x; Auto with zfc.
-
-Auto with zfc.
-Apply IN_sound_right with (sup A f); Trivial.
-
-(Simpl; Destruct 2; Destruct x).
-Qed.
-
-Theorem Union_IN : (E,E':Ens)(IN E' (Union E))->
- (EXType ? [E1:Ens](IN E1 E)/\(IN E' E1)).
-Induction E.
-2: (Simpl; Destruct 2; Destruct x).
-Unfold Union ; Simpl; Intros A f r.
-Induction 1.
-Induction x.
-(Intros a b; Simpl).
-Intros.
-Exists (f a).
-Split.
-(Exists a; Auto with zfc v62).
-
-(Apply IN_sound_left with (pi2 (f a) b); Auto with zfc v62).
-Simpl.
-(Generalize b ; Elim (f a); Simpl).
-Intros.
-(Exists b0; Auto with zfc v62).
-
-Destruct 2.
-Qed.
-
-(* extentionality of union *)
-
-Theorem Union_sound
- : (E,E':Ens)(EQ E E')->(EQ (Union E) (Union E')).
-Unfold Union.
-Induction E ; [Intros A f r | Intros A a] ; Induction E' ;
- [Intros A' f' r' | Intros A' a' | Intros A' f' r' | Intros A' a'].
-
-Simpl; Induction 1; Intros e1 e2; Split.
-Intros x; Elim x; Intros a aa; Elim (e1 a); Intros a' ea.
-Elim (EQ_EXType (f a)(f' a') ea aa); Intros aa' eaa.
-Exists (dep_i A' [x:A'](pi1 (f' x)) a' aa'); Simpl; Auto with zfc v62.
-Intros c'; Elim c'; Intros a' aa'; Elim (e2 a'); Intros a ea.
-Cut (EQ (f' a')(f a)).
-2 : Auto with zfc v62.
-Intros ea'; Elim (EQ_EXType (f' a')(f a) ea' aa'); Intros aa eaa.
-Exists (dep_i A [x:A](pi1 (f x)) a aa); Auto with zfc v62.
-
-Contradiction.
-Contradiction.
-Destruct 1; Apply EQ_refl.
-Qed.
-
-(* The union construction is monotone w.r.t. inclusion *)
-
-Theorem Union_mon : (E,E':Ens)(INC E E')->(INC (Union E)(Union E')).
-Induction E ; [Intros A f r | Intros A a] ; Induction E';
- [Intros A' f' r' | Contradiction | Contradiction | Intros A' a'].
-2: Auto with zfc.
-Intro; Cut (E:Ens)(IN E (sup A f))->(IN E (sup A' f')).
-2: Auto.
-Intro XXX; Cut ((E:Ens)(IN E (Union (sup A f)))->(IN E (Union (sup A' f'))))
- ->(INC (Union (sup A f)) (Union (sup A' f'))).
-2: Auto.
-Intros X; Apply X; Intros E0 Y; (Elim (Union_IN (sup A f) E0); Auto with zfc).
-Destruct 1; Intros; Cut (IN x (sup A' f')).
-2: Auto.
-Intro; (Apply IN_Union with x; Auto).
-Qed.
-
-(******************************************************************************)
-(* INTERSECTION *)
-(******************************************************************************)
-
-Definition Inter : (E:Ens)Ens :=
-[E:Ens]
- Cases E of
- (sup A f) =>
- (sup ?
- [c:(depprod A
- [a:A](depprod ? [b:(pi1 (f a))](x:A)(IN (pi2 (f a) b)(f x)))
- )
- ]
- Cases c of
- (dep_i a (dep_i b p)) => (pi2 (f a) b)
- end
- )
- | (atom A a) => Vide
- end.
-
-Theorem IN_Inter_all : (E,E':Ens)
- (IN E' (Inter E))->
- (E'':Ens)(IN E'' E)->(IN E' E'').
-Induction E; [Intros A f r | Contradiction]; Intros E'.
-Induction 1; Intros c; Elim c; Intros a ca; Elim ca; Intros aa paa.
-Intros e E'' e''.
-Elim e''; Intros a1 ea1.
-Apply IN_sound_right with (f a1); Auto with zfc v62.
-Apply IN_sound_left with (pi2 (f a) aa); Auto with zfc v62.
-Qed.
-
-Theorem all_IN_Inter : (E,E',E'':Ens)
- (IN E'' E)->
- ((E'':Ens)(IN E'' E)->(IN E' E''))->
- (IN E' (Inter E)).
-(Induction E; [Intros A f r | Contradiction]).
-Intros E' E'' i H.
-Elim (IN_EXType (sup A f) E'' i).
-(Intros a e; Simpl in a).
-Simpl in e.
-(Cut (IN E' E''); Auto with zfc v62).
-Intros i'.
-(Cut (IN E' (f a)); Auto with zfc v62).
-Intros i0.
-Elim (IN_EXType (f a) E' i0).
-Intros b e'.
-Simpl.
-Cut (x:A)(IN (pi2 (f a) b) (f x)).
-Intros.
-Exists (dep_i A
- [a:A]
- (depprod (pi1 (f a))
- [b:(pi1 (f a))](x:A)(IN (pi2 (f a) b) (f x)))
- a
- (dep_i (pi1 (f a))
- [b:(pi1 (f a))](x:A)(IN (pi2 (f a) b) (f x)) b H0)).
-Simpl.
-Auto with zfc v62.
-Auto with zfc v62.
-Intros.
-Apply IN_sound_left with E'.
-Auto with zfc v62.
-Apply H.
-Auto with zfc v62.
-Simpl.
-(Exists x; Auto with zfc v62).
-(Apply IN_sound_right with E''; Auto with zfc v62).
-Qed.
-
-(******************************************************************************)
-(* POWERSET *)
-(******************************************************************************)
-
-Definition Power : Ens -> Ens :=
-[E:Ens]
- Cases E of
- (sup A f) =>
- (sup ?
- [P:A->Prop]
- (sup ?
- [c:(depprod A [a:A](P a))]
- Cases c of
- (dep_i a p) => (f a)
- end
- )
- )
- | (atom A a) => (Sing (atom A a)) (* ??? or Vide? *)
- end.
-
-Theorem IN_Power_INC : (E,E':Ens)(IN E' (Power E))->(INC E' E).
-Induction E.
-Intros A f r; Unfold INC ; Simpl.
-Intros E'; Induction 1; Intros P.
-Elim E'.
-Simpl.
-Intros A' f' r'.
-Induction 1; Intros HA HB.
-Intros E''; Induction 1; Intros a' e.
-Elim (HA a').
-Induction x; Intros a p.
-Intros; Exists a.
-Apply EQ_tran with (f' a'); Auto with zfc v62.
-Contradiction.
-Auto with zfc.
-Qed.
-
-(* CSC: This is different from Benjamin *)
-Theorem INC_IN_Power : (E,E':Ens)(INC E' E)->(IN E' (Power E)).
-Induction E.
-2: Induction E'.
-2: Contradiction.
-2: (Destruct 1; Unfold Power; Auto with zfc).
-Intros A f r; Unfold INC; Simpl; Induction E'.
-2: Contradiction.
-Intros A' f' r' i.
-Exists [a:A](IN (f a) (sup A' f')).
-Simpl.
-Split.
-Intros.
-Elim (i (f' x)).
-Intros a e.
-(Cut (EQ (f a) (f' x)); Auto with zfc v62).
-Intros e1.
-Exists (dep_i A [a:A](EXType A' [y:A'](EQ (f a) (f' y))) a
- (EXTypei A' [y:A'](EQ (f a) (f' y)) x e1)).
-Auto with zfc v62.
-Simpl.
-(Exists x; Auto with zfc v62).
-Induction y; Induction 1; Intros.
-(Exists x0; Auto with zfc v62).
-Qed.
-
-Theorem Power_mon : (E,E':Ens)(INC E E')->(INC (Power E)(Power E')).
-Induction E; [Intros A f r | Intros A a]; Induction E';
- [Intros A' f' r' | Contradiction | Contradiction | Destruct 1; Auto with zfc].
-Intro.
-Hnf in H.
-Cut ((E:Ens)(IN E (Power (sup A f)))->(IN E (Power (sup A' f'))))
- ->(INC (Power (sup A f)) (Power (sup A' f'))).
-2: Auto.
-Intros.
-Apply H0.
-Intros.
-Cut (INC E0 (sup A f)).
-2: (Apply IN_Power_INC; Auto).
-Intro.
-Cut (INC E0 (sup A' f')).
-Intro.
-Apply INC_IN_Power.
-Assumption.
-
-Generalize H2.
-Elim E0.
-Unfold INC.
-Auto with zfc.
-
-Auto with zfc.
-Qed.
-
-Theorem Power_sound : (E,E':Ens)(EQ E E')->(EQ (Power E)(Power E')).
-Induction E; [Intros A f r | Intros A a]; Induction E';
- [Intros A' f' r' | Contradiction | Contradiction | Destruct 1; Auto with zfc].
-Intro.
-Apply INC_EQ.
-Cut ((E:Ens)(IN E (Power (sup A f)))->(IN E (Power (sup A' f'))))
- ->(INC (Power (sup A f)) (Power (sup A' f'))).
-2: Auto.
-Intros; Apply H0; Clear H0; Intros; Cut (INC E0 (sup A f)).
-2: (Apply IN_Power_INC; Auto with zfc).
-Clear H0; Intro; Apply INC_IN_Power.
-(Apply INC_sound_right with (sup A f); Auto).
-
-(* Using simmetry *)
-Cut ((E:Ens)(IN E (Power (sup A' f')))->(IN E (Power (sup A f))))
- ->(INC (Power (sup A' f')) (Power (sup A f))).
-2: Auto.
-Intros; Apply H0; Clear H0; Intros; Cut (INC E0 (sup A' f')).
-2: (Apply IN_Power_INC; Auto with zfc).
-Clear H0; Intro; Apply INC_IN_Power.
-(Apply INC_sound_right with (sup A' f'); Auto with zfc).
-Qed.
-
-(******************************************************************************)
-(* ORDERED COUPLES *)
-(******************************************************************************)
-
-(* small lemmas *)
-
-Theorem not_EQ_Sing_Vide : (E:Ens)(EQ (Sing E) Vide)->F.
-Intros E e; Cut False.
-Induction 1.
-Cut (IN E Vide).
-Simpl; Induction 1; Intros xx; Elim xx; Induction 1.
-Apply IN_sound_right with (Sing E); Auto with zfc v62.
-Qed.
-
-Theorem not_EQ_Vide_Sing : (E:Ens)(EQ Vide (Sing E))->F.
-Intros E e; Cut False.
-Induction 1.
-Cut (IN E Vide).
-Simpl; Induction 1; Intros xx; Elim xx; Induction 1.
-Apply IN_sound_right with (Sing E); Auto with zfc v62.
-Qed.
-
-(* This definition of the ordered pair is slightly different from *)
-(* the usual one, since we want it to work in an intuisionistic *)
-(* setting. Works the same, neitherless. The soundness proofs are *)
-(* unpleasant. *)
-
-Definition Couple := [E,E': Ens](Paire (Sing E) (Paire Vide (Sing E'))).
-
-Theorem Couple_inj_left : (A,A',B,B':Ens)
- (EQ (Couple A A')(Couple B B'))->(EQ A B).
-(Unfold Couple; Simpl); Induction 1; (Intros HA HB; Elim (HA true)).
-(Intros x; Elim x; Simpl; Induction 1; Intros H3 H4; Elim (H3 void);
- Simpl; Destruct x0).
-Trivial.
-
-Elim (H4 false); Destruct x1; Intros; Cut (EQ (Sing B') Vide).
-Simpl; Induction 1; Intros yy; Elim (yy void); Destruct x2.
-
-Apply EQ_tran with A.
-Auto with zfc.
-
-Assumption.
-
-Intros; Cut (EQ (Sing B') Vide).
-Simpl; Induction 1; Intros yy; Elim (yy void); Destruct x1.
-
-Apply EQ_tran with A.
-Auto with zfc.
-
-Elim (H4 true); Destruct x1; Trivial.
-Qed.
-
-Theorem Couple_inj_right : (A,A',B,B':Ens)
- (EQ (Couple A A')(Couple B B'))->(EQ A' B').
-Unfold Couple; Simpl.
-Induction 1; Intros H1 H2.
-Elim (H1 false).
-Intros bb1; Elim bb1.
-Intros HF.
-Change (EQ (Paire Vide (Sing A'))(Sing B)) in HF.
-Cut F.
-Induction 1.
-Apply (not_EQ_Vide_Sing A').
-Apply EQ_tran with B.
-Apply IN_Sing_EQ; Apply IN_sound_right with (Paire Vide (Sing A'));
- Auto with zfc v62.
-Apply EQ_sym; Apply IN_Sing_EQ;
- Apply IN_sound_right with (Paire Vide (Sing A')); Auto with zfc v62.
-Change (EQ (Paire Vide (Sing A'))(Paire Vide (Sing B')))->(EQ A' B').
-Intros HP; Cut (EQ (Sing A') (Sing B')).
-Intros; Auto with zfc v62.
-Cut (IN (Sing A')(Paire Vide (Sing B'))).
-Intros HI; Elim (Paire_IN Vide (Sing B')(Sing A') HI).
-Intros; Cut F.
-Induction 1.
-Apply not_EQ_Sing_Vide with A'; Assumption.
-Trivial with zfc v62.
-Apply IN_sound_right with (Paire Vide (Sing A')); Auto with zfc v62.
-Qed.
-
-(******************************************************************************)
-(* POWERSET *)
-(******************************************************************************)
-
-(* Here we cheat. It is easier to define the cartesian product using *)
-(* the type theoretical product, i.e. we here use non set-theoretical *)
-(* constructions. We could however use the usual definitions. *)
-
-Definition Prod : Ens -> Ens -> Ens :=
-[E,E':Ens]
- Cases E E' of
- (sup A f) (sup A' f') =>
- (sup ?
- [c:(prod_t A A')]
- Cases c of
- (pair_t a a') => (Couple (f a) (f' a'))
- end
- )
- | _ _ => Vide
- end.
-
-Hints Resolve Paire_sound_left Paire_sound_right : zfc.
-
-Theorem Couple_sound_left :
- (A,A',B:Ens)(EQ A A')->(EQ (Couple A B)(Couple A' B)).
- Unfold Couple;Intros; Auto with zfc v62.
-Save.
-
-Theorem Couple_sound_right:
- (A,B,B':Ens)(EQ B B')->(EQ (Couple A B)(Couple A B')).
- Unfold Couple;Intros; Auto with zfc v62.
-Save.
-
-Theorem Couple_IN_Prod : (E1,E2,E1',E2':Ens)
- (IN E1' E1)->(IN E2' E2)->
- (IN (Couple E1' E2')(Prod E1 E2)).
-Induction E1; [Intros A1 f1 r1 | Contradiction].
-Induction E2; [Intros A2 f2 r2 | Contradiction].
-Intros E1' E2' i1 i2.
-Elim (IN_EXType (sup A1 f1) E1').
-(Intros x e1; Simpl in x).
-Elim (IN_EXType (sup A2 f2) E2').
-(Intros x0 e2; Simpl in x).
-Apply IN_sound_left with (Couple (pi2 (sup A1 f1) x) (pi2 (sup A2 f2) x0)).
-Apply EQ_tran with (Couple (pi2 (sup A1 f1) x) E2').
-Apply Couple_sound_right.
-Auto with zfc v62.
-
-(Apply Couple_sound_left; Auto with zfc v62).
-
-Simpl.
-Exists (pair_t ? ? x x0).
-Simpl.
-Split.
-
-Induction x1.
-Exists true; Auto with zfc.
-Exists false; Auto with zfc.
-
-Induction y.
-Exists true; Auto with zfc.
-Exists false; Auto with zfc.
-Assumption.
-Assumption.
-Qed.
-
-Theorem Couple_Prod_IN : (E1,E2,E1',E2':Ens)
- (IN (Couple E1' E2')(Prod E1 E2))->
- (IN E1' E1)/\(IN E2' E2).
-Induction E1; [Intros A1 f1 r1 | Destruct 1; Destruct x].
-Induction E2; [Intros A2 f2 r2 | Destruct 1; Destruct x].
-Intros E1' E2' i.
-Elim (IN_EXType (Prod (sup A1 f1) (sup A2 f2)) (Couple E1' E2') i).
-Destruct x; Intros a1 a2 e.
-Change (EQ (Couple E1' E2') (Couple (f1 a1) (f2 a2))) in e.
-Cut (EQ E1' (f1 a1)).
-Cut (EQ E2' (f2 a2)).
-Intros e1 e2.
-Split.
-Apply IN_sound_left with (f1 a1); Auto with zfc v62; Simpl; Exists a1;
- Auto with zfc v62.
-Apply IN_sound_left with (f2 a2); Auto with zfc v62; Simpl; Exists a2;
- Auto with zfc v62.
-Apply Couple_inj_right with A:=E1' B:=(f1 a1); Auto with zfc v62.
-Apply Couple_inj_left with E2' (f2 a2); Auto with zfc v62.
-Qed.
-
-Theorem IN_Prod_EXType : (E,E',E'':Ens)(IN E'' (Prod E E'))->
- (EXType ? [A:Ens](EXType ? [B:Ens](EQ (Couple A B) E''))).
-Induction E ; [Intros A f r | Destruct 1; Destruct x].
-Induction E'; [Intros A' f' r' | Destruct 1; Destruct x].
-Intros; Elim (IN_EXType (Prod (sup A f) (sup A' f')) E'').
-Induction x.
-Intros; Exists (f y); Exists (f' y0); Auto with zfc v62.
-Auto with zfc v62.
-Qed.
-
-(******************************************************************************)
-(* ORDINALS *)
-(******************************************************************************)
-
-Definition Succ := [E:Ens](Union (Paire E (Sing E))).
-
-Inductive Ord : Ens -> Prop :=
- Oo : (Ord Vide)
-| So : (E:Ens)(Ord E)->(Ord (Succ E))
-| Lo : (E:Ens)((e:Ens)(IN e E)->(Ord e))->(Ord (Union E))
-| Eo : (E,E':Ens)(Ord E)->(EQ E E')->(Ord E').
-
-Hints Resolve Oo So Lo : zfc.
-
-Definition Nat : nat ->Ens.
-Induction 1; Intros.
-Exact Vide.
-Exact (Succ X).
-Save.
-
-Transparent Nat.
-
-Theorem Nat_Ord : (n:nat)(Ord (Nat n)).
-Induction n; Simpl; Auto with zfc v62.
-Save.
-
-Definition Omega : Ens :=
- (sup nat Nat).
-
-Theorem IN_Succ : (E:Ens)(IN E (Succ E)).
-Intros E; Unfold Succ; Apply IN_Union with (Sing E); Auto with zfc v62.
-Qed.
-
-(* CSC: This is different from Werner *)
-Theorem INC_Succ : (A:Type)(f:A->Ens)(INC (sup A f) (Succ (sup A f))).
-Intros; Cut ((E:Ens)(IN E (sup A f))->(IN E (Succ (sup A f))))
- ->(INC (sup A f) (Succ (sup A f))).
-Intros; Apply H; Unfold Succ; Intros.
-Apply IN_Union with (sup A f); Auto with zfc.
-
-Intros; Exact H.
-Qed.
-
-Hints Resolve IN_Succ INC_Succ : zfc.
-
-Theorem IN_Succ_or : (E,E':Ens)(IN E' (Succ E))->(EQ E E')\/(IN E' E).
-Intros E E' i.
-Unfold Succ in i.
-Elim (Union_IN (Paire E (Sing E)) E' i).
-Intros E1; Induction 1; Intros i1 i2.
-Elim (Paire_IN E (Sing E) E1 i1).
-Intros; Right; Apply IN_sound_right with E1; Auto with zfc v62.
-Intros; Left; Cut (IN E' (Sing E)).
-Auto with zfc v62.
-Apply IN_sound_right with E1; Auto with zfc v62.
-Qed.
-
-Theorem E_not_IN_E : (E:Ens)(IN E E)->F.
-Induction E.
-Intros A f r i.
-Cut False.
-Induction 1.
-Elim (IN_EXType (sup A f) (sup A f) i); Intros a e.
-
-Simpl in a.
-Change (EQ (sup A f) (f a)) in e.
-Elim (r a).
-Apply IN_sound_right with (sup A f); Auto with zfc v62.
-Exists a; Auto with zfc v62.
-Intros; Cut False; Contradiction.
-Qed.
-
-Theorem Nat_IN_Omega : (n:nat)(IN (Nat n) Omega).
-Intros; Simpl; Exists n; Auto with zfc v62.
-Qed.
-Hints Resolve Nat_IN_Omega : zfc.
-
-Theorem IN_Omega_EXType : (E:Ens)(IN E Omega)->(EXType ? [n:nat](EQ (Nat n) E)).
-(Simpl; Induction 1).
-Intros n e.
-(Exists n; Auto with zfc v62).
-Qed.
-
-Theorem IN_Nat_EXType : (n:nat)(E:Ens)(IN E (Nat n))->(EXType ? [p:nat](EQ E (Nat p))).
-Induction n.
-Simpl.
-Induction 1.
-Induction x.
-
-Intros.
-Change (IN E (Succ (Nat n0))) in H0.
-Elim (IN_Succ_or (Nat n0) E H0).
-(Intros; Exists n0).
-Auto with zfc v62.
-
-Intros.
-(Elim (H E); Auto with zfc v62).
-Qed.
-
-Theorem Omega_EQ_Union : (EQ Omega (Union Omega)).
-Apply INC_EQ.
-Cut ((E:Ens)(IN E Omega)->(IN E (Union Omega)))
- ->(INC Omega (Union Omega)).
-Intros; Apply H.
-Clear H.
-Intros.
-Elim (IN_Omega_EXType E H).
-Intros n e.
-Apply IN_Union with (Nat (S n)).
-Auto with zfc v62.
-
-Apply IN_sound_left with (Nat n).
-Auto with zfc v62.
-
-(Change (IN (Nat n) (Succ (Nat n))); Auto with zfc v62).
-
-Intros.
-Exact H.
-
-Cut ((E:Ens)(IN E (Union Omega))->(IN E Omega))
- ->(INC (Union Omega) Omega).
-Intros; Apply H; Clear H.
-Intros.
-Elim (Union_IN Omega E H).
-Intros e h.
-Elim h.
-Intros i1 i2.
-Elim (IN_Omega_EXType e i1).
-Intros n e1.
-Cut (IN E (Nat n)).
-Intros.
-(Elim (IN_Nat_EXType n E H0); Intros).
-(Apply IN_sound_left with (Nat x); Auto with zfc v62).
-
-(Apply IN_sound_right with e; Auto with zfc v62).
-
-Intros.
-Exact H.
-Qed.
-
-Theorem Omega_Ord : (Ord Omega).
-Apply Eo with (Union Omega).
-Apply Lo.
-Intros.
-Elim (IN_Omega_EXType e H).
-Intros n ee.
-Apply Eo with (Nat n); Auto with zfc v62.
-Elim n.
-Auto with zfc v62.
-Auto with zfc v62.
-Intros.
-Change (Ord (Succ (Nat n0))); Auto with zfc v62.
-Apply EQ_sym; Auto with zfc v62.
-Apply Omega_EQ_Union.
-Qed.
-
-Definition Alpha : Ens->Ens.
-Induction 1.
-Intros A f r.
-Apply Union.
-Apply (sup A).
-Intros a.
-Exact (Power (r a)).
-Intros A a; Exact (atom A a). (* ??? or Vide? *)
-Save.
-
-Transparent Alpha.
-
-(******************************************************************************)
-(* AXIOM OF CHOICE *)
-(******************************************************************************)
-
-(* A Type-theoretical axiom of choice gives us the collection axiom *)
-
-Definition collection :=
- (P:Ens->Ens->Prop)
- ((x,x',y:Ens)(EQ x x')->(P x y)->(P x' y))->
- ((E:Ens)(EXType ? (P E)))->
- (E:Ens)(EXType ? [A:Ens](x:Ens)(IN x E)->
- (EXType ? [y:Ens](IN y A)/\(P x y))).
-
-
-Definition choice :=
- (A,B:Type)(P:A->B->Prop)
- ((a:A)(EXType ? [b:B](P a b)))->
- (EXType ? [f:A->B]((a:A)(P a (f a)))).
-
-Theorem Choice_Collection : choice -> collection.
-Intro; Unfold collection; Intros P comp G E;
- Cut (EXType ? [f:(Ens->Ens)](B:Ens)(P B (f B))).
-Induction 1; Intros f Pf; Elim E.
-Intros A g hr; Split with (sup A [a:A](f (g a))).
-Simpl; Intros X i; Elim i; Intros a ea; Split with (f (g a)).
-Split.
-Exists a; Auto with zfc.
-
-Apply comp with (g a); Auto with zfc.
-
-Auto with zfc.
-
-Intros; Split with Vide; Contradiction.
-
-Unfold choice in H; Apply H; Intros; Elim (G a); Intros b hb; Exists b;
- Assumption.
-Qed.
-
-(* If we also assume the excluded middle, we can derive *)
-(* the usual replacement schemata. *)
-
-Definition functional :=
- [P:Ens->Ens->Prop](x,y,y':Ens)
- (P x y)->(P x y')->(EQ y y').
-Definition replacement :=
- (P:Ens->Ens->Prop)
- (functional P)->
- ((x,y,y':Ens)(EQ y y')->(P x y)->(P x y'))->
- ((x,x',y:Ens)(EQ x x')->(P x y)->(P x' y))->
- (X:Ens)(EXType ? [Y:Ens](y:Ens)
- (((IN y Y)->(EXType ? [x:Ens](IN x X)/\(P x y)))
- /\((EXType ? [x:Ens](IN x X)/\(P x y))->(IN y Y)))).
-
-Theorem classical_Collection_Replacement :
- ((S:Prop)S\/(S->False))->
- collection ->
- replacement.
-Unfold replacement; Intros EM Collection P fp comp_r comp_l X.
-Cut (EXType ? [Y:Ens](y:Ens)((EXType ? [x:Ens](IN x X)/\(P x y))->(IN y Y))).
-Induction 1; Intros Y HY.
-Exists (Comp Y [y:Ens](EXType ? [x:Ens](IN x X)/\(P x y))).
-Intros y; Split.
-Intros HC.
-Apply (IN_Comp_P Y y [y0:Ens](EXType Ens [x:Ens](IN x X)/\(P x y0))); Auto with zfc v62.
-Intros w1 w2; Induction 1; Intros x; Induction 1; Intros Ix Px e.
-Exists x; Split; Auto with zfc v62.
-Apply comp_r with w1; Auto with zfc v62.
-Intros He.
-Apply IN_P_Comp.
-
-Intros w1 w2; Induction 1; Intros x; Induction 1; Intros Ix Px e.
-Exists x; Split; Auto with zfc v62.
-Apply comp_r with w1; Auto with zfc v62.
-Apply HY; Auto with zfc v62.
-Auto with zfc v62.
-
-Elim (Collection [x,y:Ens]((P x y)\/(((y':Ens)(P x y')->False)/\(EQ y Vide))))
- with X.
-Intros Y HY.
-Elim (EM (EXType ? [x:Ens](IN x X)/\(P x Vide))).
-Intros Hvide; Elim Hvide; Intros xv Hxv; Exists Y.
-Intros y; Induction 1; Intros x; Induction 1; Intros Hx1 Hx2.
-Elim (HY x Hx1).
-Intros y'; Induction 1; Intros Hy'1 Hy'2.
-Elim Hy'2.
-Intros Hy'3; Apply IN_sound_left with y'; Auto with zfc v62.
-Apply fp with x; Auto with zfc v62.
-Induction 1; Intros Hy'3 Hy'4.
-Elim (Hy'3 y Hx2).
-Intros HP; Exists (Comp Y [y:Ens]((EQ y Vide)->False)).
-Intros y; Induction 1; Intros x; Induction 1; Intros Hx1 Hx2.
-Apply IN_P_Comp.
-Intros w1 w2 Hw1 Hw Hw2; Apply Hw1; Apply EQ_tran with w2; Auto with zfc v62.
-Elim (HY x).
-Intros y'; Induction 1; Intros Hy'1 Hy'2.
-Elim Hy'2; Intros Hy'3.
-Apply IN_sound_left with y'; Auto with zfc v62.
-Apply fp with x; Auto with zfc v62.
-Elim Hy'3; Intros Hy'4 Hy'5.
-Elim (Hy'4 y); Auto with zfc v62.
-Assumption.
-Intros e; Apply HP; Exists x; Split; Auto with zfc v62;
- Apply comp_r with y; Auto with zfc v62; Apply fp; Auto with zfc v62.
-Intros x x' y e Hx; Elim Hx; Intros Hx1.
-Left; Apply comp_l with x; Auto with zfc v62.
-Right; Elim Hx1; Intros Hx2 Hx3; Split.
-2 : Assumption.
-Intros y' Hy'; Apply (Hx2 y'); Apply comp_l with x'; Auto with zfc v62.
-Intros x; Elim (EM (EXType ? [y:Ens](P x y))); Intros Hx.
-Elim Hx; Intros x0 Hx0; Exists x0; Left; Assumption.
-Exists Vide; Right; Split; Auto with zfc v62.
-Intros y Hy; Elim Hx; Exists y; Auto with zfc v62.
-Qed.
-
-(******************************************************************************)
-(* SMALL SETS AND THE BIG SET OF SMALL SETS *)
-(******************************************************************************)
-
-(* Some definitions replicated on another type level *)
-
-Inductive EXType' [P:Type; Q:P->Prop]: Prop :=
- EXTypei' : (x:P)(Q x)->(EXType' P Q).
-
-Inductive prod_t' [A,B:Type] : Type :=
- pair_t' : A->B->(prod_t' A B).
-
-Inductive depprod'' [A:Type; P : A->Type] : Type :=
- dep_i'' : (x:A)(P x)->(depprod'' A P).
-
-(* The small sets *)
-Inductive Ens' : Type :=
- sup' : (A:Type)(A->Ens')->Ens'
- | atom' : (A:Type)A->Ens'.
-
-(* Equality on small sets *)
-Definition EQ' : Ens' -> Ens' -> Prop.
-Induction 1.
-Intros A f eq1.
-Induction 1.
-Intros B g eq2.
-Apply and.
-Exact (x:A)
- (EXType' ? [y:B](eq1 x (g y))).
-Exact (y:B)
- (EXType' ? [x:A](eq1 x (g y))).
-
-Intros A' a'.
-Exact False.
-
-Intros A a.
-Induction 1.
-Intros A' f eq1.
-Exact False.
-
-Intros.
-(*Exact (X == X0).*)
-Exact (eq_depT Type [A:Type]A A a A0 y).
-Save.
-
-Transparent EQ'.
-
-(* small sets can be injected into big sets *)
-Definition inj : Ens'->Ens.
-Induction 1; [Intros A f fr ; Exact (sup A fr) | Intros A a ; Exact (atom A a)].
-Qed.
-
-Transparent inj.
-
-Theorem inj_sound : (E1,E2:Ens')(EQ' E1 E2)->(EQ (inj E1)(inj E2)).
-Induction E1; [Intros A1 f1 r1 | Intros A a] ; Induction E2;
- [Intros A2 f2 r2 | Contradiction | Contradiction | Intros A' a'].
-(Induction 1; Intros HR1 HR2; Split).
-(Intros a1; Elim (HR1 a1); Intros a2 Ha2; Exists a2; Auto with zfc v62).
-(Intros a2; Elim (HR2 a2); Intros a1 Ha1; Exists a1; Auto with zfc v62).
-
-Auto with zfc.
-Qed.
-
-Definition Sing' : Ens' -> Ens' :=
- [E:Ens'] (sup' Un [x:Un]Cases x of void => E end).
-
-Definition Power' : Ens' -> Ens' :=
-[E:Ens']
- Cases E of
- (sup' A f) =>
- (sup' ?
- [P:A->Prop]
- (sup' ?
- [c:(depprod'' A [a:A](P a))]
- Cases c of
- (dep_i'' a p) => (f a)
- end
- )
- )
- | (atom' A a) => (Sing' (atom' A a)) (* ??? or Vide? *)
- end.
-
-Theorem Power_sound_inj : (E:Ens')(EQ (inj (Power' E))(Power (inj E))).
-Induction E; [Intros A f HR | Intros A a].
-Simpl; Split.
-Intros P; Exists P; Split.
-Intros c; Elim c; Intros a p.
-Exists (dep_i A [a0:A](P a0) a p); Simpl; Auto with zfc v62.
-Intros c; Elim c; Intros a p.
-Exists (dep_i'' A [a0:A](P a0) a p); Simpl; Auto with zfc v62.
-Intros P; Exists P; Split.
-Intros c; Elim c; Intros a p.
-Exists (dep_i A [a0:A](P a0) a p); Simpl; Auto with zfc v62.
-Intros c; Elim c; Intros a p.
-Exists (dep_i'' A [a0:A](P a0) a p); Simpl; Auto with zfc v62.
-
-Simpl; Split.
-Destruct x; Exists void; Auto with zfc.
-Destruct y; Exists void; Auto with zfc.
-Qed.
-
-(* The set of small sets *)
-Definition Big := (sup Ens' inj).
-
-Theorem Big_is_big : (E:Ens')(IN (inj E) Big).
-Intros E; Unfold Big; Simpl; Exists E; Auto with zfc.
-Qed.
-
-Theorem IN_Big_small : (E:Ens)(IN E Big)->(EXType' ? [E':Ens'](EQ E (inj E'))).
-Unfold Big; Simpl; Induction 1; Intros E' HE'; Exists E'; Assumption.
-Qed.
-
-Theorem IN_small_small : (E:Ens)(E':Ens')(IN E (inj E'))->
- (EXType' ? [E1:Ens'](EQ E (inj E1))).
-Induction E'; [Intros A' f' HR' | Contradiction]; Simpl;
- Induction 1; Intros a' e'; Exists (f' a'); Assumption.
-Qed.
-
-Theorem Big_closed_for_power : (E:Ens)(IN E Big)->(IN (Power E) Big).
-Unfold Big; Simpl; Intros E; Induction 1; Intros E' HE'; Exists (Power' E').
-Apply EQ_tran with (Power (inj E')).
-Apply Power_sound; Assumption.
-Apply EQ_sym; Apply Power_sound_inj.
-Qed.
-
-(******************************************************************************)
-(* NO SET OF ALL SETS *)
-(******************************************************************************)
-
-(* Just for fun : a proof that there is no set of all sets, using *)
-(* Russell's paradox construction *)
-(* There, of course, are other proofs (foundation, etc) *)
-
-Theorem Russell : (E:Ens)((E':Ens)(IN E' E))->False.
-Intros U HU.
-Cut ([x:Ens](IN x x)->False (Comp U [x:Ens](IN x x)->False)).
-Intros HR.
-Apply HR.
-(Apply IN_P_Comp; Auto with zfc v62).
-(Intros w1 w2 HF e i; Apply HF; Apply IN_sound_left with w2; Auto with zfc v62;
- Apply IN_sound_right with w2; Auto with zfc v62).
-Intros H.
-Cut (IN (Comp U [x:Ens](IN x x)->False) (Comp U [x:Ens](IN x x)->False)).
-Change ([x:Ens](IN x x)->False (Comp U [x:Ens](IN x x)->False)).
-Cut (w1,w2:Ens)((IN w1 w1)->False)->(EQ w1 w2)->(IN w2 w2)->False.
-Intros ww.
-Exact (IN_Comp_P U (Comp U [x:Ens](IN x x)->False)
- [x:Ens](IN x x)->False ww H).
-(Intros w1 w2 HF e i; Apply HF; Apply IN_sound_left with w2; Auto with zfc v62;
- Apply IN_sound_right with w2; Auto with zfc v62).
-Assumption.
-Qed.
-
-(******************************************************************************)
-(* SOME AXIOMS AND STRANGE THINGS ;-( *)
-(* *)
-(* The need for axioms is due to the usage of dependent equality, or to my *)
-(* ignorance about it ;-) *)
-(* *)
-(******************************************************************************)
-
-Axiom a_de_pi2 :
- (T:Type)(n,m:T)(existT Type [A:Type]A T n)==(existT Type [A:Type]A T m)->n==m.
-
-(* The main consequence of the previous axiom *)
-Theorem a_pi2 : (T:Type)(n,m:T)(atom T n)==(atom T m)->n==m.
-Intros; Inversion H; Apply a_de_pi2; Assumption.
-Qed.
-
-(* This theorem is really strange: I can prove this in general, but I can't *)
-(* prove any of it's instance: for example I can't prove *)
-(* ~(nat==bool)->~(atom nat O)==(atom bool true) due to an internal error of *)
-(* Coq *)
-Theorem a_npi1 : (T1,T2:Type)(t1:T1)(t2:T2)~T1==T2->~(atom T1 t1)==(atom T2 t2).
-Unfold not; Intros; Apply H; Inversion H0; Reflexivity.
-Qed.
-
-(******************************************************************************)
-(* MAPPING A TYPE TO THE SET OF IT'S ELEMENTS *)
-(******************************************************************************)
-
-(* (Ens_of_t T t) is thought as the coercion from an element (t:T) to a set *)
-Definition Ens_of_t : (T:Type)T->Ens :=
- [T:Type][t:T](atom T t).
-
-(* (Ens_of_T T) is thought as the set of the elements of type T ... *)
-Definition Ens_of_T : Type -> Ens :=
- [T:Type] (sup T [t:T](Ens_of_t T t)).
-
-(* ... and (Prop_on_Ens_of_Prop T P) is thought as the proposition on Ens *)
-(* that is true only for (atom T t) where (t:T) and (P t) is true. *)
-Inductive Prop_on_Ens_of_Prop [T:Type; P:T->Prop] : Ens->Prop :=
- cons : (t:T)(P t)->(Prop_on_Ens_of_Prop T P (atom T t)).
-
-Theorem Prop_on_Ens_of_Prop_atom_Prop :
- (T:Type; P:(T->Prop); t:T)(Prop_on_Ens_of_Prop T P (atom T t))->(P t).
-Intros; Inversion H; Replace t with t0.
-Assumption.
-
-Apply a_de_pi2; Assumption.
-Qed.
-
-Theorem Prop_on_Ens_of_Prop_t :
- (T:Type; P:(T->Prop); E:Ens)
- (Prop_on_Ens_of_Prop T P E)
- ->(EXType T [t:T]E==(atom T t)/\(P t)).
-Intros.
-Inversion H.
-Split with t.
-Auto.
-Qed.
-
-Lemma EQ_atom: (T:Type)(t:T)(E:Ens)(EQ (atom T t) E)->(atom T t)==E.
-Destruct E.
-Contradiction.
-
-Intros.
-Inversion H.
-Reflexivity.
-Qed.
-
-
-Theorem Prop_on_Ens_of_Prop_sound :
- (E1,E2:Ens)(T:Type)(P:T->Prop)
- (EQ E1 E2)
- -> (Prop_on_Ens_of_Prop T P E1)
- -> (Prop_on_Ens_of_Prop T P E2).
-Intros.
-Cut (EXType ? [t:T]E1==(atom T t)/\(P t)).
-Destruct 1; Destruct 1.
-Intros.
-Rewrite H3 in H.
-Cut (atom T x)==E2.
-Intros.
-Rewrite <- H5.
-Constructor 1.
-Assumption.
-
-Apply EQ_atom.
-Assumption.
-
-Apply Prop_on_Ens_of_Prop_t.
-Assumption.
-Qed.
-
-
-(******************************************************************************)
-(* EXAMPLES OF USAGE *)
-(******************************************************************************)
-
-(* We could define an implicit coercion from nat to Ens using Ens_of_t *)
-Coercion Ens_of_nat := [n:nat](Ens_of_t nat n).
-
-(* CNat is the set of the natural numbers of Coq ... *)
-Definition CNat : Ens :=
- (Ens_of_T nat).
-
-Mutual Inductive
- is_even : nat->Prop :=
- is_even_O : (is_even O)
- | is_even_S : (n:nat)(is_odd n)->(is_even (S n))
-with
- is_odd : nat->Prop :=
- id_ood_S : (n:nat)(is_even n)->(is_odd (S n)).
-
-Lemma not_even_odd: (n:nat)(is_even n)->(is_odd n)->False.
-Induction n.
-Intros; Inversion H0.
-
-Intros; Apply H; [Inversion H1 | Inversion H0]; Assumption.
-Qed.
-
-Definition Cis_even : Ens -> Prop :=
- (Prop_on_Ens_of_Prop nat is_even).
-
-Definition Cis_odd : Ens -> Prop :=
- (Prop_on_Ens_of_Prop nat is_odd).
-
-(* ... and CEven and COdd are the sets of even/odd natural numbers of Coq *)
-
-Definition CEven := (Comp CNat Cis_even).
-
-Definition COdd := (Comp CNat Cis_odd).
-
-(* And now an easy fact: the intersection of CEven with COdd is empty *)
-Fact COdd_Inter_CEven_EQ_Vide: (EQ (Inter (Paire CEven COdd)) Vide).
-Apply INC_EQ.
-Cut (E:Ens)(IN E (Inter (Paire CEven COdd)))->(IN E Vide).
-Auto.
-
-Intros.
-Cut False.
-Contradiction.
-
-Cut (IN E CEven)/\(IN E COdd).
-Destruct 1.
-Intros.
-Unfold CEven in H1.
-Cut (Cis_even E).
-Unfold COdd in H2.
-Cut (Cis_odd E).
-Intros.
-Inversion H3.
-Inversion H4.
-Rewrite <- H6 in H8.
-Cut t0==t.
-Intro.
-Rewrite H9 in H7.
-Apply not_even_odd with t; Assumption.
-
-Apply a_pi2; Assumption.
-
-Apply IN_Comp_P with CNat.
-Intros.
-Unfold Cis_odd.
-Apply Prop_on_Ens_of_Prop_sound with w1; Assumption.
-
-Assumption.
-
-Apply IN_Comp_P with CNat.
-Intros.
-Unfold Cis_even.
-Apply Prop_on_Ens_of_Prop_sound with w1; Assumption.
-
-Assumption.
-
-Split.
-Apply IN_Inter_all with (Paire CEven COdd).
-Assumption.
-
-Auto with zfc.
-
-Apply IN_Inter_all with (Paire CEven COdd).
-Assumption.
-
-Auto with zfc.
-
-Simpl.
-Destruct 1.
-Destruct x.
-Qed.
-
-(* Another easy fact: O is not in COdd *)
-Fact O_not_IN_COdd : ~(IN O COdd).
-Unfold not; Intro.
-Cut (Cis_odd O).
-Intro.
-Inversion H0.
-Simpl in H1.
-Cut t==O.
-Intro.
-Rewrite H3 in H2.
-Inversion H2.
-
-Apply a_de_pi2.
-Assumption.
-
-Unfold COdd in H.
-Apply IN_Comp_P with CNat.
-Intros.
-Unfold Cis_odd.
-Apply Prop_on_Ens_of_Prop_sound with w1.
-Assumption.
-
-Exact H0.
-
-Assumption.
-Qed.
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in csc_eqdep.v csc_zfc.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "csczfc/$basename" > \
- examples/csczfc/$1/$basename.theory.xml
- done
+++ /dev/null
-Require Xml.
-Require csc_eqdep.
-Require csc_zfc.
-
-Print XML Dir Disk "examples/csczfc" csc_eqdep.
-Print XML Dir Disk "examples/csczfc" csc_zfc.
+++ /dev/null
-all: objects theories
-
-objects:
- coqc -R prove Bologna.prove prove/*.v
- echo "Load Verbose provaStruct." | coqtop.byte -R prove Bologna.prove
- echo "Load Verbose provaFeIota." | coqtop.byte -R prove Bologna.prove
- echo "Load Verbose provaCofix." | coqtop.byte -R prove Bologna.prove
- echo "Load Verbose prova." | coqtop.byte -R prove Bologna.prove
-
-theories:
- ./exporttheories.sh
-
-clean:
- rm -f *.vo prove/*.vo
+++ /dev/null
-#!/bin/bash
-
-echo "Exporting theory $1";
-
-for i in prove/*.v
- do
- basename=$(basename $i | sed s/\\.v//)
- cat $i | ../mktheory.pl "prove/$basename" > \
- examples/Bologna/prove/$1/$basename.theory.xml
- done
+++ /dev/null
-Require Export Xml.
-
-Section prova.
-
-Inductive
- tree : Set := node : forest -> tree
-with
- forest : Set := leaf : forest | cons : tree -> forest -> forest.
-
-Fixpoint tree_size [t:tree] : nat :=
- Cases t of (node f) => (S (forest_size f)) end
-with forest_size [f:forest] : nat :=
- Cases f of leaf => (S O) | (cons t f') => (plus (tree_size t) (forest_size f'))
- end.
-
-Theorem a_ab_b: (A,B:Prop)A->(A->B)->B.
-Auto.
-Qed.
-
-Axiom dummy_axiom: (n,m:nat)(le n m)\/(gt n m).
-
-End prova.
-
-Print XML Section Disk "examples/prove" prova.
-
-Theorem ab_ac_abc: (A,B,C:Prop)(A->B)->(A->C)->A->B/\C.
-Intros A B C AB AC A1.
-Split.
-
-Show XML File "examples/ab_ac_abc.xml" Proof.
-
-Auto.
-Auto.
-Qed.
+++ /dev/null
-Require Xml.
-Require provacofix.
-
-Print XML Module Disk "examples" provacofix.
+++ /dev/null
-Require Xml.
-Require provaF.
-Require provaIota.
-
-Print XML Module Disk "examples" provaF.
-Print XML Module Disk "examples" provaIota.
+++ /dev/null
-Require Export Xml.
-
-Require provastruct.
-Print XML Module Disk "examples" provastruct.
-
-Require provastruct2.
-Print XML Module Disk "examples" provastruct2.
-
-Require provastruct3.
-Print XML Module Disk "examples" provastruct3.
-
-Require provastruct4.
-Print XML Module Disk "examples" provastruct4.
-
-Require provastruct5.
-Print XML Module Disk "examples" provastruct5.
+++ /dev/null
-Definition int := (A:Prop)(A->A)->A->A.
-
-Definition O := [A:Prop][s:A->A][o:A]o.
-
-Definition S := [n:int][A:Prop][s:A->A][o:A](s (n A s o)).
-
-Definition Uno := [A:Prop][s:A->A][o:A](s o).
-
-Definition Due := [A:Prop][s:A->A][o:A](s (s o)).
-
-Definition Tre := [A:Prop][s:A->A][o:A](s (s (s o))).
-
-Definition id := [A:Prop][x:A]x.
-
-Definition id_Due := (id int Due).
-
-Definition difficult := ((S Due) (int -> int) (id (int -> int)) (id int)).
-
-Definition is_Zero := [n:int](n int [_:int]Uno O).
-
-Definition couple := [A:Prop][x:A][y:A][z:A->A->A](z x y).
-
-Definition Couple := [A:Prop](z:A->A->A)A.
-
-Definition fst := [A:Prop][x:A][y:A]x.
-
-Definition snd := [A:Prop][x:A][y:A]y.
-
-Definition next : (Couple int) -> (Couple int) := [x:(Couple int)](couple int (x (snd int)) (S (x (snd int)))).
-
-Definition pred := [n:int]((n (Couple int) next (couple int O O))(fst int)).
-
-Definition test := (((pred Tre) (int -> int))(id (int->int)) (id int)).
+++ /dev/null
-Inductive bool : Set := true : bool | false : bool.
-Inductive nat : Set := O : nat | S : nat -> nat.
-
-Fixpoint plus [n:nat] : nat -> nat :=
- [m:nat]
- Cases n of
- O => m
- | (S n) => (S (plus n m))
- end.
-
-Fixpoint mult [n:nat] : nat -> nat :=
- [m:nat]
- Cases n of
- O => O
- | (S n) => (plus m (mult n m))
- end.
-
-Fixpoint fact [n:nat] : nat :=
- Cases n of
- O => (S O)
- | (S n) => (mult (S n) (fact n))
- end.
-
-Definition bnot :=
- [b:bool]
- Cases b of
- true => false
- | false => true
- end.
-
-Fixpoint is_even [n:nat] : bool :=
- Cases n of
- O => true
- | (S n) => (bnot (bnot (is_odd n)))
- end
-with is_odd [n:nat] : bool :=
- Cases n of
- O => false
- | (S n) => (bnot (bnot (is_even n)))
- end
-.
-
-Fixpoint idn [n:nat] : nat :=
- Cases n of
- O => O
- | (S n) => (S (idn n))
- end.
-
-Definition test1 := (is_even (S (S O))).
-Definition test2 := (is_even (S (S (S O)))).
-Definition test3 := (idn (idn (S O))).
-Definition test4 := (is_odd (fact (S (S (O))))).
-Definition test5 := (is_odd (fact (S (S (S (S (S (S O)))))))).
+++ /dev/null
-(* Let's define an infinite tree whose nodes are made of natural value and an *)
-(* infinite forest of infinite trees whose nodes ... *)
-
-(* (obbrobrio_tree n) is used to build such a tree whose root value is n and *)
-(* root forest is made of the corecursively defined tress whose roots values *)
-(* are (n+1), (n+2), ... *)
-
-(* To finish, we provide also some destructors and a funny (?!?) theorem *)
-
-CoInductive tree : Set :=
- node : nat -> forest -> tree
-with forest : Set :=
- nil : forest
- | cons : tree -> forest -> forest.
-
-CoFixpoint obbrobrio_tree : nat -> tree :=
- [n:nat]
- (node n (obbrobrio_forest (S n) nil))
-with obbrobrio_forest : nat -> forest -> forest :=
- [n:nat][f:forest]
- (cons (obbrobrio_tree n) (obbrobrio_forest (S n) f)).
-
-Definition root_value : tree -> nat :=
- [t:tree]
- Cases t of
- (node n _) => n
- end.
-
-Definition root_forest : tree -> forest :=
- [t:tree]
- Cases t of
- (node _ f) => f
- end.
-
-Definition root_tree : forest -> tree :=
- [f:forest]
- Cases f of
- nil => (obbrobrio_tree (S (S (S O))))
- | (cons t _) => t
- end.
-
-Theorem easy : (root_value (root_tree (root_forest (obbrobrio_tree O))))=(S O).
-Proof.
- Trivial.
-Qed.
+++ /dev/null
-Require Export Xml.
-
-Section a.
- Variable A:Prop.
- Section b1.
- Variable B:Prop.
- Axiom axiom: A -> (A -> B) ->B.
- Theorem th1: A -> (A -> B) -> A/\B.
- Intros A' H.
- Split.
- Assumption.
- Apply axiom; Assumption.
- Qed.
- End b1.
- Section b2.
- Variable B:Set.
- Axiom axiom': (A:Prop)A->A.
- End b2.
- Theorem th1': (A:Prop)A->A.
- Auto.
- Qed.
-End a.
+++ /dev/null
-Section init.
-Section a.
- Section a1.
- Section a11.
- Section a111.
- Local uno := (S O).
- End a111.
- Section a112.
- End a112.
- Section a113.
- End a113.
- End a11.
- Local uno := (S O).
- End a1.
- Section a2.
- Section a21.
- Local uno := (S O).
- End a21.
- Section a22.
- Section a221.
- End a221.
- End a22.
- Section a23.
- Section a231.
- Section a2311.
- Local uno := (S O).
- End a2311.
- Section a2312.
- End a2312.
- Section a2313.
- End a2313.
- End a231.
- Section a232.
- Section a2321.
- End a2321.
- End a232.
- End a23.
- Local uno := (S O).
- End a2.
- Definition uno := (S O).
-End a.
-End init.
+++ /dev/null
-Section a.
- Section a1.
- Variable A : Prop.
- Variable B : Prop.
- Inductive t1 : Set := k1 : A -> t1.
- End a1.
-
- Inductive t2 [B:Set] : Set := k2 : (t2 B).
-
- Variable A : Prop.
-End a.
+++ /dev/null
-Section a.
- Variables N,M:nat.
- Section b.
- Variable P:Prop.
- Local SN := (S N).
- Axiom A : N = M.
- End b.
-End a.
+++ /dev/null
-Section a.
- Variable A:Prop.
- Theorem easy:(B:Prop)B->B.
- Exact ([H:Prop][B:Prop][b:B]b A).
- Qed.
- Section b.
- Theorem easy':(B:Prop)B->B.
- Exact easy.
- Qed.
- End b.
-End a.
+++ /dev/null
-#!/usr/bin/perl
-
-# Assumptions:
-# Comments on one line are stripped
-# Comments on many lines:
-# nothing after *) (end of command)
-# Commands could be nested (but see previous assumption)
-# Commands don't span on several lines
-# If a line is commented, the comment must begin at the begin of line and end
-# at the end of line
-# In a line, before a command only spaces are allowed
-
-$curi = $ARGV[0];
-$with_types = ($ARGV[1] ? ".types" : "");
-$ident = " ";
-$cid = 1;
-$opencom = 0;
-$openscheme = 0;
-$openfix = 0;
-$opengoal = 0;
-
-print <<EOT;
-<?xml version="1.0" encoding="ISO-8859-1"?>
-<!DOCTYPE Theory SYSTEM "http://localhost:8081/getdtd?uri=maththeory.dtd">
-
-<Theory uri="cic:/$curi">
-EOT
-
-while (<STDIN>) {
- chomp;
- if ($opencom > 0) {
- $opencom-- if (/\*\)/ && !/\(\*.*\*\)/);
- } else {
- if (/\(\*.*\*\)/) { # (* comment *)
- s/\(\*.*\*\)//;
- } elsif (/\(\*/) {
- # (* comment
- $opencom++;
- $_ = "";
- }
-
- if (/Require /) {
- s/ *Require *(.*)\..*/$1/;
- print "$ident<!-- Require $_ -->\n";
- } elsif (/Goal /) {
- $opengoal = 1;
- } elsif (/Section /) {
- s/ *Section *(.*)\..*/$1/;
- print "$ident<SECTION uri=\"$1\">\n";
- $ident = $ident." ";
- } elsif (/Chapter /) {
- s/ *Chapter *(.*)\..*/$1/;
- print "$ident<SECTION uri=\"$1\">\n";
- $ident = $ident." ";
- } elsif (/End /) {
- chop($ident);
- print "$ident</SECTION>\n";
- } elsif (/Variable(s?) /) {
- s/ *Variable(s?) *([^:]*):.*/$2/;
- s/ //g;
- @vl = split /,/;
- foreach (@vl) {
- print "$ident<VARIABLE uri=\"$_.var$with_types\"/>\n";
- }
- } elsif (/Hypothesis /) {
- s/ *Hypothesis *([^ :]*)( |:).*/$1/;
- @vl = split /,/;
- foreach (@vl) {
- print "$ident<VARIABLE uri=\"$_.var$with_types\"/>\n";
- }
- } elsif (/^ *Inductive /) {
- if (/ *Inductive *[^ :]+ ([^ :]*) :=/) {
- s/ *Inductive *[^ :]+ ([^ :]*) *:=.*/$1/;
- } elsif (/ *Inductive *[^ :]*( |:)/) {
- s/ *Inductive *([^ :\[]*)( |:|\[).*/$1/;
- }
- print "$ident<DEFINITION uri=\"$_.ind$with_types\"/>\n";
- } elsif (/ *CoInductive /) {
- if (/ *CoInductive *[^ :]+ ([^ :]*) *:=/) {
- s/ *CoInductive *[^ :]+ ([^ :]*) *:=.*/$1/;
- } elsif (/ *CoInductive *[^ :]*( |:)/) {
- s/ *CoInductive *([^ :]*)( |:).*/$1/;
- }
- print "$ident<DEFINITION uri=\"$_.ind$with_types\"/>\n";
- } elsif (/^ *Fixpoint /) {
- s/ *Fixpoint *([^ \[]*)( |\[).*/$1/;
- print "$ident<DEFINITION uri=\"$_.con$with_types\"/>\n";
- $openfix = 1;
- } elsif (/ *CoFixpoint /) {
- s/ *CoFixpoint *([^ \[]*)( |\[).*/$1/;
- print "$ident<DEFINITION uri=\"$_.con$with_types\"/>\n";
- $openfix = 1;
- } elsif (/^ *Definition /) {
- s/ *Definition *([^ :]*)( |:)?.*/$1/;
- print "$ident<DEFINITION uri=\"$_.con$with_types\"/>\n";
- } elsif (/Local /) {
- s/ *Local *([^ :]*)( |:)?.*/$1/;
- print "$ident<DEFINITION uri=\"$_.con$with_types\"/>\n";
- } elsif (/Lemma /) {
- s/ *Lemma *([^ :]*)( |:)?.*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Theorem /) {
- s/ *Theorem *([^ :]+)( |:)?.*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Remark /) {
- s/ *Remark *([^ :]*)( |:)?.*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Scheme /) {
- s/ *Scheme *([^ :]*)( |:)?.*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- $openscheme = 1;
- } elsif (/Save / && $opengoal) {
- s/ *Save *([^ \.]*)( |\.).*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/with / && $openscheme) {
- s/ *with *([^ :]*)( |:).*/$1/;
- print "$ident<THEOREM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/with / && $openfix) {
- s/ *with *([^ :]*)( |:).*/$1/;
- print "$ident<DEFINITION uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Axiom /) {
- s/ *Axiom *([^ :]*)( |:).*/$1/;
- print "$ident<AXIOM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Parameter /) {
- s/ *Parameter *([^ :]*)( |:).*/$1/;
- print "$ident<AXIOM id=\"id$cid\" uri=\"$_.con$with_types\"/>\n";
- $cid++;
- } elsif (/Record /) {
- s/ *Record *([^ :]*)( |:).*/$1/;
- print "$ident<DEFINITION uri=\"$_.ind$with_types\"/>\n";
- $cid++;
- }
-
- if ($openscheme && (/\./)) {
- $openscheme = 0;
- } elsif ($openfix && (/\./)) {
- $openfix = 0;
- }
-
- }
-}
-
-print "</Theory>\n";
+++ /dev/null
-DIRS = ocaml matita
-# gTopLevel searchEngine mathql_test hxp
-
-DIRS_BYTE = $(patsubst %,%.byte,$(DIRS))
-DIRS_OPT = $(patsubst %,%.opt,$(DIRS))
-DIRS_CLEAN = $(patsubst %,%.clean,$(DIRS))
-all: byte
-byte: $(DIRS_BYTE)
-opt: $(DIRS_OPT)
-world: byte opt
-clean: $(DIRS_CLEAN)
-%.byte:
- $(MAKE) -C $*/ all
-%.opt:
- $(MAKE) -C $*/ opt
-%.clean:
- $(MAKE) -C $*/ clean
-.PHONY: all byte opt world clean
+++ /dev/null
-*.cm[iox] *.o cicAnnotationHelper cicAnnotationHelper.opt
+++ /dev/null
-cicAnnotationHinter.cmo: cicAnnotationHinter.cmi
-cicAnnotationHinter.cmx: cicAnnotationHinter.cmi
-cicAnnotationHelper.cmo: cicAnnotationHinter.cmi
-cicAnnotationHelper.cmx: cicAnnotationHinter.cmx
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = lablgtkmathview helm-cic_annotations_cache
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)"
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep
-
-LIBRARIES = $(shell ocamlfind query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell ocamlfind query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-all: cicAnnotationHelper
-opt: cicAnnotationHelper.opt
-
-DEPOBJS = cicAnnotationHinter.mli cicAnnotationHinter.ml cicAnnotationHelper.ml
-
-CICANNOTATIONHELPEROBJS = cicAnnotationHinter.cmo cicAnnotationHelper.cmo
-
-depend:
- $(OCAMLDEP) $(DEPOBJS) > .depend
-
-cicAnnotationHelper: $(CICANNOTATIONHELPEROBJS) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o cicAnnotationHelper $(CICANNOTATIONHELPEROBJS)
-
-cicAnnotationHelper.opt: $(CICANNOTATIONHELPEROBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o cicAnnotationHelper.opt $(CICANNOTATIONHELPEROBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo: $(LIBRARIES)
- $(OCAMLC) -c $<
-.mli.cmi: $(LIBRARIES)
- $(OCAMLC) -c $<
-.ml.cmx: $(LIBRARIES_OPT)
- $(OCAMLOPT) -c $<
-
-clean:
- rm -f *.cm[iox] *.o cicAnnotationHelper cicAnnotationHelper.opt
-
-install:
- cp cicAnnotationHelper cicAnnotationHelper.opt $(BIN_DIR)
-
-uninstall:
- rm -f $(BIN_DIR)/cicAnnotationHelper $(BIN_DIR)/cicAnnotationHelper.opt
-
-.PHONY: install uninstall clean
-
-include .depend
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 03/04/2001 *)
-(* *)
-(* This is a simple gtk interface to the Coq-like pretty printer cicPp for *)
-(* cic terms exported in xml. It uses directly the modules cicPp and *)
-(* cicCcache and indirectly all the other modules (cicParser, cicParser2, *)
-(* cicParser3, getter). *)
-(* The syntax is "gtkInterface[.opt] filename1 ... filenamen" where *)
-(* filenamei is the path-name of an xml file describing a cic term. *)
-(* The terms are loaded in cache and then pretty-printed one at a time and *)
-(* only once, when the user wants to look at it: if the user wants to look at *)
-(* a term again, then the pretty-printed term is showed again, but not *)
-(* recomputed *)
-(* *)
-(******************************************************************************)
-
-(* GLOBAL REFERENCES (USED BY CALLBACKS) *)
-
-let annotated_obj = ref None;; (* reference to a triple option where *)
- (* the first component is the current *)
- (* annotated object, the second is the *)
- (* map from ids to annotated targets and *)
- (* the third is the map from ids to *)
- (* annotations. *)
-let current_id = ref None;; (* id of the element to annotate *)
-let radio_some_status = ref false;; (* is the radio_some button selected? *)
-let current_url = ref "";;
-
-(* GLOBAL CONSTANTS *)
-
-let helmns = Gdome.domString "http://www.cs.unibo.it/helm";;
-
-(* MISC FUNCTIONS *)
-
-let pathname_of_annuri uristring =
- Configuration.annotations_dir ^
- Str.replace_first (Str.regexp "^cic:") "" uristring
-;;
-
-let make_dirs dirpath =
- ignore (Unix.system ("mkdir -p " ^ dirpath))
-;;
-
-module UrlManipulator =
- struct
- exception No_param_dot_CICURI_or_param_dot_annotations_found_in of string;;
- exception No_param_found_in of string * string;;
- exception Bad_formed_url of string;;
-
- let uri_from_url url =
- let module N = Neturl in
- let founduri = ref None in
- let foundann = ref None in
- let rec find_uri =
- function
- [] -> raise (No_param_dot_CICURI_or_param_dot_annotations_found_in url)
- | he::tl ->
- match Str.split (Str.regexp "=") he with
- ["param.CICURI";uri] ->
- if !founduri <> None then
- raise (Bad_formed_url url)
- else
- begin
- founduri := Some uri ;
- if !foundann = None then
- find_uri tl
- end
- | ["param.annotations";ann] ->
- if !foundann <> None then
- raise (Bad_formed_url url)
- else
- begin
- foundann :=
- Some
- (match ann with
- "yes" -> ".ann"
- | "no" -> ""
- | _ -> raise (Bad_formed_url url)
- ) ;
- if !founduri = None then
- find_uri tl
- end
- | _ -> find_uri tl
- in
- find_uri
- (Str.split (Str.regexp "&")
- (N.url_query ~encoded:true (N.url_of_string N.ip_url_syntax url))) ;
- match !founduri,!foundann with
- (Some uri),(Some ann) -> uri ^ ann
- | _ , _ ->
- raise (No_param_dot_CICURI_or_param_dot_annotations_found_in url)
- ;;
-
- let extractParam param url =
- let module N = Neturl in
- let rec find_param =
- function
- [] -> raise (No_param_found_in (param,url))
- | he::tl ->
- match Str.split (Str.regexp "=") he with
- [name;value] when name = param -> value
- | _ -> find_param tl
- in
- find_param
- (Str.split (Str.regexp "&")
- (N.url_query ~encoded:true (N.url_of_string N.ip_url_syntax url)))
- ;;
-
- let set_annotations_to_yes query url =
- let found =ref false in
- let rec aux =
- function
- [] ->
- if !found then ""
- else raise (No_param_found_in ("param.annotations",url))
- | he::tl ->
- match Str.split (Str.regexp "=") he with
- ["param.annotations" as s ; ann] ->
- found := true ;
- let auxtl = aux tl in
- s ^ "=yes" ^
- (if auxtl = "" then "" else "&" ^ auxtl)
- | [name ; value] ->
- let auxtl = aux tl in
- name ^ "=" ^ value ^
- (if auxtl = "" then "" else "&" ^ auxtl)
- | [name] ->
- let auxtl = aux tl in
- name ^ "=" ^
- (if auxtl = "" then "" else "&" ^ auxtl)
- | _ -> raise (Bad_formed_url url)
- in
- aux (Str.split (Str.regexp "&") query)
- ;;
-
- let annurl_of_url url =
- let module N = Neturl in
- let nurl = N.url_of_string N.ip_url_syntax url in
- let query = N.url_query ~encoded:true nurl in
- let newquery = set_annotations_to_yes query url in
- N.string_of_url (N.modify_url ~encoded:true ~query:newquery nurl)
- ;;
-end
-
-let get_current_uri () =
- UriManager.uri_of_string (UrlManipulator.uri_from_url !current_url)
-;;
-
-(* CALLBACKS *)
-
-let get_annotated_obj () =
- match !annotated_obj with
- None ->
- let annobj =
- let (annobj,ids_to_annotations) =
- match CicCache.get_annobj (get_current_uri ()) with
- (annobj,None) -> annobj, Hashtbl.create 503
- | (annobj, Some ids_to_annotations) -> (annobj,ids_to_annotations)
- in
- let ids_to_targets = CicXPath.get_ids_to_targets annobj in
- (annobj,ids_to_targets,ids_to_annotations)
- in
- annotated_obj := Some annobj ;
- annobj
- | Some annobj -> annobj
-;;
-
-let update_output rendering_window url =
- rendering_window#label#set_text (UrlManipulator.uri_from_url url) ;
- rendering_window#output#load url
-;;
-
-let choose_selection rendering_window (element : Gdome.element option) =
- let module G = Gdome in
- let rec aux element =
- if element#hasAttributeNS
- ~namespaceURI:helmns
- ~localName:(G.domString "xref")
- then
- rendering_window#output#set_selection (Some element)
- else
- match element#get_parentNode with
- None -> assert false
- (*CSC: OCAML DIVERGES!
- | Some p -> aux (new G.element_of_node p)
- *)
- | Some p -> aux (new Gdome.element_of_node p)
- in
- match element with
- Some x -> aux x
- | None -> rendering_window#output#set_selection None
-;;
-
-let annotateb_pressed rendering_window annotation_window () =
- let module G = Gdome in
- match rendering_window#output#get_selection with
- Some element ->
- let xpath =
- ((element : Gdome.element)#getAttributeNS
- (*CSC: OCAML DIVERGE
- ((element : G.element)#getAttributeNS
- *)
- ~namespaceURI:helmns
- ~localName:(G.domString "xref"))#to_string
- in
- if xpath = "" then
- rendering_window#label#set_text ("ERROR: No xref found!!!\n")
- else
- let annobj = get_annotated_obj () in
- let (anno, ids_to_targets, ids_to_annotations) = annobj in
- let annotation = (annotation_window#annotation : GEdit.text) in
- let id = xpath in
- current_id := Some id ;
- let ann = CicXPath.get_annotation ids_to_annotations id in
- CicAnnotationHinter.create_hints annotation_window ids_to_targets
- xpath ;
- annotation#delete_text 0 annotation#length ;
- begin
- match ann with
- None ->
- annotation#misc#set_sensitive false ;
- annotation_window#radio_none#set_active true ;
- radio_some_status := false
- | Some ann' ->
- annotation#insert ann' ;
- annotation#misc#set_sensitive true ;
- annotation_window#radio_some#set_active true ;
- radio_some_status := true
- end ;
- GMain.Grab.add (annotation_window#window_to_annotate#coerce) ;
- annotation_window#show () ;
- | None -> rendering_window#label#set_text ("ERROR: No selection!!!\n")
-;;
-
-let change_annotation ids_to_annotations id ann =
- begin
- try
- Hashtbl.remove ids_to_annotations id
- with
- Not_found -> ()
- end ;
- match ann with
- None -> ()
- | Some ann' -> Hashtbl.add ids_to_annotations id ann'
-;;
-
-(* called when the annotation is confirmed *)
-let save_annotation (annotation : GEdit.text) =
- let module S = Str in
- let module U = UriManager in
- let (annobj,ids_to_annotations) =
- match !annotated_obj with
- None -> assert false
- | Some (annobj,_,ids_to_annotations) -> annobj,ids_to_annotations
- in
- change_annotation ids_to_annotations
- (match !current_id with
- Some id -> id
- | None -> assert false
- )
- (if !radio_some_status then
- Some (annotation#get_chars 0 annotation#length)
- else
- None
- ) ;
- let uri = get_current_uri () in
- let annxml =
- CicAnnotation2Xml.pp_annotation annobj ids_to_annotations uri
- in
- make_dirs
- (pathname_of_annuri (U.buri_of_uri uri)) ;
- Xml.pp ~quiet:true annxml
- (Some
- (pathname_of_annuri (U.string_of_uri (U.annuri_of_uri uri)) ^
- ".xml"
- )
- )
-;;
-
-(* STUFF TO BUILD THE GTK INTERFACE *)
-
-(* Stuff for the widget settings *)
-
-let export_to_postscript (output : GMathView.math_view) () =
- output#export_to_postscript ~filename:"output.ps" ();
-;;
-
-let activate_t1 (output : GMathView.math_view)
- button_set_anti_aliasing button_set_kerning
- button_set_transparency button_export_to_postscript button_t1 ()
-=
- let is_set = button_t1#active in
- output#set_font_manager_type
- (if is_set then `font_manager_t1 else `font_manager_gtk) ;
- if is_set then
- begin
- button_set_anti_aliasing#misc#set_sensitive true ;
- button_set_kerning#misc#set_sensitive true ;
- button_set_transparency#misc#set_sensitive true ;
- button_export_to_postscript#misc#set_sensitive true ;
- end
- else
- begin
- button_set_anti_aliasing#misc#set_sensitive false ;
- button_set_kerning#misc#set_sensitive false ;
- button_set_transparency#misc#set_sensitive false ;
- button_export_to_postscript#misc#set_sensitive false ;
- end
-;;
-
-let set_anti_aliasing output button_set_anti_aliasing () =
- output#set_anti_aliasing button_set_anti_aliasing#active
-;;
-
-let set_kerning output button_set_kerning () =
- output#set_kerning button_set_kerning#active
-;;
-
-let set_transparency output button_set_transparency () =
- output#set_transparency button_set_transparency#active
-;;
-
-let changefont output font_size_spinb () =
- output#set_font_size font_size_spinb#value_as_int
-;;
-
-let set_log_verbosity output log_verbosity_spinb () =
- output#set_log_verbosity log_verbosity_spinb#value_as_int
-;;
-
-class settings_window (output : GMathView.math_view)
- sw button_export_to_postscript selection_changed_callback
-=
- let settings_window = GWindow.window ~title:"GtkMathView settings" () in
- let vbox =
- GPack.vbox ~packing:settings_window#add () in
- let table =
- GPack.table
- ~rows:1 ~columns:3 ~homogeneous:false ~row_spacings:5 ~col_spacings:5
- ~border_width:5 ~packing:vbox#add () in
- let button_t1 =
- GButton.toggle_button ~label:"activate t1 fonts"
- ~packing:(table#attach ~left:0 ~top:0) () in
- let button_set_anti_aliasing =
- GButton.toggle_button ~label:"set_anti_aliasing"
- ~packing:(table#attach ~left:0 ~top:1) () in
- let button_set_kerning =
- GButton.toggle_button ~label:"set_kerning"
- ~packing:(table#attach ~left:1 ~top:1) () in
- let button_set_transparency =
- GButton.toggle_button ~label:"set_transparency"
- ~packing:(table#attach ~left:2 ~top:1) () in
- let table =
- GPack.table
- ~rows:2 ~columns:2 ~homogeneous:false ~row_spacings:5 ~col_spacings:5
- ~border_width:5 ~packing:vbox#add () in
- let font_size_label =
- GMisc.label ~text:"font size:"
- ~packing:(table#attach ~left:0 ~top:0 ~expand:`NONE) () in
- let font_size_spinb =
- let sadj =
- GData.adjustment ~value:14.0 ~lower:5.0 ~upper:50.0 ~step_incr:1.0 ()
- in
- GEdit.spin_button
- ~adjustment:sadj ~packing:(table#attach ~left:1 ~top:0 ~fill:`NONE) () in
- let log_verbosity_label =
- GMisc.label ~text:"log verbosity:"
- ~packing:(table#attach ~left:0 ~top:1) () in
- let log_verbosity_spinb =
- let sadj =
- GData.adjustment ~value:0.0 ~lower:0.0 ~upper:3.0 ~step_incr:1.0 ()
- in
- GEdit.spin_button
- ~adjustment:sadj ~packing:(table#attach ~left:1 ~top:1) () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let closeb =
- GButton.button ~label:"Close"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
-object(self)
- method show = settings_window#show
- initializer
- button_set_anti_aliasing#misc#set_sensitive false ;
- button_set_kerning#misc#set_sensitive false ;
- button_set_transparency#misc#set_sensitive false ;
- (* Signals connection *)
- ignore(button_t1#connect#clicked
- ~callback:(activate_t1 output button_set_anti_aliasing button_set_kerning
- button_set_transparency button_export_to_postscript button_t1)) ;
- ignore(font_size_spinb#connect#changed (changefont output font_size_spinb)) ;
- ignore(button_set_anti_aliasing#connect#toggled
- (set_anti_aliasing output button_set_anti_aliasing));
- ignore(button_set_kerning#connect#toggled
- (set_kerning output button_set_kerning)) ;
- ignore(button_set_transparency#connect#toggled
- (set_transparency output button_set_transparency)) ;
- ignore(log_verbosity_spinb#connect#changed
- (set_log_verbosity output log_verbosity_spinb)) ;
- ignore(closeb#connect#clicked ~callback:settings_window#misc#hide)
-end;;
-
-(* Main windows *)
-
-class annotation_window output label =
- let window_to_annotate =
- GWindow.window ~title:"Annotating environment" ~border_width:2 () in
- let hbox1 =
- GPack.hbox ~packing:window_to_annotate#add () in
- let vbox1 =
- GPack.vbox ~packing:(hbox1#pack ~padding:5) () in
- let hbox2 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let radio_some = GButton.radio_button ~label:"Annotation below"
- ~packing:(hbox2#pack ~expand:false ~fill:false ~padding:5) () in
- let radio_none = GButton.radio_button ~label:"No annotation"
- ~group:radio_some#group
- ~packing:(hbox2#pack ~expand:false ~fill:false ~padding:5)
- ~active:true () in
- let annotation = GEdit.text ~editable:true ~width:400 ~height:180
- ~packing:(vbox1#pack ~padding:5) () in
- let table =
- GPack.table ~rows:3 ~columns:3 ~packing:(vbox1#pack ~padding:5) () in
- let annotation_hints =
- Array.init 9
- (function i ->
- GButton.button ~label:("Hint " ^ string_of_int i)
- ~packing:(table#attach ~left:(i mod 3) ~top:(i / 3)) ()
- ) in
- let vbox2 =
- GPack.vbox ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let confirmb =
- GButton.button ~label:"O.K."
- ~packing:(vbox2#pack ~expand:false ~fill:false ~padding:5) () in
- let abortb =
- GButton.button ~label:"Abort"
- ~packing:(vbox2#pack ~expand:false ~fill:false ~padding:5) () in
-object (self)
- method window_to_annotate = window_to_annotate
- method annotation = annotation
- method radio_some = radio_some
- method radio_none = radio_none
- method annotation_hints = annotation_hints
- method output = (output : GMathView.math_view)
- method show () = window_to_annotate#show ()
- initializer
- (* signal handlers here *)
- ignore (window_to_annotate#event#connect#delete
- (fun _ ->
- window_to_annotate#misc#hide () ;
- GMain.Grab.remove (window_to_annotate#coerce) ;
- true
- )) ;
- ignore (confirmb#connect#clicked
- ~callback:(fun () ->
- window_to_annotate#misc#hide () ;
- save_annotation annotation ;
- GMain.Grab.remove (window_to_annotate#coerce) ;
- let new_current_uri = UriManager.annuri_of_uri (get_current_uri ()) in
- Getter.register new_current_uri
- (Configuration.annotations_url ^
- Str.replace_first (Str.regexp "^cic:") ""
- (UriManager.string_of_uri new_current_uri) ^ ".xml"
- ) ;
- let new_current_url = UrlManipulator.annurl_of_url !current_url in
- current_url := new_current_url ;
- label#set_text (UriManager.string_of_uri new_current_uri) ;
- output#load new_current_url
- )) ;
- ignore (abortb#connect#clicked
- ~callback:(fun () ->
- window_to_annotate#misc#hide () ;
- GMain.Grab.remove (window_to_annotate#coerce)
- ));
- ignore (radio_some#connect#clicked
- ~callback:(fun () -> annotation#misc#set_sensitive true ; radio_some_status := true)) ;
- ignore (radio_none #connect#clicked
- ~callback:(fun () ->
- annotation#misc#set_sensitive false;
- radio_some_status := false)
- )
-end;;
-
-class rendering_window annotation_window output (label : GMisc.label) =
- let window =
- GWindow.window ~title:"MathML viewer" ~border_width:2 () in
- let vbox =
- GPack.vbox ~packing:window#add () in
- let _ = vbox#pack ~expand:false ~fill:false ~padding:5 label#coerce in
- let scrolled_window0 =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox#pack ~expand:true ~padding:5) () in
- let _ = scrolled_window0#add output#coerce in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let annotateb =
- GButton.button ~label:"Annotate"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let settingsb =
- GButton.button ~label:"Settings"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let button_export_to_postscript =
- GButton.button ~label:"export_to_postscript"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let closeb =
- GButton.button ~label:"Close"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
-object(self)
- method label = label
- method output = (output : GMathView.math_view)
- method show () = window#show ()
- initializer
- button_export_to_postscript#misc#set_sensitive false ;
-
- (* signal handlers here *)
- ignore(output#connect#selection_changed (choose_selection self)) ;
- ignore(closeb#connect#clicked ~callback:(fun _ -> GMain.Main.quit ())) ;
- ignore(annotateb#connect#clicked
- ~callback:(annotateb_pressed self annotation_window)) ;
- let settings_window = new settings_window output scrolled_window0
- button_export_to_postscript (choose_selection self) in
- ignore(settingsb#connect#clicked ~callback:settings_window#show) ;
- ignore(button_export_to_postscript#connect#clicked ~callback:(export_to_postscript output)) ;
- ignore(window#event#connect#delete (fun _ -> GMain.Main.quit () ; true ))
-end;;
-
-(* MAIN *)
-
-let initialize_everything tmpfile url =
- let module U = Unix in
- let output = GMathView.math_view ~width:400 ~height:380 ()
- and label = GMisc.label ~text:"???" () in
- let annotation_window = new annotation_window output label in
- let rendering_window =
- new rendering_window annotation_window output label
- in
- rendering_window#show () ;
- rendering_window#label#set_text (UrlManipulator.uri_from_url url) ;
- rendering_window#output#load tmpfile ;
- GMain.Main.main ()
-;;
-
-let _ =
- let filename = ref "" in
- let usage_msg =
- "\nusage: annotationHelper[.opt] file url\n\n List of options:"
- in
- Arg.parse []
- (fun x ->
- if x = "" then raise (Arg.Bad "Empty filename or URL not allowed") ;
- if !filename = "" then
- filename := x
- else if !current_url = "" then
- current_url := x
- else
- begin
- prerr_string "More than two arguments provided\n" ;
- Arg.usage [] usage_msg ;
- exit (-1)
- end
- ) usage_msg ;
- Getter.getter_url :=
- Netencoding.Url.decode
- (UrlManipulator.extractParam "param.getterURL" !current_url) ;
- initialize_everything !filename !current_url
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 14/06/2000 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-let deactivate_hints_from annotation_window n =
- let annotation_hints = annotation_window#annotation_hints in
- for i = n to Array.length annotation_hints - 1 do
- annotation_hints.(i)#misc#hide ()
- done
-;;
-
-(* CSC: orripilante *)
-(* the list of the signal ids *)
-let sig_ids = ref ([] : GtkSignal.id list);;
-
-let disconnect_hint annotation_window buttonno =
- match !sig_ids with
- id::ids ->
- annotation_window#annotation_hints.(buttonno)#misc#disconnect id ;
- sig_ids := ids
- | _ -> assert false
-;;
-
-(* link_hint annotation_window n label hint *)
-(* set the label of the nth hint button of annotation_window to label *)
-(* and the correspondent hint to hint *)
-let link_hint annotation_window buttonno label hint =
- let button = annotation_window#annotation_hints.(buttonno) in
- sig_ids :=
- (button#connect#clicked
- ~callback:(fun () -> (annotation_window#annotation : GEdit.text)#insert hint)
- ) :: !sig_ids ;
- button#misc#show () ;
- match button#children with
- [labelw] -> (GMisc.label_cast labelw)#set_text label
- | _ -> assert false
-;;
-
-exception TooManyHints;;
-
-let link_hints annotation_window a =
- if Array.length a > Array.length annotation_window#annotation_hints then
- raise TooManyHints ;
- for i = List.length !sig_ids - 1 downto 0 do
- disconnect_hint annotation_window i
- done ;
- Array.iteri
- (fun i (label,hint) -> link_hint annotation_window i label hint) a ;
- deactivate_hints_from annotation_window (Array.length a)
-;;
-
-let list_mapi f =
- let rec aux n =
- function
- [] -> []
- | he::tl -> (f n he)::(aux (n + 1) tl)
- in
- aux 0
-;;
-
-let get_id annterm =
- let module C = Cic in
- match annterm with
- C.ARel (id,_,_)
- | C.AVar (id,_)
- | C.AMeta (id,_,_)
- | C.ASort (id,_)
- | C.AImplicit id
- | C.ACast (id,_,_)
- | C.AProd (id,_,_,_)
- | C.ALambda (id,_,_,_)
- | C.ALetIn (id,_,_,_)
- | C.AAppl (id,_)
- | C.AConst (id,_,_)
- | C.AMutInd (id,_,_,_)
- | C.AMutConstruct (id,_,_,_,_)
- | C.AMutCase (id,_,_,_,_,_,_)
- | C.AFix (id,_,_)
- | C.ACoFix (id,_,_) -> id
-;;
-
-let create_hint_from_term annotation_window annterm =
- let module C = Cic in
- match annterm with
- C.ARel (id,_,_) ->
- link_hints annotation_window
- [| "Binder", "<attribute name = 'binder' id = '" ^ id ^ "'/>" |]
- | C.AVar (id,_) ->
- link_hints annotation_window
- [| "relURI???", "<attribute name = 'relUri' id = '" ^ id ^ "'/>" |]
- | C.AMeta (id,_,subst) ->
- let res =
- Array.append
- [| "Number", "<attribute name = 'no' id = '" ^ id ^ "'/>" |]
- (Array.mapi
- (fun i s ->
- match s with
- None ->
- "Argument " ^ string_of_int i, "_"
- | Some t ->
- "Argument " ^ string_of_int i, "<node id ='" ^ get_id t ^ "'/>"
- ) (Array.of_list subst)
- )
- in
- link_hints annotation_window res
- | C.ASort (id,_) ->
- link_hints annotation_window
- [| "Value", "<attribute name = 'value' id = '" ^ id ^ "'/>" |]
- | C.AImplicit id ->
- link_hints annotation_window [| |]
- | C.ACast (id,bo,ty) ->
- let boid = get_id bo
- and tyid = get_id ty in
- link_hints annotation_window
- [| "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.AProd (id,_,ty,bo) ->
- let boid = get_id bo
- and tyid = get_id ty in
- link_hints annotation_window
- [| "Binder",
- "<attribute child = '2' name = 'binder' id = '" ^ id ^ "'/>" ;
- "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.ALambda (id,_,ty,bo) ->
- let boid = get_id bo
- and tyid = get_id ty in
- link_hints annotation_window
- [| "Binder",
- "<attribute child = '2' name = 'binder' id = '" ^ id ^ "'/>" ;
- "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.ALetIn (id,_,ty,bo) ->
- let boid = get_id bo
- and tyid = get_id ty in
- link_hints annotation_window
- [| "Binder",
- "<attribute child = '2' name = 'binder' id = '" ^ id ^ "'/>" ;
- "Term", "<node id = '" ^ boid ^ "'/>" ;
- "Target", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.AAppl (id,args) ->
- let argsid =
- Array.mapi
- (fun i te -> "Argument " ^ string_of_int i, "<node id ='" ^
- get_id te ^ "'/>")
- (Array.of_list args)
- in
- link_hints annotation_window argsid
- | C.AConst (id,_,_) ->
- link_hints annotation_window
- [| "Uri???", "<attribute name = 'uri' id = '" ^ id ^ "'/>" |]
- | C.AMutInd (id,_,_,_) ->
- link_hints annotation_window
- [| "Uri???", "<attribute name = 'uri' id = '" ^ id ^ "'/>" |]
- | C.AMutConstruct (id,_,_,_,_) ->
- link_hints annotation_window
- [| "Uri???", "<attribute name = 'uri' id = '" ^ id ^ "'/>" |]
- | C.AMutCase (id,_,_,_,outty,te,pl) ->
- let outtyid = get_id outty
- and teid = get_id te
- and plid =
- Array.mapi
- (fun i te -> "Pattern " ^ string_of_int i, "<node id ='" ^
- get_id te ^ "'/>")
- (Array.of_list pl)
- in
- link_hints annotation_window
- (Array.append
- [| "Uri???", "<attribute name = 'uri' id = '" ^ id ^ "'/>" ;
- "Case Type", "<node id = '" ^ outtyid ^ "'/>" ;
- "Term", "<node id = '" ^ teid ^ "'/>" ;
- |]
- plid)
- | C.AFix (id,_,funl) ->
- let funtylid =
- Array.mapi
- (fun i (_,_,ty,_) ->
- "Type " ^ string_of_int i, "<node id ='" ^
- get_id ty ^ "'/>")
- (Array.of_list funl)
- and funbolid =
- Array.mapi
- (fun i (_,_,_,bo) ->
- "Body " ^ string_of_int i, "<node id ='" ^
- get_id bo ^ "'/>")
- (Array.of_list funl)
- and funnamel =
- Array.mapi
- (fun i (_,_,_,_) ->
- "Name " ^ string_of_int i, "<attribute id ='" ^ id ^
- "' name = 'name' child='" ^ string_of_int i ^ "'/>")
- (Array.of_list funl)
- and funrecindexl =
- Array.mapi
- (fun i (_,_,_,_) ->
- "Recursive Index??? " ^ string_of_int i, "<attribute id = '" ^ id ^
- "' name = 'recIndex' child='" ^ string_of_int i ^ "'/>")
- (Array.of_list funl)
- in
- link_hints annotation_window
- (Array.concat
- [ funtylid ;
- funbolid ;
- funnamel ;
- funrecindexl ;
- [| "NoFun???", "<attribute name = 'noFun' id = '" ^ id ^ "'/>" |]
- ]
- )
- | C.ACoFix (id,_,funl) ->
- let funtylid =
- Array.mapi
- (fun i (_,ty,_) ->
- "Type " ^ string_of_int i, "<node id ='" ^
- get_id ty ^ "'/>")
- (Array.of_list funl)
- and funbolid =
- Array.mapi
- (fun i (_,_,bo) ->
- "Body " ^ string_of_int i, "<node id ='" ^
- get_id bo ^ "'/>")
- (Array.of_list funl)
- and funnamel =
- Array.mapi
- (fun i (_,_,_) ->
- "Name " ^ string_of_int i, "<attribute id ='" ^ id ^
- "' name = 'name' child='" ^ string_of_int i ^ "'/>")
- (Array.of_list funl)
- in
- link_hints annotation_window
- (Array.concat
- [ funtylid ;
- funbolid ;
- funnamel ;
- [| "NoFun???", "<attribute name = 'noFun' id = '" ^ id ^ "'/>" |]
- ]
- )
-;;
-
-(*CSC: da riscrivere completamente eliminando il paciugo degli array - liste *)
-let create_hint_from_obj annotation_window annobj =
- let module C = Cic in
- match annobj with
- C.ADefinition (id,_,bo,ty,_) ->
- let boid = get_id bo
- and tyid = get_id ty in
- link_hints annotation_window
- [| "Name", "<attribute name = 'name' id = '" ^ id ^ "'/>" ;
- "Ingredients", "<attribute name = 'params' id = '" ^ id ^ "'/>" ;
- "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.AAxiom (id,_,ty,_) ->
- let tyid = get_id ty in
- link_hints annotation_window
- [| "Name", "<attribute name = 'name' id = '" ^ id ^ "'/>" ;
- "Ingredients", "<attribute name = 'params' id = '" ^ id ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | C.AVariable (id,_,bo,ty) ->
- let tyid = get_id ty in
- link_hints annotation_window
- (match bo with
- None ->
- [| "Name", "<attribute name = 'name' id = '" ^ id ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- | Some bo ->
- let boid = get_id bo in
- [| "Name", "<attribute name = 'name' id = '" ^ id ^ "'/>" ;
- "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- )
- | C.ACurrentProof (id,_,conjs,bo,ty) ->
- let boid = get_id bo
- and tyid = get_id ty
- and conjsid = List.map (fun (id,_,_,_) -> id) conjs in
- link_hints annotation_window
-(*CSC: never tested since the introduction of the new Metas *)
- (Array.append
- [| "Name", "<attribute name = 'name' id = '" ^ id ^ "'/>" ;
- "Ingredients", "<attribute name = 'params' id = '" ^ id ^ "'/>" ;
- "Body", "<node id = '" ^ boid ^ "'/>" ;
- "Type", "<node id = '" ^ tyid ^ "'/>"
- |]
- (Array.mapi
- (fun i id ->
- "Conjecture " ^ string_of_int i, "<node id = '" ^ id ^ "'/>"
- ) (Array.of_list conjsid)
- )
- )
- | C.AInductiveDefinition (id,itl,_,_) ->
- let itlids =
- List.map
- (fun (_,_,arity,cons) ->
- get_id arity,
- List.map (fun (_,ty,_) -> get_id ty) cons
- ) itl
- in
- link_hints annotation_window
- (Array.concat
- [
- [| "Ingredients","<attribute name = 'params' id = '" ^ id ^ "'/>" |];
- (Array.mapi
- (fun i _ ->
- "Type Name " ^ string_of_int i,
- "<attribute name = 'name' child = '" ^ string_of_int i ^
- "' id = '" ^ id ^ "'/>"
- ) (Array.of_list itlids)
- ) ;
- (Array.mapi
- (fun i (id,_) ->
- "Type " ^ string_of_int i, "<node id = '" ^ id ^ "'/>"
- ) (Array.of_list itlids)
- ) ;
- (Array.concat
- (list_mapi
- (fun i (_,consid) ->
- (Array.mapi
- (fun j _ ->
- "Constructor Name " ^ string_of_int i ^ " " ^ string_of_int j,
- "<attribute name = 'name' id = '" ^ id ^
- "' child = '" ^ string_of_int i ^ "' grandchild = '" ^
- string_of_int j ^ "'/>"
- ) (Array.of_list consid)
- ) ;
- ) itlids
- )
- ) ;
- (Array.concat
- (list_mapi
- (fun i (_,consid) ->
- (Array.mapi
- (fun j id ->
- "Constructor " ^ string_of_int i ^ " " ^ string_of_int j,
- "<node id = '" ^ id ^ "'/>"
- ) (Array.of_list consid)
- ) ;
- ) itlids
- )
- )
- ]
- )
-;;
-
-exception IdUnknown of string;;
-
-let create_hints annotation_window ids_to_targets xpath =
- try
- match Hashtbl.find ids_to_targets xpath with
- Cic.Object annobj -> create_hint_from_obj annotation_window annobj
- | Cic.Term annterm -> create_hint_from_term annotation_window annterm
-(*CSC: never tested since the introduction of the new Metas *)
- | Cic.Hypothesis _
- | Cic.Conjecture _ -> assert false
- with
- Not_found -> raise (IdUnknown xpath)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 29/11/2000 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-val create_hints :
- < annotation : GEdit.text;
- annotation_hints : < children : < as_widget : 'a Gtk.obj; .. > list;
- connect : < clicked : callback:(unit -> unit) -> GtkSignal.id;
- .. >;
- misc : < disconnect : GtkSignal.id -> 'b;
- hide : unit -> 'c; show : unit -> 'd; .. >;
- .. >
- array;
- .. > ->
- (Cic.id, Cic.anntarget) Hashtbl.t -> string -> unit
+++ /dev/null
-#!/usr/bin/perl
-
-# First of all, let's load HELM configuration
-use Env;
-my $HELM_LIB_DIR = $ENV{"HELM_LIB_DIR"};
-# this should be the only fixed constant
-my $DEFAULT_HELM_LIB_DIR = "/projects/helm/on-line/local/lib/helm";
-if (defined ($HELM_LIB_DIR)) {
- $HELM_LIB_PATH = $HELM_LIB_DIR."/configuration.pl";
-} else {
- $HELM_LIB_PATH = $DEFAULT_HELM_LIB_DIR."/configuration.pl";
-}
-
-# next require defines: $helm_dir, $html_link, $dtd_dir, $uris_dbm
-require $HELM_LIB_PATH;
-
-use CGI;
-
-$cgi = new CGI($ENV{"REQUEST_URL"});
-$mode = $cgi->param('mode');
-$cicuri = $cgi->param('cicuri');
-$theoryuri = $cgi->param('theoryuri');
-$topurl = $cgi->param('topurl');
-$processorURL = $cgi->param('processorURL');
-$getterURL = $cgi->param('getterURL');
-($mode1,$mode2,$mode3,$mode4,$mode5) = split(/,/, $mode);
-$natural = "checked" if ($mode4 eq "yes");
-$annotations = "checked" if ($mode5 eq "yes");
-if ($mode1 eq "raw") {
- $format_raw = "selected";
-} else {
- $format_processed = "selected";
-}
-
-print <<EOT;
-Content-type: text/html
-
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html>
-<head>
-<title>Control panel</title>
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/utils.js">
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/utils.js">
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/control.js">
-</script>
-</head>
-<body bgcolor="#ffffff" text="#000000">
-<form>
-<table>
- <tr>
- <td>
- <b>Format</b>:
- </td>
- <td>
- <select name="output" onChange="updateOutput(this,document.forms[0].format)">
- <option value="processed" $format_processed>Processed</option>
- <option value="raw" $format_raw>Raw</option>
- </select>
- </td>
- <td>
- <select name="format" onChange="updateFormat(this)">
-EOT
- if ($mode1 eq "raw") {
- $tmp = "output_".$mode2;
- $$tmp="selected";
- print <<EOT;
- <option value="cic" $output_cic>CIC</option>
- <option value="zcic" $output_zcic>CIC GZipped</option>
-EOT
- } else {
- $tmp = "output_".$mode3;
- $$tmp="selected";
- print <<EOT;
- <option value="html" $output_html>HTML</option>
- <option value="mml_cont" $output_mml_cont>MathML Content</option>
- <option value="mml_pres" $output_mml_pres>MathML Presentation</option>
-EOT
- }
-print <<EOT;
- </select>
- </td>
- <td>
- <a target="_top" href="$topurl?mode=$mode&cicuri=$cicuri&theoryuri=$theoryuri&processorURL=$processorURL&getterURL=$getterURL">Reload</a><br>
- (do it also before attempting to take a link to the current page)
- <script>
- top.processorURL = getParam('processorURL');
- top.getterURL = getParam('getterURL');
- top.topurl = getParam('topurl');
- top.mode = getParam('mode');
- top.cicuri = getParam('cicuri');
- top.theoryuri = getParam('theoryuri');
- </script>
- </td>
- </tr>
- <tr>
- <td colspan="3">
- <input type="checkbox" $natural onClick="updateNatural(this)"> Natural Language</input>
- <input type="checkbox" $annotations onClick="updateAnnotations(this)"> Annotations</input>
- </td>
- <td>
- <a target="_top" href="../html/index.html?mode=$mode&cicuri=$cicuri&theoryuri=$theoryuri&processorURL=$processorURL&getterURL=$getterURL">Configuration panel</a>
- </td>
- </tr>
-</table>
-</form>
-</body>
-</html>
-EOT
+++ /dev/null
-#!/usr/bin/perl
-
-# First of all, let's load HELM configuration
-use Env;
-my $HELM_LIB_DIR = $ENV{"HELM_LIB_DIR"};
-# this should be the only fixed constant
-my $DEFAULT_HELM_LIB_DIR = "/projects/helm/on-line/local/lib/helm";
-if (defined ($HELM_LIB_DIR)) {
- $HELM_LIB_PATH = $HELM_LIB_DIR."/configuration.pl";
-} else {
- $HELM_LIB_PATH = $DEFAULT_HELM_LIB_DIR."/configuration.pl";
-}
-
-# next require defines: $helm_dir, $html_link, $dtd_dir, $uris_dbm
-require $HELM_LIB_PATH;
-
-use CGI;
-
-$cgi = new CGI($ENV{"REQUEST_URL"});
-$uri = $cgi->param('uri');
-
-print <<EOT;
-Content-type: text/html
-
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html>
-<head>
-<title>Control panel</title>
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/control.js">
-</script>
-</head>
-<body bgcolor="#ffffff" text="#000000">
-<table width="100%">
-<tr>
- <td width="50%">
- <font size="+3" face="Helvetica,Arial,sans-serif"><b>Index of $uri</b></font>
- <hr noshade align="left" width="80%">
- </td>
-</tr>
-</table>
-</body>
-</html>
-EOT
+++ /dev/null
-#!/usr/bin/perl
-
-# First of all, let's load HELM configuration
-use Env;
-my $HELM_LIB_DIR = $ENV{"HELM_LIB_DIR"};
-# this should be the only fixed constant
-my $DEFAULT_HELM_LIB_DIR = "/projects/helm/on-line/local/lib/helm";
-if (defined ($HELM_LIB_DIR)) {
- $HELM_LIB_PATH = $HELM_LIB_DIR."/configuration.pl";
-} else {
- $HELM_LIB_PATH = $DEFAULT_HELM_LIB_DIR."/configuration.pl";
-}
-
-# next require defines: $helm_dir, $html_link, $dtd_dir, $uris_dbm
-require $HELM_LIB_PATH;
-
-#use URI::Escape;
-use CGI;
-
-$cgi = new CGI($ENV{"REQUEST_URL"});
-
-$mode = $cgi->param('mode');
-$cicuri = $cgi->param('cicuri');
-$theoryuri = $cgi->param('theoryuri');
-$processorURL = $cgi->param('processorURL');
-$getterURL = $cgi->param('getterURL');
-$topurl = $cgi->url();
-
-print <<EOT;
-Content-type: text/html
-
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html>
-<head>
- <title>Index of $cicuri and $theoryuri</title>
-</head>
-<frameset rows="18%,*" border="0" scrolling="no">
- <frame src="mkcontrol.pl?topurl=$topurl&mode=$mode&cicuri=$cicuri&theoryuri=$theoryuri&processorURL=$processorURL&getterURL=$getterURL" name="control"/>
- <frameset cols="50%,50%" border="0" scrolling="no">
- <frameset rows="11%,*" border="0" scrolling="no">
- <frame src="mkheader.pl?uri=$theoryuri" name="theoryheader"/>
- <frame src="mkindextheory.pl?theoryuri=$theoryuri&getterURL=$getterURL" name="theoryresult"/>
- </frameset>
- <frameset rows="11%,*" border="0" scrolling="no">
- <frame src="mkheader.pl?uri=$cicuri" name="cicheader"/>
- <frame src="mkindexcic.pl?cicuri=$cicuri&getterURL=$getterURL" name="cicresult"/>
- </frameset>
- </frameset>
-</frameset>
-</html>
-EOT
+++ /dev/null
-#!/usr/bin/perl
-
-# First of all, let's load HELM configuration
-use Env;
-my $HELM_LIB_DIR = $ENV{"HELM_LIB_DIR"};
-# this should be the only fixed constant
-my $DEFAULT_HELM_LIB_DIR = "/projects/helm/on-line/local/lib/helm";
-if (defined ($HELM_LIB_DIR)) {
- $HELM_LIB_PATH = $HELM_LIB_DIR."/configuration.pl";
-} else {
- $HELM_LIB_PATH = $DEFAULT_HELM_LIB_DIR."/configuration.pl";
-}
-
-# next require defines: $helm_dir, $html_link, $dtd_dir, $uris_dbm
-require $HELM_LIB_PATH;
-
-use URI::Escape;
-use LWP::UserAgent;
-use CGI;
-
-my $cgi = new CGI($ENV{"REQUEST_URL"});
-$uri = $cgi->param('cicuri');
-$getterURL = $cgi->param('getterURL');
-$uri =~ s/(.*)\/$/$1/; # Remove a final slash if present
-$uri .= "/"; # Put a final slash
-$myurl = $cgi->url();
-
-$cont = ""; # modified by side-effect by &callback
-my $ua = LWP::UserAgent->new;
-my $request = HTTP::Request->new(GET => $getterURL."ls?format=txt&baseuri=".$uri);
-my $response = $ua->request($request, \&callback);
-
-@filenames = split(/\n/, $cont);
-
-my $uridotdot = $uri;
-$uridotdot =~ s/(.*)\/.+/$1/;
-if ($uri ne "cic:/") {
- # Let's print the link to the parent directory
- $output = <<EOT;
-<tr>
-<td><img border="0" src="/icons/back.gif" alt="[BACK]"></td>
-<td><a href="$myurl" onClick="top.cicuri='$uridotdot'; refreshReload(); refreshCICHeader(); this.search='?cicuri=$uridotdot&getterURL=$getterURL';" onMouseOver="window.status='$uridotdot'; return true">Parent Directory</a></td>
-</tr>
-EOT
-}
-
-foreach $i (@filenames) {
- my ($type,$name,$flags) = split(/, /, $i);
- my ($flagscic, $flagstypes) = split(/,/, $flags);
- $flagscic =~ s/^<(.*)/$1/;
- $flagstypes =~ s/(.*)>$/$1/;
- if ($type eq "dir") {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/folder.gif" alt="[DIR]"></td>
-<td><a href="$myurl" onClick="top.cicuri='$uri$name'; refreshReload(); refreshCICHeader(); this.search='?cicuri=$uri$name&getterURL=$getterURL';" onMouseOver="window.status='$uri$name'; return true">$name</a></td>
-</tr>
-</tr>
-EOT
- } elsif ($type eq "object") {
- if ($name =~ /\.(con|var|ind)$/) {
- # cic file
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/generic.red.gif" alt="[DIR]"></td>
-<td><a href="" target="cic" onClick="this.href=makeURL('cic','$uri$name','$flagscic','$flagstypes')" onMouseOver="window.status='$uri$name'; return true">$name</a>
-</tr>
-EOT
- } else {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/unknown.gif" alt="[DIR]"></td>
-<td>$name</td>
-</tr>
-EOT
- }
- } else {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/burst.gif" alt="[DIR]"></td>
-<td>$name</td>
-</tr>
-EOT
- }
-}
-
-print <<EOT;
-Content-type: text/html
-
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html>
-<head>
-<title>Index of $uri</title>
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/control.js">
-</script>
-</head>
-<body bgcolor="#ffffff" text="#000000">
-<table>
-$output
-</table>
-<hr noshade align="left" width="80%">
-</body>
-</html>
-EOT
-
-#================================
-
-sub callback
-{
- my ($data) = @_;
- $cont .= $data;
-}
+++ /dev/null
-#!/usr/bin/perl
-
-# First of all, let's load HELM configuration
-use Env;
-my $HELM_LIB_DIR = $ENV{"HELM_LIB_DIR"};
-# this should be the only fixed constant
-my $DEFAULT_HELM_LIB_DIR = "/projects/helm/on-line/local/lib/helm";
-if (defined ($HELM_LIB_DIR)) {
- $HELM_LIB_PATH = $HELM_LIB_DIR."/configuration.pl";
-} else {
- $HELM_LIB_PATH = $DEFAULT_HELM_LIB_DIR."/configuration.pl";
-}
-
-# next require defines: $helm_dir, $html_link, $dtd_dir, $uris_dbm
-require $HELM_LIB_PATH;
-
-use URI::Escape;
-use LWP::UserAgent;
-use CGI;
-
-my $cgi = new CGI($ENV{"REQUEST_URL"});
-$uri = $cgi->param('theoryuri');
-$getterURL = $cgi->param('getterURL');
-$uri =~ s/(.*)\/$/$1/; # Remove a final slash if present
-$uri .= "/"; # Put a final slash
-$myurl = $cgi->url();
-
-$cont = ""; # modified by side-effect by &callback
-my $ua = LWP::UserAgent->new;
-my $request = HTTP::Request->new(GET => $getterURL."ls?format=txt&baseuri=".$uri);
-my $response = $ua->request($request, \&callback);
-
-@filenames = split(/\n/, $cont);
-
-my $uridotdot = $uri;
-$uridotdot =~ s/(.*)\/.+/$1/;
-if ($uri ne "theory:/") {
- # Let's print the link to the parent directory
- $output = <<EOT;
-<tr>
-<td><img border="0" src="/icons/back.gif" alt="[BACK]"></td>
-<td><a href="$myurl" onClick="top.theoryuri='$uridotdot'; refreshReload(); refreshTheoryHeader(); this.search='?theoryuri=$uridotdot&getterURL=$getterURL';" onMouseOver="window.status='$uridotdot'; return true">Parent Directory</a></td>
-</tr>
-EOT
-}
-
-foreach $i (@filenames) {
- my ($type,$name,$flags) = split(/, /, $i);
- my ($flagscic, $flagstypes) = split(/,/, $flags);
- $flagscic =~ s/^<(.*)/$1/;
- $flagstypes =~ s/(.*)>$/$1/;
- if ($type eq "dir") {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/folder.gif" alt="[DIR]"></td>
-<td><a href="$myurl" onClick="top.theoryuri='$uri$name'; refreshReload(); refreshTheoryHeader(); this.search='?theoryuri=$uri$name&getterURL=$getterURL';" onMouseOver="window.status='$uri$name'; return true">$name</a></td>
-</tr>
-EOT
- } elsif ($type eq "object") {
- if ($name =~ /\.theory$/) {
- # theory file
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/generic.red.gif" alt="[DIR]"></td>
-<td><a href="" target="theory" onClick="this.href=makeURL('theory','$uri$name','$flagscic','$flagstypes')" onMouseOver="window.status='$uri$name'; return true">$name</a>
-</tr>
-EOT
- } else {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/unknown.gif" alt="[DIR]"></td>
-<td>$name</td>
-</tr>
-EOT
- }
- } else {
- $output .= <<EOT;
-<tr>
-<td><img border="0" src="/icons/burst.gif" alt="[DIR]"></td>
-<td>$name</td>
-</tr>
-EOT
- }
-}
-
-print <<EOT;
-Content-type: text/html
-
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html>
-<head>
-<title>Index of $uri</title>
-<script language="JavaScript" src="http://phd.cs.unibo.it/helm/javascript/control.js">
-</script>
-</head>
-<body bgcolor="#ffffff" text="#000000">
-<table>
-$output
-</table>
-<hr noshade align="left" width="80%">
-</body>
-</html>
-EOT
-
-#================================
-
-sub callback
-{
- my ($data) = @_;
- $cont .= $data;
-}
+++ /dev/null
-Makefile configure config.log config.cache config.status
-helm-config
-helm_configuration.spec
+++ /dev/null
-Andrea Asperti <asperti@cs.unibo.it>
-Luca Padovani <luca.padovani@cs.unibo.it>
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Irene Schena <schena@cs.unibo.it>
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
- received the program in object code or executable form with such
- an offer, in accord with Subsection b above.)
-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
-code means all the source code for all modules it contains, plus any
-associated interface definition files, plus the scripts used to
-control compilation and installation of the executable. However, as a
-special exception, the source code distributed need not include
-anything that is normally distributed (in either source or binary
-form) with the major components (compiler, kernel, and so on) of the
-operating system on which the executable runs, unless that component
-itself accompanies the executable.
-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-
-HELM_BIN_DIR=@HELM_BIN_DIR@
-HELM_LIB_DIR=@HELM_LIB_DIR@
-HELM_ETC_DIR=@HELM_ETC_DIR@
-HELM_SHARE_DIR=@HELM_SHARE_DIR@
-HELM_VAR_DIR=@HELM_VAR_DIR@
-HELM_DTD_DIR=@HELM_DTD_DIR@
-HELM_STYLE_DIR=@HELM_STYLE_DIR@
-HELM_LIBRARY_DIR=@HELM_LIBRARY_DIR@
-
-all:
-
-install:
- mkdir -p $(HELM_BIN_DIR)
- cp helm-config $(HELM_BIN_DIR)
- mkdir -p $(HELM_LIB_DIR)
- mkdir -p $(HELM_ETC_DIR)
- mkdir -p $(HELM_SHARE_DIR)
- mkdir -p $(HELM_VAR_DIR)
- chmod 777 $(HELM_VAR_DIR)
- mkdir -p $(HELM_LIBRARY_DIR)
- chmod 777 $(HELM_LIBRARY_DIR)
- mkdir -p $(HELM_DTD_DIR)
- mkdir -p $(HELM_STYLE_DIR)
- cp lib/configuration.pl $(HELM_LIB_DIR)
- cp etc/configuration.dtd etc/configuration.xml etc/helm-dictionary.xml \
- etc/helm-font-configuration.xml etc/helm-math-engine-configuration.xml\
- $(HELM_ETC_DIR)
- cp library/servers.txt library/urls_of_uris.db $(HELM_VAR_DIR)
- chmod 666 $(HELM_VAR_DIR)/servers.txt \
- $(HELM_VAR_DIR)/urls_of_uris.db
-
-clean:
-
-distclean:
- rm -f Makefile configure config.log config.cache config.status \
- etc/configuration.xml etc/helm-math-engine-configuration.xml \
- lib/configuration.pl helm-config helm_configuration.spec
-
-dist: clean
- rm -rf ../@PACKAGE@-@VERSION@
- mkdir ../@PACKAGE@-@VERSION@
- cp -r * ../@PACKAGE@-@VERSION@
- (cd .. ; tar cvfz @PACKAGE@-@VERSION@.tar.gz @PACKAGE@-@VERSION@ ; rm -rf @PACKAGE@-@VERSION@)
-
-.PHONY: all install distclean
-
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-NOTE: This is the first alpha release of project HELM.
-
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-the configuration files shared by all this tools.
-
-For more information see http://www.cs.unibo.it/helm
+++ /dev/null
-# This file is a shell script that caches the results of configure
-# tests run on this system so they can be shared between configure
-# scripts and configure runs. It is not useful on other systems.
-# If it contains results you don't want to keep, you may remove or edit it.
-#
-# By default, configure uses ./config.cache as the cache file,
-# creating it if it does not exist already. You can give configure
-# the --cache-file=FILE option to use a different cache file; that is
-# what configure does when it calls configure scripts in
-# subdirectories, so they share the cache.
-# Giving --cache-file=/dev/null disables caching, for debugging configure.
-# config.status only pays attention to the cache file if you give it the
-# --recheck option to rerun configure.
-#
-helm_cv_HELM_VAR_DIR=${helm_cv_HELM_VAR_DIR='/var/local/helm'}
+++ /dev/null
-AC_INIT(etc/configuration.xml.in)
-
-PACKAGE=helm_configuration
-
-HELM_MAJOR_VERSION=0
-HELM_MINOR_VERSION=0
-HELM_MICRO_VERSION=2
-HELM_VERSION=$HELM_MAJOR_VERSION.$HELM_MINOR_VERSION.$HELM_MICRO_VERSION
-VERSION=$HELM_VERSION
-
-DEFAULT_HELM_VAR_DIR=/var/local/helm
-DEFAULT_HELM_TMP_DIR=/tmp
-
-AC_ARG_ENABLE(
- defaults,
- [ --enable-defaults[=ARG] if yes then use defaults (don't ask user) [default=auto]],
- USE_DEFAULTS=$enableval,
- USE_DEFAULTS=auto
-)
-
-if test "x$prefix" != xNONE; then
- RESOLVED_PREFIX=$prefix
-else
- RESOLVED_PREFIX=$ac_default_prefix
-fi
-
-if test "x$exec_prefix" != xNONE; then
- RESOLVED_EXEC_PREFIX=$exec_prefix
-else
- RESOLVED_EXEC_PREFIX=$RESOLVED_PREFIX
-fi
-
-dnl General
-HELM_BIN_DIR=$RESOLVED_EXEC_PREFIX/bin
-HELM_LIB_DIR=$RESOLVED_EXEC_PREFIX/lib/helm
-HELM_ETC_DIR=$RESOLVED_PREFIX/etc/helm
-HELM_SHARE_DIR=$RESOLVED_PREFIX/share/helm
-
-dnl Checking for the variable directory
-if test $USE_DEFAULTS != yes; then
- echo
- echo "Now you have to choose a suitable directory for variable files."
- echo "Normally, this directory would be something like /var/local/helm, you"
- echo "have to be sure that the directory (and the subdirectories in it)"
- echo "is world-writable."
- echo
- echo -n "[[$DEFAULT_HELM_VAR_DIR]] ? "
- read HELM_VAR_DIR
- echo
- if test x$HELM_VAR_DIR = x; then
- HELM_VAR_DIR="/var/local/helm"
- fi
-else
- HELM_VAR_DIR=$DEFAULT_HELM_VAR_DIR
-fi
-
-AC_MSG_CHECKING(for HELM variable dir)
-AC_MSG_RESULT($HELM_VAR_DIR)
-
-dnl Checking for the /tmp directory
-DEFAULTS=$USE_DEFAULTS
-if test $DEFAULTS = auto; then
- if test -d $DEFAULT_HELM_TMP_DIR ; then
- HELM_TMP_DIR=$DEFAULT_HELM_TMP_DIR
- else
- DEFAULTS=no
- fi
-fi
-
-if test $DEFAULTS = no; then
- echo
- echo "Please, tell me the name of a directory which can be used to store"
- echo "temporary files (normally it is something like /tmp)"
- echo
- echo -n "[[$DEFAULT_HELM_TMP_DIR]]"
- read HELM_TMP_DIR
- echo
- if test x$HELM_TMP_DIR = x; then
- HELM_TMP_DIR=$DEFAULT_HELM_TMP_DIR
- fi
-else
- HELM_TMP_DIR=$DEFAULT_HELM_TMP_DIR
-fi
-
-AC_MSG_CHECKING(for $HELM_TMP_DIR)
-if test ! -d $HELM_TMP_DIR; then
- AC_MSG_RESULT(no)
- AC_MSG_ERROR(please check your installation)
-fi
-AC_MSG_RESULT(ok)
-
-dnl Checks for GtkMathView
-AC_CHECK_PROG(HAVE_GTKMATHVIEW_CONFIG, gtkmathview-config, yes, no)
-if test $HAVE_GTKMATHVIEW_CONFIG = no; then
- AC_MSG_ERROR(Could not find gtkmathview-config)
-fi
-GTKMATHVIEW_PREFIX=`gtkmathview-config --prefix`
-
-AC_CACHE_CHECK(
- for dictionary.xml,
- helm_cv_GTKMATHVIEW_DICTIONARY_PATH,
- helm_cv_GTKMATHVIEW_DICTIONARY_PATH=$GTKMATHVIEW_PREFIX/share/gtkmathview/dictionary.xml
- if test ! -f $helm_cv_GTKMATHVIEW_DICTIONARY_PATH; then
- read helm_cv_GTKMATHVIEW_DICTIONARY_PATH
- fi
-)
-GTKMATHVIEW_DICTIONARY_PATH=$helm_cv_GTKMATHVIEW_DICTIONARY_PATH
-
-AC_CACHE_CHECK(
- for font-configuration.xml,
- helm_cv_GTKMATHVIEW_FONT_CONFIGURATION_PATH,
- helm_cv_GTKMATHVIEW_FONT_CONFIGURATION_PATH=$GTKMATHVIEW_PREFIX/share/gtkmathview/font-configuration.xml
- if test ! -f $helm_cv_GTKMATHVIEW_FONT_CONFIGURATION_PATH; then
- read helm_cv_GTKMATHVIEW_FONT_CONFIGURATION_PATH
- fi
-)
-GTKMATHVIEW_FONT_CONFIGURATION_PATH=$helm_cv_GTKMATHVIEW_FONT_CONFIGURATION_PATH
-
-AC_CACHE_CHECK(
- for t1lib configuration file,
- helm_cv_GTKMATHVIEW_T1_CONFIG_FILE,
- helm_cv_GTKMATHVIEW_T1_CONFIG_FILE=$GTKMATHVIEW_PREFIX/share/gtkmathview/t1.config
- if test ! -f $helm_cv_GTKMATHVIEW_T1_CONFIG_FILE; then
- read GTKMATHVIEW_T1_CONFIG_FILE
- fi
-)
-GTKMATHVIEW_T1_CONFIG_FILE=$helm_cv_GTKMATHVIEW_T1_CONFIG_FILE
-
-HELM_DICTIONARY_PATH=$HELM_ETC_DIR/helm-dictionary.xml
-HELM_FONT_CONFIGURATION_PATH=$HELM_ETC_DIR/helm-font-configuration.xml
-
-dnl Only for HELM XML configuration
-HELM_LIBRARY_DIR=$HELM_VAR_DIR/library
-HELM_SERVERS_FILE=$HELM_VAR_DIR/servers.txt
-HELM_URIS_DBM=$HELM_VAR_DIR/urls_of_uris.db
-
-dnl CSC: FIXME: getters should download the DTDs
-HELM_DTD_DIR=$HELM_SHARE_DIR/dtd
-HELM_STYLE_DIR=$HELM_SHARE_DIR/style
-
-dnl HELM prefixes
-AC_SUBST(RESOLVED_PREFIX)
-AC_SUBST(RESOLVED_EXEC_PREFIX)
-
-dnl HELM version
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-
-dnl HELM directories
-AC_SUBST(HELM_BIN_DIR)
-AC_SUBST(HELM_LIB_DIR)
-AC_SUBST(HELM_ETC_DIR)
-AC_SUBST(HELM_SHARE_DIR)
-AC_SUBST(HELM_VAR_DIR)
-AC_SUBST(HELM_TMP_DIR)
-
-dnl HELM download directory
-AC_SUBST(HELM_LIBRARY_DIR)
-
-dnl HELM servers
-AC_SUBST(HELM_SERVERS_FILE)
-
-dnl HELM URIS data-base
-AC_SUBST(HELM_URIS_DBM)
-
-dnl HELM DTDs
-AC_SUBST(HELM_DTD_DIR)
-
-dnl HELM stylesheets
-AC_SUBST(HELM_STYLE_DIR)
-
-dnl HELM customized GtkMathView configuration
-AC_SUBST(HELM_DICTIONARY_PATH)
-AC_SUBST(HELM_FONT_CONFIGURATION_PATH)
-AC_SUBST(GTKMATHVIEW_DICTIONARY_PATH)
-AC_SUBST(GTKMATHVIEW_FONT_CONFIGURATION_PATH)
-AC_SUBST(GTKMATHVIEW_T1_CONFIG_FILE)
-
-AC_OUTPUT(
-[ Makefile
- helm-config
- lib/configuration.pl
- etc/helm-math-engine-configuration.xml
- etc/configuration.xml
- helm_configuration.spec
-], chmod +x helm-config)
+++ /dev/null
-helm-math-engine-configuration.xml configuration.xml
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR HELM CONFIGURATION FILE: -->
-<!-- First draft: June 6 2000, Claudio Sacerdoti Coen -->
-<!-- Last Revision: June 6 2000, Claudio Sacerdoti Coen -->
-<!--*****************************************************************-->
-
-<!ELEMENT configuration (helm_dir, dtd_dir, style_dir, servers_file, uris_dbm, dest,
- indexname, tmp_dir, helm_url_path,
- getheader_url, style_url, webeq_url, webeqp_url,
- use_webeqp_url, html_link, getter_url, processor_url)>
-
-<!ENTITY % expr '(#PCDATA | value-of)*'>
-
-<!ELEMENT value-of EMPTY>
-<!ATTLIST value-of
- var NMTOKEN #REQUIRED >
-
-<!ELEMENT helm_dir %expr;>
-<!ELEMENT dtd_dir %expr;>
-<!ELEMENT style_dir %expr;>
-<!ELEMENT servers_file %expr;>
-<!ELEMENT uris_dbm %expr;>
-<!ELEMENT dest %expr;>
-<!ELEMENT indexname %expr;>
-<!ELEMENT tmp_dir %expr;>
-<!ELEMENT helm_url_path %expr;>
-<!ELEMENT getheader_url %expr;>
-<!ELEMENT style_url %expr;>
-<!ELEMENT webeq_url %expr;>
-<!ELEMENT webeqp_url %expr;>
-<!ELEMENT use_webeqp_url %expr;>
-<!ELEMENT html_link %expr;>
-<!ELEMENT getter_url %expr;>
-<!ELEMENT processor_url %expr;>
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-<!DOCTYPE configuration SYSTEM "configuration.dtd">
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<configuration>
- <helm_dir>@HELM_LIBRARY_DIR@</helm_dir>
-
- <dtd_dir>@HELM_DTD_DIR@</dtd_dir>
- <style_dir>@HELM_STYLE_DIR@</style_dir>
-
- <servers_file>@HELM_SERVERS_FILE@</servers_file>
- <uris_dbm>@HELM_URIS_DBM@</uris_dbm>
- <dest><value-of var="helm_dir"/></dest>
- <indexname>index.txt</indexname>
- <tmp_dir>@HELM_TMP_DIR@</tmp_dir>
-
- <helm_url_path>/home/lpadovan/helm/PARSER/examples</helm_url_path>
- <getheader_url>http://localhost/really_very_local/helm/header/getheader.xml</getheader_url>
- <style_url>http://localhost/really_very_local/helm/style/</style_url>
- <webeq_url>http://localhost/cgi-bin/helm/webeq.pl</webeq_url>
- <webeqp_url>http://localhost/cgi-bin/helm/webeqp.pl</webeqp_url>
- <use_webeqp_url>http://localhost/cgi-bin/helm/use_webeqp.pl</use_webeqp_url>
- <html_link><value-of var="getheader_url"/>?baseurl=<value-of var="style_url"/>&stylesheet1=rootcontent.xsl&stylesheet2=content_to_html.xsl&xmluri=</html_link>
- <getter_url>http://localhost:8081/</getter_url>
- <processor_url>http://localhost:8080/helm/servlet/uwobo/</processor_url>
-</configuration>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<dictionary>
- <operator name="⋃" form="infix" stretchy="false" lspace="mediummathspace" rspace="mediummathspace"/>
- <operator name="⋂" form="infix" stretchy="false" lspace="mediummathspace" rspace="mediummathspace"/>
- <operator name="lim" form="prefix" movablelimits="false"/>
-</dictionary>
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-<!DOCTYPE font-configuration SYSTEM "font-configuration.dtd">
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<font-configuration>
- <font type="x" mode="math" map="adobe-symbol-forall"
- x-foundry="adobe" x-family="symbol" x-encoding="fontspecific"
- />
-
- <map id="adobe-symbol-forall">
- <single code="0x2200" index="0x22"/>
- </map>
-</font-configuration>
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-<!DOCTYPE math-engine-configuration SYSTEM "math-engine-configuration.dtd">
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<math-engine-configuration>
- <dictionary-path>@HELM_DICTIONARY_PATH@</dictionary-path>
- <dictionary-path>@GTKMATHVIEW_DICTIONARY_PATH@</dictionary-path>
- <font-configuration-path>@HELM_FONT_CONFIGURATION_PATH@</font-configuration-path>
- <font-configuration-path>@GTKMATHVIEW_FONT_CONFIGURATION_PATH@</font-configuration-path>
- <t1-config-file>@GTKMATHVIEW_T1_CONFIG_FILE@</t1-config-file>
- <font-size size="14pt"/>
- <color foreground="black" background="white"/>
- <link-color foreground="#32648b" background="white"/>
- <select-color foreground="black" background="#87cefa"/>
-</math-engine-configuration>
+++ /dev/null
-
-usage()
-{
- cat <<EOF
-Usage: helm-config [OPTIONS]
-Options:
- [--version]
- [--prefix]
- [--exec-prefix]
- [--bin-dir]
- [--lib-dir]
- [--etc-dir]
- [--share-dir]
- [--var-dir]
- [--tmp-dir]
- [--library-dir]
- [--servers]
- [--uris-dbm]
- [--dtd-dir]
- [--style-dir]
-EOF
- exit $1
-}
-
-if test $# -eq 0; then
- usage 1 1>&2
-fi
-
-while test $# -gt 0; do
- case "$1" in
- -*=*) optarg=`echo "$1" | sed 's/[-_a-zA-Z0-9]*=//'` ;;
- *) optarg= ;;
- esac
-
- case $1 in
- --version)
- echo @VERSION@
- ;;
- --prefix)
- echo @RESOLVED_PREFIX@
- ;;
- --exec-prefix)
- echo @RESOLVED_EXEC_PREFIX@
- ;;
- --bin-dir)
- echo @HELM_BIN_DIR@
- ;;
- --lib-dir)
- echo @HELM_LIB_DIR@
- ;;
- --etc-dir)
- echo @HELM_ETC_DIR@
- ;;
- --share-dir)
- echo @HELM_SHARE_DIR@
- ;;
- --var-dir)
- echo @HELM_VAR_DIR@
- ;;
- --tmp-dir)
- echo @HELM_TMP_DIR@
- ;;
- --library-dir)
- echo @HELM_LIBRARY_DIR@
- ;;
- --servers)
- echo @HELM_SERVERS_FILE@
- ;;
- --uris-dbm)
- echo @HELM_URIS_DBM@
- ;;
- --dtd-dir)
- echo @HELM_DTD_DIR@
- ;;
- --style-dir)
- echo @HELM_STYLE_DIR@
- ;;
- *)
- usage 1 1>&2
- ;;
- esac
- shift
-done
-
+++ /dev/null
-Summary: The configuration files shared by all the tools of project HELM
-Name: @PACKAGE@
-Version: @VERSION@
-Release: 1
-Copyright: GPL
-URL: http://www.cs.unibo.it/helm
-Packager: Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Group: Applications/Publishing
-Source: www.cs.unibo.it:/helm/@PACKAGE@-@VERSION@.tar.gz
-%description
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-the configuration files shared by all this tools.
-For more information see http://www.cs.unibo.it/helm
-
-%prep
-%setup
-
-%build
-cp config.cache.pkg config.cache
-./configure --enable-defaults
-make
-
-%install
-make install
-
-%files
-%doc AUTHORS COPYING ChangeLog NEWS README
-
-/usr/local/bin/helm-config
-/usr/local/lib/helm/configuration.pl
-/usr/local/etc/helm/configuration.dtd
-/usr/local/etc/helm/helm-font-configuration.xml
-/usr/local/etc/helm/configuration.xml
-/usr/local/etc/helm/helm-math-engine-configuration.xml
-/usr/local/etc/helm/helm-dictionary.xml
-%attr(666,root,root) /var/local/helm/servers.txt
-%attr(666,root,root) /var/local/helm/urls_of_uris.db
-
-%dir /var/local/helm/library
-%dir /usr/local/share/helm/dtd
-%dir /usr/local/share/helm/style
+++ /dev/null
-configuration.pl
+++ /dev/null
-# Copyright (C) 2000, HELM Team.
-#
-# This file is part of HELM, an Hypertextual, Electronic
-# Library of Mathematics, developed at the Computer Science
-# Department, University of Bologna, Italy.
-#
-# HELM is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License
-# as published by the Free Software Foundation; either version 2
-# of the License, or (at your option) any later version.
-#
-# HELM is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with HELM; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-#
-# For details, see the HELM World-Wide-Web page,
-# http://cs.unibo.it/helm/.
-
-use XML::Parser;
-
-use Env;
-my $HELM_CONFIGURATION_DIR = $ENV{"HELM_CONFIGURATION_DIR"};
-my $DEFAULT_HELM_CONFIGURATION_DIR = "@HELM_ETC_DIR@";
-# this should be the only fixed constant
-if (defined ($HELM_CONFIGURATION_DIR)) {
- $configuration_file = $HELM_CONFIGURATION_DIR."/configuration.xml";
-} else {
- $configuration_file = $DEFAULT_HELM_CONFIGURATION_DIR."/configuration.xml";
-}
-
-$parser = new XML::Parser(Handlers => {Start => \&handle_start,
- End => \&handle_end,
- Char => \&handle_char});
-
-
-$parser->parsefile($configuration_file, ErrorContext => 3);
-
-
-sub handle_start
-{
- if ($_[1] eq "value-of") {
- $$varname .= ${$_[3]};
- } elsif ($_[1] ne "configuration") {
- $varname = $_[1];
- }
-}
-
-sub handle_end
-{
- if ($_[1] ne "value-of" && $_[1] ne "configuration") {
- # Next line for debugging only:
- # print "OK: #$_[1]# := #$$varname#\n";
- $varname = undef;
- }
-}
-
-sub handle_char
-{
- $$varname .= $_[1];
-}
+++ /dev/null
-http://www.cs.unibo.it/~sacerdot/examples
+++ /dev/null
-LambdaDelta.vo: LambdaDelta.v base_tactics.vo base_hints.vo base_types.vo base_blt.vo base_rewrite.vo Base.vo terms_defs.vo tlt_defs.vo contexts_defs.vo lift_defs.vo lift_gen.vo lift_props.vo lift_tlt.vo drop_defs.vo drop_props.vo subst0_defs.vo subst0_gen.vo subst0_lift.vo subst0_subst0.vo subst0_confluence.vo subst0_tlt.vo subst1_defs.vo subst1_gen.vo subst1_lift.vo subst1_subst1.vo subst1_confluence.vo csubst0_defs.vo csubst1_defs.vo fsubst0_defs.vo pr0_defs.vo pr0_lift.vo pr0_gen.vo pr0_subst0.vo pr0_confluence.vo pr0_subst1.vo pr1_defs.vo pr1_confluence.vo cpr0_defs.vo pr2_defs.vo pr2_lift.vo pr2_gen.vo pr2_confluence.vo pr2_subst1.vo pr2_gen_context.vo pr3_defs.vo pr3_props.vo pr3_gen.vo pr3_confluence.vo pr3_subst1.vo pr3_gen_context.vo pc1_defs.vo pc1_props.vo pc3_defs.vo pc3_props.vo pc3_gen.vo pc3_subst0.vo pc3_gen_context.vo ty0_defs.vo ty0_gen.vo ty0_lift.vo ty0_props.vo ty0_subst0.vo ty0_gen_context.vo csub0_defs.vo csub0_props.vo ty0_sred.vo ty0_sred_props.vo
-ty0_sred_props.vo: ty0_sred_props.v lift_props.vo drop_props.vo pc3_props.vo pc3_gen.vo ty0_defs.vo ty0_gen.vo ty0_props.vo ty0_sred.vo
-ty0_sred.vo: ty0_sred.v lift_gen.vo subst1_gen.vo csubst1_defs.vo pr0_lift.vo pr0_subst1.vo cpr0_defs.vo pc1_props.vo pc3_props.vo pc3_gen.vo ty0_defs.vo ty0_gen.vo ty0_lift.vo ty0_props.vo ty0_subst0.vo ty0_gen_context.vo csub0_defs.vo csub0_props.vo
-csub0_props.vo: csub0_props.v pc3_props.vo csub0_defs.vo
-csub0_defs.vo: csub0_defs.v ty0_defs.vo
-ty0_gen_context.vo: ty0_gen_context.v lift_gen.vo lift_props.vo subst1_defs.vo subst1_lift.vo subst1_confluence.vo drop_props.vo csubst1_defs.vo pc3_gen.vo pc3_gen_context.vo ty0_defs.vo ty0_lift.vo
-ty0_subst0.vo: ty0_subst0.v drop_props.vo csubst0_defs.vo fsubst0_defs.vo pc3_props.vo pc3_subst0.vo ty0_defs.vo ty0_gen.vo ty0_lift.vo ty0_props.vo
-ty0_props.vo: ty0_props.v drop_props.vo pc3_props.vo ty0_defs.vo ty0_gen.vo ty0_lift.vo
-ty0_lift.vo: ty0_lift.v lift_props.vo drop_props.vo pc3_props.vo ty0_defs.vo
-ty0_gen.vo: ty0_gen.v pc3_props.vo ty0_defs.vo
-ty0_defs.vo: ty0_defs.v pc3_defs.vo
-pc3_gen_context.vo: pc3_gen_context.v subst1_confluence.vo csubst1_defs.vo pr3_gen_context.vo pc3_defs.vo pc3_props.vo
-pc3_subst0.vo: pc3_subst0.v subst0_subst0.vo fsubst0_defs.vo pr0_subst0.vo pc3_defs.vo pc3_props.vo
-pc3_gen.vo: pc3_gen.v lift_gen.vo pr3_props.vo pr3_gen.vo pc3_defs.vo pc3_props.vo
-pc3_props.vo: pc3_props.v subst0_subst0.vo pr0_subst0.vo cpr0_defs.vo pr3_defs.vo pr3_props.vo pr3_confluence.vo pc3_defs.vo
-pc3_defs.vo: pc3_defs.v pr2_defs.vo pr3_defs.vo pc1_defs.vo
-pc1_props.vo: pc1_props.v pr1_confluence.vo pc1_defs.vo
-pc1_defs.vo: pc1_defs.v pr0_defs.vo pr1_defs.vo
-pr3_gen_context.vo: pr3_gen_context.v csubst1_defs.vo pr2_gen_context.vo pr3_defs.vo
-pr3_subst1.vo: pr3_subst1.v subst1_defs.vo pr2_subst1.vo pr3_defs.vo
-pr3_confluence.vo: pr3_confluence.v pr2_confluence.vo pr3_defs.vo
-pr3_gen.vo: pr3_gen.v pr2_gen.vo pr3_defs.vo pr3_props.vo
-pr3_props.vo: pr3_props.v subst0_subst0.vo pr0_subst0.vo cpr0_defs.vo pr2_lift.vo pr2_gen.vo pr3_defs.vo
-pr3_defs.vo: pr3_defs.v pr1_defs.vo pr2_defs.vo
-pr2_gen_context.vo: pr2_gen_context.v drop_props.vo subst1_gen.vo subst1_subst1.vo subst1_confluence.vo csubst1_defs.vo pr0_gen.vo pr0_subst1.vo pr2_defs.vo pr2_gen.vo pr2_subst1.vo
-pr2_subst1.vo: pr2_subst1.v subst1_defs.vo subst1_confluence.vo drop_props.vo pr0_subst1.vo pr2_defs.vo
-pr2_confluence.vo: pr2_confluence.v subst0_confluence.vo drop_props.vo pr0_subst0.vo pr0_confluence.vo pr2_defs.vo
-pr2_gen.vo: pr2_gen.v subst0_gen.vo subst0_lift.vo drop_props.vo pr0_gen.vo pr0_subst0.vo pr2_defs.vo
-pr2_lift.vo: pr2_lift.v subst0_lift.vo drop_props.vo pr0_lift.vo pr2_defs.vo
-pr2_defs.vo: pr2_defs.v drop_defs.vo pr0_defs.vo
-cpr0_defs.vo: cpr0_defs.v contexts_defs.vo drop_defs.vo pr0_defs.vo
-pr1_confluence.vo: pr1_confluence.v pr0_confluence.vo pr1_defs.vo
-pr1_defs.vo: pr1_defs.v pr0_defs.vo
-pr0_subst1.vo: pr0_subst1.v subst1_defs.vo pr0_defs.vo pr0_subst0.vo
-pr0_confluence.vo: pr0_confluence.v tlt_defs.vo lift_gen.vo lift_tlt.vo subst0_gen.vo subst0_confluence.vo pr0_defs.vo pr0_lift.vo pr0_gen.vo pr0_subst0.vo
-pr0_subst0.vo: pr0_subst0.v subst0_gen.vo subst0_lift.vo subst0_subst0.vo subst0_confluence.vo pr0_defs.vo pr0_lift.vo
-pr0_gen.vo: pr0_gen.v lift_gen.vo lift_props.vo subst0_gen.vo pr0_defs.vo pr0_lift.vo
-pr0_lift.vo: pr0_lift.v lift_props.vo subst0_lift.vo pr0_defs.vo
-pr0_defs.vo: pr0_defs.v subst0_defs.vo
-fsubst0_defs.vo: fsubst0_defs.v subst0_defs.vo csubst0_defs.vo
-csubst1_defs.vo: csubst1_defs.v subst1_defs.vo csubst0_defs.vo
-csubst0_defs.vo: csubst0_defs.v contexts_defs.vo subst0_defs.vo drop_defs.vo
-subst1_confluence.vo: subst1_confluence.v lift_gen.vo subst0_gen.vo subst0_confluence.vo subst1_defs.vo subst1_gen.vo
-subst1_subst1.vo: subst1_subst1.v subst0_subst0.vo subst1_defs.vo
-subst1_lift.vo: subst1_lift.v lift_props.vo subst0_lift.vo subst1_defs.vo
-subst1_gen.vo: subst1_gen.v subst0_gen.vo subst1_defs.vo
-subst1_defs.vo: subst1_defs.v subst0_defs.vo
-subst0_tlt.vo: subst0_tlt.v tlt_defs.vo lift_tlt.vo subst0_defs.vo
-subst0_confluence.vo: subst0_confluence.v lift_gen.vo subst0_gen.vo subst0_defs.vo
-subst0_subst0.vo: subst0_subst0.v subst0_defs.vo subst0_gen.vo subst0_lift.vo
-subst0_lift.vo: subst0_lift.v lift_props.vo subst0_defs.vo
-subst0_gen.vo: subst0_gen.v lift_props.vo subst0_defs.vo
-subst0_defs.vo: subst0_defs.v lift_defs.vo
-drop_props.vo: drop_props.v lift_gen.vo drop_defs.vo
-drop_defs.vo: drop_defs.v contexts_defs.vo lift_defs.vo
-lift_tlt.vo: lift_tlt.v tlt_defs.vo lift_defs.vo
-lift_props.vo: lift_props.v lift_defs.vo
-lift_gen.vo: lift_gen.v lift_defs.vo
-lift_defs.vo: lift_defs.v terms_defs.vo
-contexts_defs.vo: contexts_defs.v terms_defs.vo
-tlt_defs.vo: tlt_defs.v terms_defs.vo
-terms_defs.vo: terms_defs.v Base.vo
-Base.vo: Base.v base_tactics.vo base_hints.vo base_types.vo base_blt.vo base_rewrite.vo
-base_rewrite.vo: base_rewrite.v
-base_blt.vo: base_blt.v base_tactics.vo base_hints.vo
-base_types.vo: base_types.v base_tactics.vo base_hints.vo
-base_hints.vo: base_hints.v base_tactics.vo
-base_tactics.vo: base_tactics.v
+++ /dev/null
-Require Export Arith.
-Require Export Wf_nat.
-Require Export base_tactics.
-Require Export base_hints.
-Require Export base_types.
-Require Export base_blt.
-Require Export base_rewrite.
+++ /dev/null
-Require Export base_tactics.
-Require Export base_hints.
-Require Export base_types.
-Require Export base_blt.
-Require Export base_rewrite.
-Require Export Base.
-Require Export terms_defs.
-Require Export tlt_defs.
-Require Export contexts_defs.
-Require Export lift_defs.
-Require Export lift_gen.
-Require Export lift_props.
-Require Export lift_tlt.
-Require Export drop_defs.
-Require Export drop_props.
-Require Export subst0_defs.
-Require Export subst0_gen.
-Require Export subst0_lift.
-Require Export subst0_subst0.
-Require Export subst0_confluence.
-Require Export subst0_tlt.
-Require Export subst1_defs.
-Require Export subst1_gen.
-Require Export subst1_lift.
-Require Export subst1_subst1.
-Require Export subst1_confluence.
-Require Export csubst0_defs.
-Require Export csubst1_defs.
-Require Export fsubst0_defs.
-Require Export pr0_defs.
-Require Export pr0_lift.
-Require Export pr0_gen.
-Require Export pr0_subst0.
-Require Export pr0_confluence.
-Require Export pr0_subst1.
-Require Export pr1_defs.
-Require Export pr1_confluence.
-Require Export cpr0_defs.
-Require Export pr2_defs.
-Require Export pr2_lift.
-Require Export pr2_gen.
-Require Export pr2_confluence.
-Require Export pr2_subst1.
-Require Export pr2_gen_context.
-Require Export pr3_defs.
-Require Export pr3_props.
-Require Export pr3_gen.
-Require Export pr3_confluence.
-Require Export pr3_subst1.
-Require Export pr3_gen_context.
-Require Export pc1_defs.
-Require Export pc1_props.
-Require Export pc3_defs.
-Require Export pc3_props.
-Require Export pc3_gen.
-Require Export pc3_subst0.
-Require Export pc3_gen_context.
-Require Export ty0_defs.
-Require Export ty0_gen.
-Require Export ty0_lift.
-Require Export ty0_props.
-Require Export ty0_subst0.
-Require Export ty0_gen_context.
-Require Export csub0_defs.
-Require Export csub0_props.
-Require Export ty0_sred.
-Require Export ty0_sred_props.
+++ /dev/null
-# List of vernac files to compile
-base_tactics.v
-base_hints.v
-base_types.v
-base_blt.v
-base_rewrite.v
-Base.v
-terms_defs.v
-tlt_defs.v
-contexts_defs.v
-lift_defs.v
-lift_gen.v
-lift_props.v
-lift_tlt.v
-drop_defs.v
-drop_props.v
-subst0_defs.v
-subst0_gen.v
-subst0_lift.v
-subst0_subst0.v
-subst0_confluence.v
-subst0_tlt.v
-subst1_defs.v
-subst1_gen.v
-subst1_lift.v
-subst1_subst1.v
-subst1_confluence.v
-csubst0_defs.v
-csubst1_defs.v
-fsubst0_defs.v
-pr0_defs.v
-pr0_lift.v
-pr0_gen.v
-pr0_subst0.v
-pr0_confluence.v
-pr0_subst1.v
-pr1_defs.v
-pr1_confluence.v
-cpr0_defs.v
-pr2_defs.v
-pr2_lift.v
-pr2_gen.v
-pr2_confluence.v
-pr2_subst1.v
-pr2_gen_context.v
-pr3_defs.v
-pr3_props.v
-pr3_gen.v
-pr3_confluence.v
-pr3_subst1.v
-pr3_gen_context.v
-pc1_defs.v
-pc1_props.v
-pc3_defs.v
-pc3_props.v
-pc3_gen.v
-pc3_subst0.v
-pc3_gen_context.v
-ty0_defs.v
-ty0_gen.v
-ty0_lift.v
-ty0_props.v
-ty0_subst0.v
-ty0_gen_context.v
-csub0_defs.v
-csub0_props.v
-ty0_sred.v
-ty0_sred_props.v
-LambdaDelta.v
+++ /dev/null
-##############################################################################
-## The Calculus of Inductive Constructions ##
-## ##
-## Projet Coq ##
-## ##
-## INRIA ENS-CNRS ##
-## Rocquencourt Lyon ##
-## ##
-## Coq V7 ##
-## ##
-## ##
-##############################################################################
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
-#
-# This Makefile was generated by the command line :
-# coq_makefile -f Make -o Makefile
-#
-
-##########################
-# #
-# Variables definitions. #
-# #
-##########################
-
-CAMLP4LIB=`camlp4 -where`
-COQSRC=-I $(COQTOP)/kernel -I $(COQTOP)/lib \
- -I $(COQTOP)/library -I $(COQTOP)/parsing -I $(COQTOP)/pretyping \
- -I $(COQTOP)/proofs -I $(COQTOP)/syntax -I $(COQTOP)/tactics \
- -I $(COQTOP)/toplevel -I $(CAMLP4LIB)
-ZFLAGS=$(OCAMLLIBS) $(COQSRC)
-OPT=
-COQFLAGS=-q $(OPT) $(COQLIBS)
-COQC=$(COQBIN)coqc
-GALLINA=gallina
-COQWEB=coqweb
-CAMLC=ocamlc -c
-CAMLOPTC=ocamlopt -c
-CAMLLINK=ocamlc
-CAMLOPTLINK=ocamlopt
-COQDEP=$(COQBIN)coqdep -c
-COQVO2XML=coq_vo2xml
-
-#########################
-# #
-# Libraries definition. #
-# #
-#########################
-
-OCAMLLIBS=-I .
-COQLIBS=-I .
-
-###################################
-# #
-# Definition of the "all" target. #
-# #
-###################################
-
-VFILES=base_tactics.v\
- base_hints.v\
- base_types.v\
- base_blt.v\
- base_rewrite.v\
- Base.v\
- terms_defs.v\
- tlt_defs.v\
- contexts_defs.v\
- lift_defs.v\
- lift_gen.v\
- lift_props.v\
- lift_tlt.v\
- drop_defs.v\
- drop_props.v\
- subst0_defs.v\
- subst0_gen.v\
- subst0_lift.v\
- subst0_subst0.v\
- subst0_confluence.v\
- subst0_tlt.v\
- subst1_defs.v\
- subst1_gen.v\
- subst1_lift.v\
- subst1_subst1.v\
- subst1_confluence.v\
- csubst0_defs.v\
- csubst1_defs.v\
- fsubst0_defs.v\
- pr0_defs.v\
- pr0_lift.v\
- pr0_gen.v\
- pr0_subst0.v\
- pr0_confluence.v\
- pr0_subst1.v\
- pr1_defs.v\
- pr1_confluence.v\
- cpr0_defs.v\
- pr2_defs.v\
- pr2_lift.v\
- pr2_gen.v\
- pr2_confluence.v\
- pr2_subst1.v\
- pr2_gen_context.v\
- pr3_defs.v\
- pr3_props.v\
- pr3_gen.v\
- pr3_confluence.v\
- pr3_subst1.v\
- pr3_gen_context.v\
- pc1_defs.v\
- pc1_props.v\
- pc3_defs.v\
- pc3_props.v\
- pc3_gen.v\
- pc3_subst0.v\
- pc3_gen_context.v\
- ty0_defs.v\
- ty0_gen.v\
- ty0_lift.v\
- ty0_props.v\
- ty0_subst0.v\
- ty0_gen_context.v\
- csub0_defs.v\
- csub0_props.v\
- ty0_sred.v\
- ty0_sred_props.v\
- LambdaDelta.v
-VOFILES=$(VFILES:.v=.vo)
-VIFILES=$(VFILES:.v=.vi)
-GFILES=$(VFILES:.v=.g)
-HTMLFILES=$(VFILES:.v=.html)
-GHTMLFILES=$(VFILES:.v=.g.html)
-
-all: base_tactics.vo\
- base_hints.vo\
- base_types.vo\
- base_blt.vo\
- base_rewrite.vo\
- Base.vo\
- terms_defs.vo\
- tlt_defs.vo\
- contexts_defs.vo\
- lift_defs.vo\
- lift_gen.vo\
- lift_props.vo\
- lift_tlt.vo\
- drop_defs.vo\
- drop_props.vo\
- subst0_defs.vo\
- subst0_gen.vo\
- subst0_lift.vo\
- subst0_subst0.vo\
- subst0_confluence.vo\
- subst0_tlt.vo\
- subst1_defs.vo\
- subst1_gen.vo\
- subst1_lift.vo\
- subst1_subst1.vo\
- subst1_confluence.vo\
- csubst0_defs.vo\
- csubst1_defs.vo\
- fsubst0_defs.vo\
- pr0_defs.vo\
- pr0_lift.vo\
- pr0_gen.vo\
- pr0_subst0.vo\
- pr0_confluence.vo\
- pr0_subst1.vo\
- pr1_defs.vo\
- pr1_confluence.vo\
- cpr0_defs.vo\
- pr2_defs.vo\
- pr2_lift.vo\
- pr2_gen.vo\
- pr2_confluence.vo\
- pr2_subst1.vo\
- pr2_gen_context.vo\
- pr3_defs.vo\
- pr3_props.vo\
- pr3_gen.vo\
- pr3_confluence.vo\
- pr3_subst1.vo\
- pr3_gen_context.vo\
- pc1_defs.vo\
- pc1_props.vo\
- pc3_defs.vo\
- pc3_props.vo\
- pc3_gen.vo\
- pc3_subst0.vo\
- pc3_gen_context.vo\
- ty0_defs.vo\
- ty0_gen.vo\
- ty0_lift.vo\
- ty0_props.vo\
- ty0_subst0.vo\
- ty0_gen_context.vo\
- csub0_defs.vo\
- csub0_props.vo\
- ty0_sred.vo\
- ty0_sred_props.vo\
- LambdaDelta.vo
-
-spec: $(VIFILES)
-
-gallina: $(GFILES)
-
-html: $(HTMLFILES)
-
-gallinahtml: $(GHTMLFILES)
-
-all.ps: $(VFILES)
- $(COQWEB) -ps -o $@ `$(COQDEP) -sort -suffix .v $(VFILES)`
-
-all-gal.ps: $(GFILES)
- $(COQWEB) -ps -o $@ `$(COQDEP) -sort -suffix .g $(VFILES)`
-
-xml:: .xml_time_stamp
-.xml_time_stamp: base_tactics.vo\
- base_hints.vo\
- base_types.vo\
- base_blt.vo\
- base_rewrite.vo\
- Base.vo\
- terms_defs.vo\
- tlt_defs.vo\
- contexts_defs.vo\
- lift_defs.vo\
- lift_gen.vo\
- lift_props.vo\
- lift_tlt.vo\
- drop_defs.vo\
- drop_props.vo\
- subst0_defs.vo\
- subst0_gen.vo\
- subst0_lift.vo\
- subst0_subst0.vo\
- subst0_confluence.vo\
- subst0_tlt.vo\
- subst1_defs.vo\
- subst1_gen.vo\
- subst1_lift.vo\
- subst1_subst1.vo\
- subst1_confluence.vo\
- csubst0_defs.vo\
- csubst1_defs.vo\
- fsubst0_defs.vo\
- pr0_defs.vo\
- pr0_lift.vo\
- pr0_gen.vo\
- pr0_subst0.vo\
- pr0_confluence.vo\
- pr0_subst1.vo\
- pr1_defs.vo\
- pr1_confluence.vo\
- cpr0_defs.vo\
- pr2_defs.vo\
- pr2_lift.vo\
- pr2_gen.vo\
- pr2_confluence.vo\
- pr2_subst1.vo\
- pr2_gen_context.vo\
- pr3_defs.vo\
- pr3_props.vo\
- pr3_gen.vo\
- pr3_confluence.vo\
- pr3_subst1.vo\
- pr3_gen_context.vo\
- pc1_defs.vo\
- pc1_props.vo\
- pc3_defs.vo\
- pc3_props.vo\
- pc3_gen.vo\
- pc3_subst0.vo\
- pc3_gen_context.vo\
- ty0_defs.vo\
- ty0_gen.vo\
- ty0_lift.vo\
- ty0_props.vo\
- ty0_subst0.vo\
- ty0_gen_context.vo\
- csub0_defs.vo\
- csub0_props.vo\
- ty0_sred.vo\
- ty0_sred_props.vo\
- LambdaDelta.vo
- $(COQVO2XML) $(COQFLAGS) $(?:%.o=%)
- touch .xml_time_stamp
-
-####################
-# #
-# Special targets. #
-# #
-####################
-
-.PHONY: all opt byte archclean clean install depend xml
-
-.SUFFIXES: .v .vo .vi .g .html .tex .g.tex .g.html
-
-.v.vo:
- $(COQC) $(COQDEBUG) $(COQFLAGS) $*
-
-.v.vi:
- $(COQC) -i $(COQDEBUG) $(COQFLAGS) $*
-
-.v.g:
- $(GALLINA) $<
-
-.v.tex:
- $(COQWEB) $< -o $@
-
-.v.html:
- $(COQWEB) -html $< -o $@
-
-.g.g.tex:
- $(COQWEB) $< -o $@
-
-.g.g.html:
- $(COQWEB) -html $< -o $@
-
-byte:
- $(MAKE) all "OPT="
-
-opt:
- $(MAKE) all "OPT=-opt"
-
-include .depend
-
-depend:
- rm .depend
- $(COQDEP) -i $(COQLIBS) *.v *.ml *.mli >.depend
- $(COQDEP) $(COQLIBS) -suffix .html *.v >>.depend
-
-xml::
-
-install:
- mkdir -p `$(COQC) -where`/user-contrib
- cp -f *.vo `$(COQC) -where`/user-contrib
-
-Makefile: Make
- mv -f Makefile Makefile.bak
- $(COQBIN)coq_makefile -f Make -o Makefile
-
-clean:
- rm -f *.cmo *.cmi *.cmx *.o *.vo *.vi *.g *~
- rm -f all.ps all-gal.ps $(HTMLFILES) $(GHTMLFILES)
-
-archclean:
- rm -f *.cmx *.o
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
+++ /dev/null
-
- Contribution Bologna/LAMBDA-TYPES
- ==================================
-
-This directory contains a formalization in Coq of "lambda-delta", a
-lambda-typed lambda-calculus with abbreviations.
-
-Author & Date: Ferruccio Guidi
- Department of Computer Science, University of Bologna
- March 2005
-E-mail : fguidi@cs.unibo.it
-WWW : http://www.cs.unibo.it/~fguidi
-
-Installation procedure:
------------------------
-
- To get this contribution compiled, type
-
- make
-
- or
-
- make opt
-
- The main modules produced by the compilation are:
-
- LambdaDelta provides the theory of the "lambda-delta" calculus
- and its prerequisites
-
- Base provides just the prerequisites (mainly some arithmetic
- properties missing in the standard library of Coq)
-
-Description:
-------------
-
- The present work, which is meant to be improved in the future, contains
- a formalization of the "lambda-delta" calculus, defined in "item notation"
- and with De Bruijn indices, and includes the proofs of some standard
- properties of this calculus. In particular the user will find:
-
- - Confluence of reduction
- - Generation lemma
- - Thinning lemma
- - Substitution lemma
- - Type Correctness
- - Type Uniqueness
- - Subject Reduction
-
- Other properties to be added in the future versions of this contribution
- include (but are not limited to):
-
- - Strong Normalization
- - Decidability of Type Inference and Type Checking
-
-Further information on this contribution:
------------------------------------------
-
- The latest version of this development is maintained in the CVS repository
- of the HELM project <helm.cs.unibo.it> and can be downloaded at:
-
- www.cs.unibo.it/cgi-bin/viewcvs.cgi/helm/coq-contribs/LAMBDA-TYPES
+++ /dev/null
-Require Arith.
-Require base_tactics.
-Require base_hints.
-
-(*#* #stop file *)
-
- Fixpoint blt [m,n: nat] : bool := Cases n m of
- | (0) m => false
- | (S n) (0) => true
- | (S n) (S m) => (blt m n)
- end.
-
- Section blt_props. (******************************************************)
-
- Theorem lt_blt: (x,y:?) (lt y x) -> (blt y x) = true.
- XElim x; [ Intros; Inversion H | XElim y; Simpl; XAuto ].
- Qed.
-
- Theorem le_bge: (x,y:?) (le x y) -> (blt y x) = false.
- XElim x; [ XAuto | XElim y; Intros; [ Inversion H0 | Simpl; XAuto ] ].
- Qed.
-
- Theorem blt_lt: (x,y:?) (blt y x) = true -> (lt y x).
- XElim x; [ Intros; Inversion H | XElim y; Simpl; XAuto ].
- Qed.
-
- Theorem bge_le: (x,y:?) (blt y x) = false -> (le x y).
- XElim x; [ XAuto | XElim y; Intros; [ Inversion H0 | Simpl; XAuto ] ].
- Qed.
-
- End blt_props.
-
- Hints Resolve lt_blt le_bge : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require Arith.
-Require base_tactics.
-
-(* eq ***********************************************************************)
-
-Hint eq : ltlc := Constructors eq.
-
-Hint f1N : ltlc := Resolve (f_equal nat).
-
-Hint f2NN : ltlc := Resolve (f_equal2 nat nat).
-
-Hints Resolve sym_equal : ltlc.
-
-Hints Resolve plus_sym plus_n_Sm plus_assoc_r simpl_plus_l : ltlc.
-
-Hints Resolve minus_n_O : ltlc.
-
-(* le ***********************************************************************)
-
-Hint le : ltlc := Constructors le.
-
-Hints Resolve le_O_n le_n_S le_S_n le_trans : ltlc.
-
-Hints Resolve lt_le_S : ltlc.
-
-Hints Resolve le_plus_plus le_plus_trans le_plus_l le_plus_r : ltlc.
-
-(* lt ***********************************************************************)
-
-Hints Resolve lt_trans : ltlc.
-
-Hints Resolve lt_le_trans le_lt_n_Sm : ltlc.
-
-Hints Resolve lt_reg_r lt_le_plus_plus le_lt_plus_plus : ltlc.
-
-(* not **********************************************************************)
-
-Hints Resolve sym_not_equal : ltlc.
-
-(* missing in the standard library ******************************************)
-
- Theorem simpl_plus_r: (n,m,p:?) (plus m n) = (plus p n) -> m = p.
- Intros.
- Apply (simpl_plus_l n).
- Rewrite plus_sym.
- Rewrite H; XAuto.
- Qed.
-
- Theorem minus_plus_r: (m,n:?) (minus (plus m n) n) = m.
- Intros.
- Rewrite plus_sym.
- Apply minus_plus.
- Qed.
-
- Theorem plus_permute_2_in_3: (x,y,z:?) (plus (plus x y) z) = (plus (plus x z) y).
- Intros.
- Rewrite plus_assoc_r.
- Rewrite (plus_sym y z).
- Rewrite <- plus_assoc_r; XAuto.
- Qed.
-
- Theorem plus_permute_2_in_3_assoc: (n,h,k:?) (plus (plus n h) k) = (plus n (plus k h)).
- Intros.
- Rewrite plus_permute_2_in_3; Rewrite plus_assoc_l; XAuto.
- Qed.
-
- Theorem plus_O: (x,y:?) (plus x y) = (0) -> x = (O) /\ y = (O).
- XElim x; [ XAuto | Intros; Inversion H0 ].
- Qed.
-
- Theorem minus_Sx_SO: (x:?) (minus (S x) (1)) = x.
- Intros; Simpl; Rewrite <- minus_n_O; XAuto.
- Qed.
-
- Theorem eq_nat_dec: (i,j:nat) ~i=j \/ i=j.
- XElim i; XElim j; Intros; XAuto.
- Elim (H n0); XAuto.
- Qed.
-
- Theorem neq_eq_e: (i,j:nat; P:Prop) (~i=j -> P) -> (i=j -> P) -> P.
- Intros.
- Pose (eq_nat_dec i j).
- XElim o; XAuto.
- Qed.
-
- Theorem le_false: (m,n:?; P:Prop) (le m n) -> (le (S n) m) -> P.
- XElim m.
-(* case 1 : m = 0 *)
- Intros; Inversion H0.
-(* case 2 : m > 0 *)
- XElim n0; Intros.
-(* case 2.1 : n = 0 *)
- Inversion H0.
-(* case 2.2 : n > 0 *)
- Simpl in H1.
- Apply (H n0); XAuto.
- Qed.
-
- Theorem le_plus_minus_sym: (n,m:?) (le n m) -> m = (plus (minus m n) n).
- Intros.
- Rewrite plus_sym; Apply le_plus_minus; XAuto.
- Qed.
-
- Theorem le_minus_minus: (x,y:?) (le x y) -> (z:?) (le y z) ->
- (le (minus y x) (minus z x)).
- Intros.
- EApply simpl_le_plus_l.
- Rewrite le_plus_minus_r; [ Idtac | XAuto ].
- Rewrite le_plus_minus_r; XEAuto.
- Qed.
-
- Theorem le_minus_plus: (z,x:?) (le z x) -> (y:?)
- (minus (plus x y) z) = (plus (minus x z) y).
- XElim z.
-(* case 1 : z = 0 *)
- Intros x H; Inversion H; XAuto.
-(* case 2 : z > 0 *)
- Intros z; XElim x; Intros.
-(* case 2.1 : x = 0 *)
- Inversion H0.
-(* case 2.2 : x > 0 *)
- Simpl; XAuto.
- Qed.
-
- Theorem le_minus: (x,z,y:?) (le (plus x y) z) -> (le x (minus z y)).
- Intros.
- Rewrite <- (minus_plus_r x y); XAuto.
- Apply le_minus_minus; XAuto.
- Qed.
-
- Theorem le_trans_plus_r: (x,y,z:?) (le (plus x y) z) -> (le y z).
- Intros.
- EApply le_trans; [ EApply le_plus_r | Idtac ]; XEAuto.
- Qed.
-
- Theorem le_gen_S: (m,x:?) (le (S m) x) ->
- (EX n | x = (S n) & (le m n)).
- Intros; Inversion H; XEAuto.
- Qed.
-
- Theorem lt_x_plus_x_Sy: (x,y:?) (lt x (plus x (S y))).
- Intros; Rewrite plus_sym; Simpl; XAuto.
- Qed.
-
- Theorem simpl_lt_plus_r: (p,n,m:?) (lt (plus n p) (plus m p)) -> (lt n m).
- Intros.
- EApply simpl_lt_plus_l.
- Rewrite plus_sym in H; Rewrite (plus_sym m p) in H; Apply H.
- Qed.
-
- Theorem minus_x_Sy: (x,y:?) (lt y x) ->
- (minus x y) = (S (minus x (S y))).
- XElim x.
-(* case 1 : x = 0 *)
- Intros; Inversion H.
-(* case 2 : x > 0 *)
- XElim y; Intros; Simpl.
-(* case 2.1 : y = 0 *)
- Rewrite <- minus_n_O; XAuto.
-(* case 2.2 : y > 0 *)
- Cut (lt n0 n); XAuto.
- Qed.
-
- Theorem lt_plus_minus: (x,y:?) (lt x y) ->
- y = (S (plus x (minus y (S x)))).
- Intros.
- Apply (le_plus_minus (S x) y); XAuto.
- Qed.
-
- Theorem lt_plus_minus_r: (x,y:?) (lt x y) ->
- y = (S (plus (minus y (S x)) x)).
- Intros.
- Rewrite plus_sym; Apply lt_plus_minus; XAuto.
- Qed.
-
- Theorem minus_x_SO: (x:?) (lt (0) x) -> x = (S (minus x (1))).
- Intros.
- Rewrite <- minus_x_Sy; [ Rewrite <- minus_n_O; XEAuto | XEAuto ].
- Qed.
-
- Theorem lt_le_minus: (x,y:?) (lt x y) -> (le x (minus y (1))).
- Intros; Apply le_minus; Rewrite plus_sym; Simpl; XAuto.
- Qed.
-
- Theorem lt_le_e: (n,d:?; P:Prop)
- ((lt n d) -> P) -> ((le d n) -> P) -> P.
- Intros.
- Cut (le d n) \/ (lt n d); [ Intros H1; XElim H1; XAuto | Apply le_or_lt ].
- Qed.
-
- Theorem lt_eq_e: (x,y:?; P:Prop) ((lt x y) -> P) ->
- (x = y -> P) -> (le x y) -> P.
- Intros.
- LApply (le_lt_or_eq x y); [ Clear H1; Intros H1 | XAuto ].
- XElim H1; XAuto.
- Qed.
-
- Theorem lt_eq_gt_e: (x,y:?; P:Prop) ((lt x y) -> P) ->
- (x = y -> P) -> ((lt y x) -> P) -> P.
- Intros.
- Apply (lt_le_e x y); [ XAuto | Intros ].
- Apply (lt_eq_e y x); XAuto.
- Qed.
-
- Theorem lt_gen_S': (x,n:?) (lt x (S n)) ->
- x = (0) \/ (EX m | x = (S m) & (lt m n)).
- XElim x; XEAuto.
- Qed.
-
-Hints Resolve le_lt_trans : ltlc.
-
-Hints Resolve simpl_plus_r minus_plus_r minus_x_Sy
- plus_permute_2_in_3 plus_permute_2_in_3_assoc : ltlc.
-
-Hints Resolve le_minus_minus le_minus_plus le_minus le_trans_plus_r : ltlc.
-
-Hints Resolve lt_x_plus_x_Sy simpl_lt_plus_r lt_le_minus lt_plus_minus
- lt_plus_minus_r : ltlc.
-
- Theorem lt_neq: (x,y:?) (lt x y) -> ~x=y.
- Unfold not; Intros; Rewrite H0 in H; Clear H0 x.
- LApply (lt_n_n y); XAuto.
- Qed.
-
-Hints Resolve lt_neq : ltlc.
-
- Theorem arith0: (h2,d2,n:?) (le (plus d2 h2) n) ->
- (h1:?) (le (plus d2 h1) (minus (plus n h1) h2)).
- Intros.
- Rewrite <- (minus_plus h2 (plus d2 h1)).
- Apply le_minus_minus; [ XAuto | Idtac ].
- Rewrite plus_assoc_l; Rewrite (plus_sym h2 d2); XAuto.
- Qed.
-
-Hints Resolve arith0 : ltlc.
-
- Tactic Definition EqFalse :=
- Match Context With
- [ H: ~?1=?1 |- ? ] ->
- LApply H; [ Clear H; Intros H; Inversion H | XAuto ].
-
- Tactic Definition PlusO :=
- Match Context With
- | [ H: (plus ?0 ?1) = (0) |- ? ] ->
- LApply (plus_O ?0 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
- Tactic Definition SymEqual :=
- Match Context With
- | [ H: ?1 = ?2 |- ? ] ->
- Cut ?2 = ?1; [ Clear H; Intros H | Apply sym_equal; XAuto ].
-
- Tactic Definition LeLtGen :=
- Match Context With
- | [ H: (le (S ?1) ?2) |- ? ] ->
- LApply (le_gen_S ?1 ?2); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (lt ?1 (S ?2)) |- ? ] ->
- LApply (lt_gen_S' ?1 ?2); [ Clear H; Intros H | XAuto ];
- XElim H; [ Intros | Intros H; XElim H; Intros ].
+++ /dev/null
-(*#* #stop file *)
-
-Require Arith.
-
- Tactic Definition Arith0 x :=
- Replace (S x) with (plus (1) x); XAuto.
-
- Tactic Definition Arith1 x :=
- Replace x with (plus x (0)); [XAuto | Auto with arith].
-
- Tactic Definition Arith1In H x :=
- XReplaceIn H x '(plus x (0)).
-
- Tactic Definition Arith2 x :=
- Replace x with (plus (0) x); XAuto.
-
- Tactic Definition Arith3 x :=
- Replace (S x) with (S (plus (0) x)); XAuto.
-
- Tactic Definition Arith3In H x :=
- XReplaceIn H '(S x) '(S (plus (0) x)).
-
- Tactic Definition Arith4 x y :=
- Replace (S (plus x y)) with (plus (S x) y); XAuto.
-
- Tactic Definition Arith4In H x y :=
- XReplaceIn H '(S (plus x y)) '(plus (S x) y).
-
- Tactic Definition Arith4c x y :=
- Arith4 x y; Rewrite plus_sym.
-
- Tactic Definition Arith5 x y :=
- Replace (S (plus x y)) with (plus x (S y)); Auto with arith.
-
- Tactic Definition Arith5In H x y :=
- XReplaceIn H '(S (plus x y)) '(plus x (S y)); Auto with arith.
-
- Tactic Definition Arith5' x y :=
- Replace (plus x (S y)) with (S (plus x y)); Auto with arith.
-
- Tactic Definition Arith5'In H x y :=
- XReplaceIn H '(plus x (S y)) '(S (plus x y)); Auto with arith.
-
- Tactic Definition Arith5'c x y :=
- Arith5' x y; Rewrite plus_sym.
-
- Tactic Definition Arith6In H x y :=
- XReplaceIn H '(plus x (S y)) '(plus (1) (plus x y));
- [ Idtac | Simpl; Auto with arith ].
-
- Tactic Definition Arith7 x :=
- Replace (S x) with (plus x (1));
- [ Idtac | Rewrite plus_sym; Auto with arith ].
-
- Tactic Definition Arith7In H x :=
- XReplaceIn H '(S x) '(plus x (1)) ;
- [ Idtac | Rewrite plus_sym; Auto with arith ].
-
- Tactic Definition Arith7' x :=
- Replace (plus x (1)) with (S x);
- [ Idtac | Rewrite plus_sym; Auto with arith ].
-
- Tactic Definition Arith8 x y :=
- Replace x with (plus y (minus x y));
- [ Idtac | Auto with arith ].
-
- Tactic Definition Arith8' x y :=
- Replace (plus y (minus x y)) with x;
- [ Idtac | Auto with arith ].
-
- Tactic Definition Arith9'In H x :=
- XReplaceIn H '(S (plus x (0))) '(S x).
-
- Tactic Definition Arith10 x :=
- Replace x with (minus (S x) (1));
- [ Idtac | Simpl; Rewrite <- minus_n_O; Auto with arith ].
+++ /dev/null
-(*#* #stop file *)
-
- Tactic Definition XAuto := Auto with ltlc.
-
- Tactic Definition XEAuto := EAuto with ltlc.
-
- Tactic Definition XDEAuto d := EAuto d with ltlc.
-
- Tactic Definition XElimUsing e v :=
- Try Intros until v; Elim v using e; Try Clear v.
-
- Tactic Definition XElim v := Try Intros until v; Elim v; Try Clear v.
-
- Tactic Definition XCase v := Try Intros until v; Case v; Try Clear v.
-
- Tactic Definition XReplaceIn Z0 y1 y2 :=
- Cut y1=y2; [ Intros Z; Rewrite Z in Z0; Clear Z | XAuto ].
-
- Theorem insert_eq: (S:Set; x:S; P:S->Prop; G:Prop)
- ((y:S) (P y) -> y = x -> G) -> (P x) -> G.
- EAuto. Qed.
-
- Tactic Definition InsertEq H y :=
- Pattern 1 y in H; Match Context With [ _: (?1 y) |- ? ] ->
- Apply insert_eq with x:=y P:=?1;
- [ Clear H; Intros until 1 | Pattern y; Apply H ].
-
- Theorem unintro : (A:Set; a:A; P:A->Prop) ((x:A) (P x)) -> (P a).
- Auto.
- Qed.
-
- Tactic Definition UnIntro Last H :=
- Move H after Last;
- Match Context With [ y: ?1 |- ?2 ] ->
- Apply (unintro ?1 y); Clear y.
-
- Tactic Definition NonLinear :=
- Match Context With
- [ H: ?1 |- ? ] -> Cut ?1; [ Intros | XAuto ].
-
- Tactic Definition XRewrite x :=
- Match Context With
- | [ H0: x = ? |- ? ] -> Try Rewrite H0
- | [ H0: ? = x |- ? ] -> Try Rewrite <- H0
- | _ -> Idtac.
+++ /dev/null
-(* This file was generated by coqgen *)
-
-Require base_tactics.
-Require base_hints.
-
-(*#* #stop file *)
-
-(* extensions for ex2 *)
-
-Syntactic Definition ex2_intro := ex_intro2.
-
-Theorem ex2_sym: (A:Set; P,Q:A->Prop)
- (EX x | (P x) & (Q x)) -> (EX x | (Q x) & (P x)).
- Intros; XElim H; XEAuto.
- Qed.
-
-Hints Resolve ex2_sym : ltlc.
-
-(* or3 *)
-
-Inductive or3 [P0,P1,P2:Prop] : Prop :=
- | or3_intro0 : P0 -> (or3 P0 P1 P2)
- | or3_intro1 : P1 -> (or3 P0 P1 P2)
- | or3_intro2 : P2 -> (or3 P0 P1 P2).
-
-Hint or3 : ltlc := Constructors or3.
-
-Grammar constr constr10 :=
- | or3
- [ "OR" constr($c0) "|" constr($c1) "|" constr($c2) ] ->
- [ (or3 $c0 $c1 $c2) ].
-
-(* or4 *)
-
-Inductive or4 [P0,P1,P2,P3:Prop] : Prop :=
- | or4_intro0 : P0 -> (or4 P0 P1 P2 P3)
- | or4_intro1 : P1 -> (or4 P0 P1 P2 P3)
- | or4_intro2 : P2 -> (or4 P0 P1 P2 P3)
- | or4_intro3 : P3 -> (or4 P0 P1 P2 P3).
-
-Hint or4 : ltlc := Constructors or4.
-
-Grammar constr constr10 :=
- | or4
- [ "OR" constr($c0) "|" constr($c1) "|" constr($c2) "|" constr($c3) ] ->
- [ (or4 $c0 $c1 $c2 $c3) ].
-
-(* ex2_2 *)
-
-Inductive ex2_2 [A0,A1:Set; P0,P1:A0->A1->Prop] : Prop :=
- ex2_2_intro : (x0:A0; x1:A1)(P0 x0 x1)->(P1 x0 x1)->(ex2_2 A0 A1 P0 P1).
-
-Hint ex2_2 : ltlc := Constructors ex2_2.
-
-Syntactic Definition Ex2_2 := ex2_2 | 1.
-
-Grammar constr constr10 :=
- | ex2_2implicit
- [ "EX" ident($v0) ident($v1) "|" constr($c0) "&" constr($c1) ] ->
- [ (ex2_2 ? ? [$v0;$v1]$c0 [$v0;$v1]$c1) ].
-
-(* ex3_2 *)
-
-Inductive ex3_2 [A0,A1:Set; P0,P1,P2:A0->A1->Prop] : Prop :=
- ex3_2_intro : (x0:A0; x1:A1)(P0 x0 x1)->(P1 x0 x1)->(P2 x0 x1)->(ex3_2 A0 A1 P0 P1 P2).
-
-Hint ex3_2 : ltlc := Constructors ex3_2.
-
-Syntactic Definition Ex3_2 := ex3_2 | 1.
-
-Grammar constr constr10 :=
- | ex3_2implicit
- [ "EX" ident($v0) ident($v1) "|" constr($c0) "&" constr($c1) "&" constr($c2) ] ->
- [ (ex3_2 ? ? [$v0;$v1]$c0 [$v0;$v1]$c1 [$v0;$v1]$c2) ].
-
-(* ex_3 *)
-
-Inductive ex_3 [A0,A1,A2:Set; P0:A0->A1->A2->Prop] : Prop :=
- ex_3_intro : (x0:A0; x1:A1; x2:A2)(P0 x0 x1 x2)->(ex_3 A0 A1 A2 P0).
-
-Hint ex_3 : ltlc := Constructors ex_3.
-
-Syntactic Definition Ex_3 := ex_3 | 1.
-
-Grammar constr constr10 :=
- | ex_3implicit
- [ "EX" ident($v0) ident($v1) ident($v2) "|" constr($c0) ] ->
- [ (ex_3 ? ? ? [$v0;$v1;$v2]$c0) ].
-
-(* ex3_3 *)
-
-Inductive ex3_3 [A0,A1,A2:Set; P0,P1,P2:A0->A1->A2->Prop] : Prop :=
- ex3_3_intro : (x0:A0; x1:A1; x2:A2)(P0 x0 x1 x2)->(P1 x0 x1 x2)->(P2 x0 x1 x2)->(ex3_3 A0 A1 A2 P0 P1 P2).
-
-Hint ex3_3 : ltlc := Constructors ex3_3.
-
-Syntactic Definition Ex3_3 := ex3_3 | 1.
-
-Grammar constr constr10 :=
- | ex3_3implicit
- [ "EX" ident($v0) ident($v1) ident($v2) "|" constr($c0) "&" constr($c1) "&" constr($c2) ] ->
- [ (ex3_3 ? ? ? [$v0;$v1;$v2]$c0 [$v0;$v1;$v2]$c1 [$v0;$v1;$v2]$c2) ].
-
-(* ex4_3 *)
-
-Inductive ex4_3 [A0,A1,A2:Set; P0,P1,P2,P3:A0->A1->A2->Prop] : Prop :=
- ex4_3_intro : (x0:A0; x1:A1; x2:A2)(P0 x0 x1 x2)->(P1 x0 x1 x2)->(P2 x0 x1 x2)->(P3 x0 x1 x2)->(ex4_3 A0 A1 A2 P0 P1 P2 P3).
-
-Hint ex4_3 : ltlc := Constructors ex4_3.
-
-Syntactic Definition Ex4_3 := ex4_3 | 1.
-
-Grammar constr constr10 :=
- | ex4_3implicit
- [ "EX" ident($v0) ident($v1) ident($v2) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) ] ->
- [ (ex4_3 ? ? ? [$v0;$v1;$v2]$c0 [$v0;$v1;$v2]$c1 [$v0;$v1;$v2]$c2 [$v0;$v1;$v2]$c3) ].
-
-(* ex3_4 *)
-
-Inductive ex3_4 [A0,A1,A2,A3:Set; P0,P1,P2:A0->A1->A2->A3->Prop] : Prop :=
- ex3_4_intro : (x0:A0; x1:A1; x2:A2; x3:A3)(P0 x0 x1 x2 x3)->(P1 x0 x1 x2 x3)->(P2 x0 x1 x2 x3)->(ex3_4 A0 A1 A2 A3 P0 P1 P2).
-
-Hint ex3_4 : ltlc := Constructors ex3_4.
-
-Syntactic Definition Ex3_4 := ex3_4 | 1.
-
-Grammar constr constr10 :=
- | ex3_4implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) "|" constr($c0) "&" constr($c1) "&" constr($c2) ] ->
- [ (ex3_4 ? ? ? ? [$v0;$v1;$v2;$v3]$c0 [$v0;$v1;$v2;$v3]$c1 [$v0;$v1;$v2;$v3]$c2) ].
-
-(* ex4_4 *)
-
-Inductive ex4_4 [A0,A1,A2,A3:Set; P0,P1,P2,P3:A0->A1->A2->A3->Prop] : Prop :=
- ex4_4_intro : (x0:A0; x1:A1; x2:A2; x3:A3)(P0 x0 x1 x2 x3)->(P1 x0 x1 x2 x3)->(P2 x0 x1 x2 x3)->(P3 x0 x1 x2 x3)->(ex4_4 A0 A1 A2 A3 P0 P1 P2 P3).
-
-Hint ex4_4 : ltlc := Constructors ex4_4.
-
-Syntactic Definition Ex4_4 := ex4_4 | 1.
-
-Grammar constr constr10 :=
- | ex4_4implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) ] ->
- [ (ex4_4 ? ? ? ? [$v0;$v1;$v2;$v3]$c0 [$v0;$v1;$v2;$v3]$c1 [$v0;$v1;$v2;$v3]$c2 [$v0;$v1;$v2;$v3]$c3) ].
-
-(* ex4_5 *)
-
-Inductive ex4_5 [A0,A1,A2,A3,A4:Set; P0,P1,P2,P3:A0->A1->A2->A3->A4->Prop] : Prop :=
- ex4_5_intro : (x0:A0; x1:A1; x2:A2; x3:A3; x4:A4)(P0 x0 x1 x2 x3 x4)->(P1 x0 x1 x2 x3 x4)->(P2 x0 x1 x2 x3 x4)->(P3 x0 x1 x2 x3 x4)->(ex4_5 A0 A1 A2 A3 A4 P0 P1 P2 P3).
-
-Hint ex4_5 : ltlc := Constructors ex4_5.
-
-Syntactic Definition Ex4_5 := ex4_5 | 1.
-
-Grammar constr constr10 :=
- | ex4_5implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) ident($v4) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) ] ->
- [ (ex4_5 ? ? ? ? ? [$v0;$v1;$v2;$v3;$v4]$c0 [$v0;$v1;$v2;$v3;$v4]$c1 [$v0;$v1;$v2;$v3;$v4]$c2 [$v0;$v1;$v2;$v3;$v4]$c3) ].
-
-(* ex5_5 *)
-
-Inductive ex5_5 [A0,A1,A2,A3,A4:Set; P0,P1,P2,P3,P4:A0->A1->A2->A3->A4->Prop] : Prop :=
- ex5_5_intro : (x0:A0; x1:A1; x2:A2; x3:A3; x4:A4)(P0 x0 x1 x2 x3 x4)->(P1 x0 x1 x2 x3 x4)->(P2 x0 x1 x2 x3 x4)->(P3 x0 x1 x2 x3 x4)->(P4 x0 x1 x2 x3 x4)->(ex5_5 A0 A1 A2 A3 A4 P0 P1 P2 P3 P4).
-
-Hint ex5_5 : ltlc := Constructors ex5_5.
-
-Syntactic Definition Ex5_5 := ex5_5 | 1.
-
-Grammar constr constr10 :=
- | ex5_5implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) ident($v4) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) "&" constr($c4) ] ->
- [ (ex5_5 ? ? ? ? ? [$v0;$v1;$v2;$v3;$v4]$c0 [$v0;$v1;$v2;$v3;$v4]$c1 [$v0;$v1;$v2;$v3;$v4]$c2 [$v0;$v1;$v2;$v3;$v4]$c3 [$v0;$v1;$v2;$v3;$v4]$c4) ].
-
-(* ex6_6 *)
-
-Inductive ex6_6 [A0,A1,A2,A3,A4,A5:Set; P0,P1,P2,P3,P4,P5:A0->A1->A2->A3->A4->A5->Prop] : Prop :=
- ex6_6_intro : (x0:A0; x1:A1; x2:A2; x3:A3; x4:A4; x5:A5)(P0 x0 x1 x2 x3 x4 x5)->(P1 x0 x1 x2 x3 x4 x5)->(P2 x0 x1 x2 x3 x4 x5)->(P3 x0 x1 x2 x3 x4 x5)->(P4 x0 x1 x2 x3 x4 x5)->(P5 x0 x1 x2 x3 x4 x5)->(ex6_6 A0 A1 A2 A3 A4 A5 P0 P1 P2 P3 P4 P5).
-
-Hint ex6_6 : ltlc := Constructors ex6_6.
-
-Syntactic Definition Ex6_6 := ex6_6 | 1.
-
-Grammar constr constr10 :=
- | ex6_6implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) ident($v4) ident($v5) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) "&" constr($c4) "&" constr($c5) ] ->
- [ (ex6_6 ? ? ? ? ? ? [$v0;$v1;$v2;$v3;$v4;$v5]$c0 [$v0;$v1;$v2;$v3;$v4;$v5]$c1 [$v0;$v1;$v2;$v3;$v4;$v5]$c2 [$v0;$v1;$v2;$v3;$v4;$v5]$c3 [$v0;$v1;$v2;$v3;$v4;$v5]$c4 [$v0;$v1;$v2;$v3;$v4;$v5]$c5) ].
-
-(* ex6_7 *)
-
-Inductive ex6_7 [A0,A1,A2,A3,A4,A5,A6:Set; P0,P1,P2,P3,P4,P5:A0->A1->A2->A3->A4->A5->A6->Prop] : Prop :=
- ex6_7_intro : (x0:A0; x1:A1; x2:A2; x3:A3; x4:A4; x5:A5; x6:A6)(P0 x0 x1 x2 x3 x4 x5 x6)->(P1 x0 x1 x2 x3 x4 x5 x6)->(P2 x0 x1 x2 x3 x4 x5 x6)->(P3 x0 x1 x2 x3 x4 x5 x6)->(P4 x0 x1 x2 x3 x4 x5 x6)->(P5 x0 x1 x2 x3 x4 x5 x6)->(ex6_7 A0 A1 A2 A3 A4 A5 A6 P0 P1 P2 P3 P4 P5).
-
-Hint ex6_7 : ltlc := Constructors ex6_7.
-
-Syntactic Definition Ex6_7 := ex6_7 | 1.
-
-Grammar constr constr10 :=
- | ex6_7implicit
- [ "EX" ident($v0) ident($v1) ident($v2) ident($v3) ident($v4) ident($v5) ident($v6) "|" constr($c0) "&" constr($c1) "&" constr($c2) "&" constr($c3) "&" constr($c4) "&" constr($c5) ] ->
- [ (ex6_7 ? ? ? ? ? ? ? [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c0 [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c1 [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c2 [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c3 [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c4 [$v0;$v1;$v2;$v3;$v4;$v5;$v6]$c5) ].
-
-(* extended Decompose tactic *)
-
-Tactic Definition XDecompose H :=
- Decompose [and or ex ex2 or3 or4 ex2_2 ex3_2 ex_3 ex3_3 ex4_3 ex3_4 ex4_4 ex4_5 ex5_5 ex6_6 ex6_7] H; Clear H.
-
+++ /dev/null
-(*#* #stop file *)
-
-Require Export terms_defs.
-
- Inductive Set C := CSort: nat -> C
- | CTail: C -> K -> T -> C.
-
- Hint f3CKT : ltlc := Resolve (f_equal3 C K T).
-
- Tactic Definition CGenBase :=
- Match Context With
- | [ H: (CSort ?) = (CSort ?) |- ? ] -> Inversion H; Clear H
- | [ H: (CTail ? ? ?) = (CTail ? ? ?) |- ? ] -> Inversion H; Clear H
- | _ -> TGenBase.
-
- Definition r: K -> nat -> nat := [k;i] Cases k of
- | (Bind _) => i
- | (Flat _) => (S i)
- end.
-
- Fixpoint app [c:C] : nat -> T -> T := [j;t]Cases j c of
- | (0) _ => t
- | _ (CSort _) => t
- | (S i) (CTail c k u) => (app c (r k i) (TTail k u t))
- end.
-
- Section r_props. (********************************************************)
-
- Theorem r_S: (k:?; i:?) (r k (S i)) = (S (r k i)).
- XElim k; XAuto.
- Qed.
-
- Theorem r_plus_sym: (k:?; i,j:?) (r k (plus i j)) = (plus i (r k j)).
- XElim k; Intros; Simpl; XAuto.
- Qed.
-
- Theorem r_minus: (i,n:?) (lt n i) ->
- (k:?) (minus (r k i) (S n)) = (r k (minus i (S n))).
- XElim k; Intros; Simpl; XEAuto.
- Qed.
-
- Theorem r_dis: (k:?; P:Prop)
- (((i:?) (r k i) = i) -> P) ->
- (((i:?) (r k i) = (S i)) -> P) -> P.
- XElim k; XAuto.
- Qed.
-
- End r_props.
-
- Tactic Definition RRw :=
- Repeat (Rewrite r_S Orelse Rewrite r_plus_sym).
-
- Section r_arith. (********************************************************)
-
- Theorem r_arith0: (k:?; i:?) (minus (r k (S i)) (1)) = (r k i).
- Intros; RRw; Rewrite minus_Sx_SO; XAuto.
- Qed.
-
- Theorem r_arith1: (k:?; i,j:?) (minus (r k (S i)) (S j)) = (minus (r k i) j).
- Intros; RRw; XAuto.
- Qed.
-
- End r_arith.
-
- Section app_props. (******************************************************)
-
- Theorem app_csort: (t:?; i,n:?) (app (CSort n) i t) = t.
- XElim i; Intros; Simpl; XAuto.
- Qed.
-
- Theorem app_O: (c:?; t:?) (app c (0) t) = t.
- XElim c; XAuto.
- Qed.
-
- End app_props.
-
- Hints Resolve app_csort app_O : ltlc.
+++ /dev/null
-Require Export contexts_defs.
-Require Export drop_defs.
-Require Export pr0_defs.
-
-(*#* #caption "current axioms for the relation $\\CprZ{}{}$",
- "reflexivity", "compatibility"
-*)
-(*#* #cap #cap c, c1, c2 #alpha u1 in V1, u2 in V2, k in z *)
-
- Inductive cpr0 : C -> C -> Prop :=
- | cpr0_refl : (c:?) (cpr0 c c)
- | cpr0_comp : (c1,c2:?) (cpr0 c1 c2) -> (u1,u2:?) (pr0 u1 u2) ->
- (k:?) (cpr0 (CTail c1 k u1) (CTail c2 k u2)).
-
-(*#* #stop file *)
-
- Hint cpr0 : ltlc := Constructors cpr0.
-
- Section cpr0_drop. (******************************************************)
-
- Theorem cpr0_drop : (c1,c2:?) (cpr0 c1 c2) -> (h:?; e1:?; u1:?; k:?)
- (drop h (0) c1 (CTail e1 k u1)) ->
- (EX e2 u2 | (drop h (0) c2 (CTail e2 k u2)) &
- (cpr0 e1 e2) & (pr0 u1 u2)
- ).
- Intros until 1; XElim H.
-(* case 1 : cpr0_refl *)
- XEAuto.
-(* case 2 : cpr0_comp *)
- XElim h.
-(* case 2.1 : h = 0 *)
- Intros; DropGenBase.
- Inversion H2; Rewrite H6 in H1; Rewrite H4 in H; XEAuto.
-(* case 2.2 : h > 0 *)
- XElim k; Intros; DropGenBase.
-(* case 2.2.1 : Bind *)
- LApply (H0 n e1 u0 k); [ Clear H0 H3; Intros H0 | XAuto ].
- XElim H0; XEAuto.
-(* case 2.2.2 : Flat *)
- LApply (H0 (S n) e1 u0 k); [ Clear H0 H3; Intros H0 | XAuto ].
- XElim H0; XEAuto.
- Qed.
-
- Theorem cpr0_drop_back : (c1,c2:?) (cpr0 c2 c1) -> (h:?; e1:?; u1:?; k:?)
- (drop h (0) c1 (CTail e1 k u1)) ->
- (EX e2 u2 | (drop h (0) c2 (CTail e2 k u2)) &
- (cpr0 e2 e1) & (pr0 u2 u1)
- ).
- Intros until 1; XElim H.
-(* case 1 : cpr0_refl *)
- XEAuto.
-(* case 2 : cpr0_comp *)
- XElim h.
-(* case 2.1 : h = 0 *)
- Intros; DropGenBase.
- Inversion H2; Rewrite H6 in H1; Rewrite H4 in H; XEAuto.
-(* case 2.2 : h > 0 *)
- XElim k; Intros; DropGenBase.
-(* case 2.2.1 : Bind *)
- LApply (H0 n e1 u0 k); [ Clear H0 H3; Intros H0 | XAuto ].
- XElim H0; XEAuto.
-(* case 2.2.2 : Flat *)
- LApply (H0 (S n) e1 u0 k); [ Clear H0 H3; Intros H0 | XAuto ].
- XElim H0; XEAuto.
- Qed.
-
- End cpr0_drop.
-
- Tactic Definition Cpr0Drop :=
- Match Context With
- | [ _: (drop ?1 (0) ?2 (CTail ?3 ?4 ?5));
- _: (cpr0 ?2 ?6) |- ? ] ->
- LApply (cpr0_drop ?2 ?6); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?3 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ _: (drop ?1 (0) ?2 (CTail ?3 ?4 ?5));
- _: (cpr0 ?6 ?2) |- ? ] ->
- LApply (cpr0_drop_back ?2 ?6); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?3 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ _: (drop ?1 (0) (CTail ?2 ?7 ?8) (CTail ?3 ?4 ?5));
- _: (cpr0 ?2 ?6) |- ? ] ->
- LApply (cpr0_drop (CTail ?2 ?7 ?8) (CTail ?6 ?7 ?8)); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?3 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ _: (drop ?1 (0) (CTail ?2 ?7 ?8) (CTail ?3 ?4 ?5));
- _: (cpr0 ?6 ?2) |- ? ] ->
- LApply (cpr0_drop_back (CTail ?2 ?7 ?8) (CTail ?6 ?7 ?8)); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?3 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require Export ty0_defs.
-
- Inductive csub0 [g:G] : C -> C -> Prop :=
-(* structural rules *)
- | csub0_sort: (n:?) (csub0 g (CSort n) (CSort n))
- | csub0_tail: (c1,c2:?) (csub0 g c1 c2) -> (k,u:?)
- (csub0 g (CTail c1 k u) (CTail c2 k u))
-(* axioms *)
- | csub0_void: (c1,c2:?) (csub0 g c1 c2) -> (b:?) ~b=Void -> (u1,u2:?)
- (csub0 g (CTail c1 (Bind Void) u1) (CTail c2 (Bind b) u2))
- | csub0_abst: (c1,c2:?) (csub0 g c1 c2) -> (u,t:?) (ty0 g c2 u t) ->
- (csub0 g (CTail c1 (Bind Abst) t) (CTail c2 (Bind Abbr) u)).
-
- Hint csub0 : ltlc := Constructors csub0.
-
- Section csub0_props. (****************************************************)
-
- Theorem csub0_refl: (g:?; c:?) (csub0 g c c).
- XElim c; XAuto.
- Qed.
-
- End csub0_props.
-
- Hints Resolve csub0_refl : ltlc.
-
- Section csub0_drop. (*****************************************************)
-
- Theorem csub0_drop_abbr: (g:?; n:?; c1,c2:?) (csub0 g c1 c2) -> (d1,u:?)
- (drop n (0) c1 (CTail d1 (Bind Abbr) u)) ->
- (EX d2 | (csub0 g d1 d2) &
- (drop n (0) c2 (CTail d2 (Bind Abbr) u))
- ).
- XElim n.
-(* case 1 : n = 0 *)
- Intros; DropGenBase; Rewrite H0 in H; Inversion H; XEAuto.
-(* case 2 : n > 0 *)
- Intros until 2; XElim H0.
-(* case 2.1 : csub0_sort *)
- Intros; Inversion H0.
-(* case 2.2 : csub0_tail *)
- XElim k; Intros; DropGenBase.
-(* case 2.2.1 : Bind *)
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 u0); [ Clear H; Intros H | XAuto ].
- XElim H; XEAuto.
-(* case 2.2.2 : Flat *)
- LApply (H1 d1 u0); [ Clear H1; Intros H1 | XAuto ].
- XElim H1; XEAuto.
-(* case 2.3 : csub0_void *)
- Intros; DropGenBase.
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 u); [ Clear H; Intros H | XAuto ].
- XElim H; XEAuto.
-(* case 2.4 : csub0_abst *)
- Intros; DropGenBase.
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 u0); [ Clear H; Intros H | XAuto ].
- XElim H; XEAuto.
- Qed.
-
- Theorem csub0_drop_abst: (g:?; n:?; c1,c2:?) (csub0 g c1 c2) -> (d1,t:?)
- (drop n (0) c1 (CTail d1 (Bind Abst) t)) ->
- (EX d2 | (csub0 g d1 d2) &
- (drop n (0) c2 (CTail d2 (Bind Abst) t))
-
- ) \/
- (EX d2 u | (csub0 g d1 d2) &
- (drop n (0) c2 (CTail d2 (Bind Abbr) u)) &
- (ty0 g d2 u t)
- ).
- XElim n.
-(* case 1 : n = 0 *)
- Intros; DropGenBase; Rewrite H0 in H; Inversion H; XEAuto.
-(* case 2 : n > 0 *)
- Intros until 2; XElim H0.
-(* case 2.1 : csub0_sort *)
- Intros; Inversion H0.
-(* case 2.2 : csub0_tail *)
- XElim k; Intros; DropGenBase.
-(* case 2.2.1 : Bind *)
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 t); [ Clear H; Intros H | XAuto ].
- XElim H; Intros; XElim H; XEAuto.
-(* case 2.2.2 : Flat *)
- LApply (H1 d1 t); [ Clear H1; Intros H1 | XAuto ].
- XElim H1; Intros; XElim H1; XEAuto.
-(* case 2.3 : csub0_void *)
- Intros; DropGenBase.
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 t); [ Clear H; Intros H | XAuto ].
- XElim H; Intros; XElim H; XEAuto.
-(* case 2.4 : csub0_abst *)
- Intros; DropGenBase.
- LApply (H c0 c3); [ Clear H; Intros H | XAuto ].
- LApply (H d1 t0); [ Clear H; Intros H | XAuto ].
- XElim H; Intros; XElim H; XEAuto.
- Qed.
-
- End csub0_drop.
-
- Tactic Definition CSub0Drop :=
- Match Context With
- | [ H1: (csub0 ?1 ?2 ?3);
- H2: (drop ?4 (0) ?2 (CTail ?5 (Bind Abbr) ?6)) |- ? ] ->
- LApply (csub0_drop_abbr ?1 ?4 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?5 ?6); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (csub0 ?1 ?2 ?3);
- H2: (drop ?4 (0) ?2 (CTail ?5 (Bind Abst) ?6)) |- ? ] ->
- LApply (csub0_drop_abst ?1 ?4 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?5 ?6); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros H1; XElim H1; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require pc3_props.
-Require csub0_defs.
-
- Section csub0_pc3. (*****************************************************)
-
- Theorem csub0_pr2: (g:?; c1:?; t1,t2:?) (pr2 c1 t1 t2) ->
- (c2:?) (csub0 g c1 c2) -> (pr2 c2 t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1: pr2_free *)
- XAuto.
-(* case 2: pr2_delta *)
- CSub0Drop; XEAuto.
- Qed.
-
- Hints Resolve csub0_pr2.
-
- Opaque pc3.
-
- Theorem csub0_pc3: (g:?; c1:?; t1,t2:?) (pc3 c1 t1 t2) ->
- (c2:?) (csub0 g c1 c2) -> (pc3 c2 t1 t2).
- Intros until 1; XElimUsing pc3_ind_left H; XEAuto.
- Qed.
-
- End csub0_pc3.
-
- Hints Resolve csub0_pc3 : ltlc.
-
- Section csub0_ty0. (*****************************************************)
-
- Theorem csub0_ty0: (g:?; c1:?; t1,t2:?) (ty0 g c1 t1 t2) ->
- (c2:?) (wf0 g c2) -> (csub0 g c1 c2) ->
- (ty0 g c2 t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1: ty0_conv *)
- EApply ty0_conv; XEAuto.
-(* case 2: ty0_sort *)
- XEAuto.
-(* case 3: ty0_abbr *)
- CSub0Drop; EApply ty0_abbr; XEAuto.
-(* case 4: ty0_abst *)
- CSub0Drop; [ EApply ty0_abst | EApply ty0_abbr ]; XEAuto.
-(* case 5: ty0_bind *)
- EApply ty0_bind; XEAuto.
-(* case 6: ty0_appl *)
- EApply ty0_appl; XEAuto.
-(* case 7: ty0_cast *)
- EApply ty0_cast; XAuto.
- Qed.
-
- Theorem csub0_ty0_ld: (g:?; c:?; u,v:?) (ty0 g c u v) -> (t1,t2:?)
- (ty0 g (CTail c (Bind Abst) v) t1 t2) ->
- (ty0 g (CTail c (Bind Abbr) u) t1 t2).
- Intros; EApply csub0_ty0; XEAuto.
- Qed.
-
- End csub0_ty0.
-
- Hints Resolve csub0_ty0 csub0_ty0_ld : ltlc.
-
- Tactic Definition CSub0Ty0 :=
- Match Context With
- [ _: (ty0 ?1 ?2 ?4 ?); _: (ty0 ?1 ?2 ?3 ?7); _: (pc3 ?2 ?4 ?7);
- H: (ty0 ?1 (CTail ?2 (Bind Abst) ?4) ?5 ?6) |- ? ] ->
- LApply (csub0_ty0_ld ?1 ?2 ?3 ?4); [ Intros H_x | EApply ty0_conv; XEAuto ];
- LApply (H_x ?5 ?6); [ Clear H_x H; Intros | XAuto ].
+++ /dev/null
-Require Export contexts_defs.
-Require Export subst0_defs.
-Require Export drop_defs.
-
-(*#* #caption "axioms for strict substitution in contexts",
- "substituted tail item: second operand",
- "substituted tail item: first operand",
- "substituted tail item: both operands"
-*)
-(*#* #cap #cap c, c1, c2 #alpha v in W, u in V, u1 in V1, u2 in V2, k in z, r in q *)
-
- Inductive csubst0 : nat -> T -> C -> C -> Prop :=
- | csubst0_snd : (k:?; i:?; v,u1,u2:?) (subst0 (r k i) v u1 u2) -> (c:?)
- (csubst0 (S i) v (CTail c k u1) (CTail c k u2))
- | csubst0_fst : (k:?; i:?; c1,c2:?; v:?) (csubst0 (r k i) v c1 c2) ->
- (u:?) (csubst0 (S i) v (CTail c1 k u) (CTail c2 k u))
- | csubst0_both : (k:?; i:?; v,u1,u2:?) (subst0 (r k i) v u1 u2) ->
- (c1,c2:?) (csubst0 (r k i) v c1 c2) ->
- (csubst0 (S i) v (CTail c1 k u1) (CTail c2 k u2)).
-
-(*#* #stop file *)
-
- Hint csubst0 : ltlc := Constructors csubst0.
-
- Section csubst0_gen_base. (***********************************************)
-
- Theorem csubst0_gen_tail: (k:?; c1,x:?; u1,v:?; i:?)
- (csubst0 (S i) v (CTail c1 k u1) x) -> (OR
- (EX u2 | x = (CTail c1 k u2) &
- (subst0 (r k i) v u1 u2)
- ) |
- (EX c2 | x = (CTail c2 k u1) &
- (csubst0 (r k i) v c1 c2)
- ) |
- (EX u2 c2 | x = (CTail c2 k u2) &
- (subst0 (r k i) v u1 u2) &
- (csubst0 (r k i) v c1 c2)
- )).
- Intros until 1; InsertEq H '(S i); InsertEq H '(CTail c1 k u1).
- XCase H; Clear x v y y0; Intros; Inversion H1.
-(* case 1: csubst0_snd *)
- Inversion H0; Rewrite H3 in H; Rewrite H5 in H; Rewrite H6 in H; XEAuto.
-(* case 2: csubst0_fst *)
- Inversion H0; Rewrite H3 in H; Rewrite H4 in H; Rewrite H5 in H; XEAuto.
-(* case 2: csubst0_both *)
- Inversion H2; Rewrite H5 in H; Rewrite H6 in H; Rewrite H7 in H;
- Rewrite H4 in H0; Rewrite H5 in H0; Rewrite H7 in H0; XEAuto.
- Qed.
-
- End csubst0_gen_base.
-
- Tactic Definition CSubst0GenBase :=
- Match Context With
- | [ H: (csubst0 (S ?1) ?2 (CTail ?3 ?4 ?5) ?6) |- ? ] ->
- LApply (csubst0_gen_tail ?4 ?3 ?6 ?5 ?2 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros H; XElim H; Intros.
-
- Section csubst0_drop. (***************************************************)
-
- Theorem csubst0_drop_ge : (i,n:?) (le i n) ->
- (c1,c2:?; v:?) (csubst0 i v c1 c2) ->
- (e:?) (drop n (0) c1 e) ->
- (drop n (0) c2 e).
- XElim i.
-(* case 1: i = 0 *)
- Intros; Inversion H0.
-(* case 2: i > 0 *)
- Intros i; XElim n.
-(* case 2.1: n = 0 *)
- Intros; Inversion H0.
-(* case 2.2: n > 0 *)
- Intros until 3; Clear H0; InsertEq H2 '(S i); XElim H0; Intros.
- DropGenBase.
-(* case 2.2.1: csubst0_snd *)
- XAuto.
-(* case 2.2.2: csubst0_fst *)
- XReplaceIn H0 i0 i; DropGenBase; NewInduction k; XEAuto.
-(* case 2.2.3: csubst0_both *)
- XReplaceIn H0 i0 i; XReplaceIn H2 i0 i.
- DropGenBase; NewInduction k; XEAuto.
- Qed.
-
- Tactic Definition IH :=
- Match Context With
- | [ H0: (n:?) (lt n ?1) -> (c1,c2:?; v:?) (csubst0 ?1 v c1 c2) -> (e:C) (drop n (0) c1 e) -> ?;
- H1: (csubst0 ?1 ?2 ?3 ?4); H2: (drop ?5 (0) ?3 ?6) |- ? ] ->
- LApply (H0 ?5); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?3 ?4 ?2); [ Clear H0 H1; Intros H0 | XAuto ];
- LApply (H0 ?6); [ Clear H0 H2; Intros H0 | XAuto ];
- XElim H0; Intros H0; [ Idtac | XElim H0 | XElim H0 | XElim H0 ]; Intros
- | [ H0: (r ? ?1) = (S ?1) -> (e:?) (drop (S ?2) (0) ?3 e) -> ?;
- H1: (drop (S ?2) (0) ?3 ?4) |- ? ] ->
- LApply H0; [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?4); [ Clear H0 H1; Intros H0 | XAuto ];
- XElim H0; Intros H0; [ Idtac | XElim H0 | XElim H0 | XElim H0 ]; Intros.
-
- Theorem csubst0_drop_lt : (i,n:?) (lt n i) ->
- (c1,c2:?; v:?) (csubst0 i v c1 c2) ->
- (e:?) (drop n (0) c1 e) -> (OR
- (drop n (0) c2 e) |
- (EX k e0 u w | e = (CTail e0 k u) &
- (drop n (0) c2 (CTail e0 k w)) &
- (subst0 (minus (r k i) (S n)) v u w)
- ) |
- (EX k e1 e2 u | e = (CTail e1 k u) &
- (drop n (0) c2 (CTail e2 k u)) &
- (csubst0 (minus (r k i) (S n)) v e1 e2)
- ) |
- (EX k e1 e2 u w | e = (CTail e1 k u) &
- (drop n (0) c2 (CTail e2 k w)) &
- (subst0 (minus (r k i) (S n)) v u w) &
- (csubst0 (minus (r k i) (S n)) v e1 e2)
- )).
- XElim i.
-(* case 1: i = 0 *)
- Intros; Inversion H.
-(* case 2: i > 0 *)
- Intros i; XElim n.
-(* case 2.1: n = 0 *)
- Intros H0; Clear H0; Intros until 1; InsertEq H0 '(S i); XElim H0;
- Clear H c1 c2 v y; Intros; DropGenBase; XRewrite e;
- Rewrite <- r_arith0 in H; Try Rewrite <- r_arith0 in H0; Replace i with i0; XEAuto.
-(* case 2.2: n > 0 *)
- Intros until 3; Clear H0; InsertEq H2 '(S i); XElim H0; Clear c1 c2 v y;
- Intros; DropGenBase.
-(* case 2.2.1: csubst0_snd *)
- XEAuto.
-(* case 2.2.2: csubst0_fst *)
- Replace i0 with i; XAuto; XReplaceIn H0 i0 i; XReplaceIn H2 i0 i; Clear H3 i0.
- Apply (r_dis k); Intros; Rewrite (H3 i) in H0; Rewrite (H3 n) in H4.
-(* case 2.2.2.1: bind *)
- IH; XRewrite e; Try Rewrite <- (H3 n) in H; Try Rewrite <- (H3 n) in H0;
- Try Rewrite <- r_arith1 in H4; Try Rewrite <- r_arith1 in H5; XEAuto.
-(* case 2.2.2.2: flat *)
- IH; XRewrite e; Try Rewrite <- (H3 n) in H2; Try Rewrite <- (H3 n) in H4; XEAuto.
-(* case 2.2.3: csubst0_both *)
- Replace i0 with i; XAuto; XReplaceIn H0 i0 i; XReplaceIn H2 i0 i; XReplaceIn H3 i0 i; Clear H4 i0.
- Apply (r_dis k); Intros; Rewrite (H4 i) in H2; Rewrite (H4 n) in H5.
-(* case 2.2.2.1: bind *)
- IH; XRewrite e; Try Rewrite <- (H4 n) in H; Try Rewrite <- (H4 n) in H2;
- Try Rewrite <- r_arith1 in H5; Try Rewrite <- r_arith1 in H6; XEAuto.
-(* case 2.2.3.2: flat *)
- IH; XRewrite e; Try Rewrite <- (H4 n) in H3; Try Rewrite <- (H4 n) in H5; XEAuto.
- Qed.
-
- Theorem csubst0_drop_ge_back : (i,n:?) (le i n) ->
- (c1,c2:?; v:?) (csubst0 i v c1 c2) ->
- (e:?) (drop n (0) c2 e) ->
- (drop n (0) c1 e).
- XElim i.
-(* case 1 : i = 0 *)
- Intros; Inversion H0.
-(* case 2 : i > 0 *)
- Intros i; XElim n.
-(* case 2.1 : n = 0 *)
- Intros; Inversion H0.
-(* case 2.2 : n > 0 *)
- Intros until 3; Clear H0; InsertEq H2 '(S i); XElim H0; Intros;
- DropGenBase.
-(* case 2.2.1 : csubst0_snd *)
- XAuto.
-(* case 2.2.2 : csubst0_fst *)
- XReplaceIn H0 i0 i; NewInduction k; XEAuto.
-(* case 2.2.3 : csubst0_both *)
- XReplaceIn H0 i0 i; XReplaceIn H2 i0 i; NewInduction k; XEAuto.
- Qed.
-
- End csubst0_drop.
-
- Tactic Definition CSubst0Drop :=
- Match Context With
- | [ H1: (lt ?2 ?1);
- H2: (csubst0 ?1 ?3 ?4 ?5); H3: (drop ?2 (0) ?4 ?6) |- ? ] ->
- LApply (csubst0_drop_lt ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros H3 | XAuto ];
- XElim H3;
- [ Intros | Intros H3; XElim H3; Intros
- | Intros H3; XElim H3; Intros | Intros H3; XElim H3; Intros ]
- | [ H1: (le ?1 ?2);
- H2: (csubst0 ?1 ?3 ?4 ?5); H3: (drop ?2 (0) ?4 ?6) |- ? ] ->
- LApply (csubst0_drop_ge ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros | XAuto ]
- | [H2: (csubst0 ?1 ?3 ?4 ?5); H3: (drop ?1 (0) ?4 ?6) |- ? ] ->
- LApply (csubst0_drop_ge ?1 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x H2; Intros H2 | XAuto ];
- LApply (H2 ?6); [ Clear H2 H3; Intros | XAuto ]
- | [H2: (csubst0 ?1 ?3 ?4 ?5); H3: (drop ?1 (0) ?5 ?6) |- ? ] ->
- LApply (csubst0_drop_ge_back ?1 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros | XAuto ]
- | [H2: (csubst0 ?1 ?3 ?4 ?5); H3: (drop ?2 (0) ?5 ?6) |- ? ] ->
- LApply (csubst0_drop_ge_back ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros | XAuto ].
-
+++ /dev/null
-(*#* #stop file *)
-
-Require Export subst1_defs.
-Require Export csubst0_defs.
-
- Inductive csubst1 [i:nat; v:T; c1:C] : C -> Prop :=
- | csubst1_refl : (csubst1 i v c1 c1)
- | csubst1_single : (c2:?) (csubst0 i v c1 c2) -> (csubst1 i v c1 c2).
-
- Hint csubst1 : ltlc := Constructors csubst1.
-
- Section csubst1_props. (**************************************************)
-
- Theorem csubst1_tail: (k:?; i:?; v,u1,u2:?) (subst1 (r k i) v u1 u2) ->
- (c1,c2:?) (csubst1 (r k i) v c1 c2) ->
- (csubst1 (S i) v (CTail c1 k u1) (CTail c2 k u2)).
- Intros until 1; XElim H; Clear u2.
-(* case 1: csubst1_refl *)
- Intros until 1; XElim H; Clear c2; XAuto.
-(* case 2: csubst1_single *)
- Intros until 2; XElim H0; Clear c2; XAuto.
- Qed.
-
- End csubst1_props.
-
- Hints Resolve csubst1_tail : ltlc.
-
- Section csubst1_gen_base. (***********************************************)
-
- Theorem csubst1_gen_tail: (k:?; c1,x:?; u1,v:?; i:?)
- (csubst1 (S i) v (CTail c1 k u1) x) ->
- (EX u2 c2 | x = (CTail c2 k u2) &
- (subst1 (r k i) v u1 u2) &
- (csubst1 (r k i) v c1 c2)
- ).
- Intros; InsertEq H '(CTail c1 k u1); InsertEq H '(S i);
- XElim H; Clear x; Intros.
-(* case 1: csubst1_refl *)
- Rewrite H0; XEAuto.
-(* case 2: csubst1_single *)
- Rewrite H0 in H; Rewrite H1 in H; Clear H0 H1 y y0.
- CSubst0GenBase; Rewrite H; XEAuto.
- Qed.
-
- End csubst1_gen_base.
-
- Tactic Definition CSubst1GenBase :=
- Match Context With
- | [ H: (csubst1 (S ?1) ?2 (CTail ?3 ?4 ?5) ?6) |- ? ] ->
- LApply (csubst1_gen_tail ?4 ?3 ?6 ?5 ?2 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
- Section csubst1_drop. (***************************************************)
-
- Theorem csubst1_drop_ge : (i,n:?) (le i n) ->
- (c1,c2:?; v:?) (csubst1 i v c1 c2) ->
- (e:?) (drop n (0) c1 e) ->
- (drop n (0) c2 e).
- Intros until 2; XElim H0; Intros;
- Try CSubst0Drop; XAuto.
- Qed.
-
- Theorem csubst1_drop_lt : (i,n:?) (lt n i) ->
- (c1,c2:?; v:?) (csubst1 i v c1 c2) ->
- (e1:?) (drop n (0) c1 e1) ->
- (EX e2 | (csubst1 (minus i n) v e1 e2) &
- (drop n (0) c2 e2)
- ).
- Intros until 2; XElim H0; Intros;
- Try (
- CSubst0Drop; Try Rewrite H1; Try Rewrite minus_x_Sy;
- Try Rewrite r_minus in H3; Try Rewrite r_minus in H4
- ); XEAuto.
- Qed.
-
- Theorem csubst1_drop_ge_back : (i,n:?) (le i n) ->
- (c1,c2:?; v:?) (csubst1 i v c1 c2) ->
- (e:?) (drop n (0) c2 e) ->
- (drop n (0) c1 e).
- Intros until 2; XElim H0; Intros;
- Try CSubst0Drop; XAuto.
- Qed.
-
- End csubst1_drop.
-
- Tactic Definition CSubst1Drop :=
- Match Context With
- | [ H1: (lt ?2 ?1);
- H2: (csubst1 ?1 ?3 ?4 ?5); H3: (drop ?2 (0) ?4 ?6) |- ? ] ->
- LApply (csubst1_drop_lt ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros H3 | XAuto ];
- XElim H3; Intros
- | [H2: (csubst1 ?1 ?3 ?4 ?5); H3: (drop ?1 (0) ?4 ?6) |- ? ] ->
- LApply (csubst1_drop_ge ?1 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x H2; Intros H2 | XAuto ];
- LApply (H2 ?6); [ Clear H2 H3; Intros | XAuto ]
- | [ H2: (csubst1 ?1 ?3 ?4 ?5); H3: (drop ?2 (0) ?4 ?6) |- ? ] ->
- LApply (csubst1_drop_ge ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H3; Intros | XAuto ].
+++ /dev/null
-Name: lambda-delta
-Title: A formalization of a lambda-typed lambda-calculus with abbreviations
-Author: Ferruccio Guidi
-Email: fguidi@cs.unibo.it
-Homepage: http://www.cs.unibo.it/~fguidi
-Institution: Department of Computer Science, University of Bologna
-Address: Mura Anteo Zamboni 7, 40127 Bologna, ITALY
-Date: March 31, 2005
-Description:
-Url:
-Keywords: lambda-types, lambda-calculus, abbreviations
-Version: 7.3.1
-Require:
+++ /dev/null
-Require Export contexts_defs.
-Require Export lift_defs.
-
-(*#* #caption "current axioms for dropping",
- "base case", "untouched tail item",
- "dropped tail item", "updated tail item"
-*)
-(*#* #cap #alpha c in C1, e in C2, u in V, k in z, n in k, d in i, r in q *)
-
- Inductive drop: nat -> nat -> C -> C -> Prop :=
- | drop_sort: (h,d,n:?) (drop h d (CSort n) (CSort n))
- | drop_comp: (c,e:?) (drop (0) (0) c e) ->
- (k:?; u:?) (drop (0) (0) (CTail c k u) (CTail e k u))
- | drop_drop: (k:?; h:?; c,e:?) (drop (r k h) (0) c e) ->
- (u:?) (drop (S h) (0) (CTail c k u) e)
- | drop_skip: (k:?; h,d:?; c,e:?) (drop h (r k d) c e) -> (u:?)
- (drop h (S d) (CTail c k (lift h (r k d) u)) (CTail e k u)).
-
-(*#* #stop file *)
-
- Hint drop : ltlc := Constructors drop.
-
- Hint discr : ltlc := Extern 4 (drop ? ? ? ?) Simpl.
-
- Section drop_gen_base. (**************************************************)
-
- Theorem drop_gen_sort: (n,h,d:?; x:?)
- (drop h d (CSort n) x) -> x = (CSort n).
- Intros until 1; InsertEq H '(CSort n); XElim H; Intros;
- Try Inversion H1; XAuto.
- Qed.
-
- Theorem drop_gen_refl: (x,e:?) (drop (0) (0) x e) -> x = e.
- Intros until 1; Repeat InsertEq H '(0); XElim H; Intros.
-(* case 1: drop_sort *)
- XAuto.
-(* case 2: drop_comp *)
- Rewrite H0; XAuto.
-(* case 3: drop_drop *)
- Inversion H2.
-(* case 4: drop_skip *)
- Inversion H1.
- Qed.
-
- Theorem drop_gen_drop: (k:?; c,x:?; u:?; h:?)
- (drop (S h) (0) (CTail c k u) x) ->
- (drop (r k h) (0) c x).
- Intros until 1;
- InsertEq H '(CTail c k u); InsertEq H '(0); InsertEq H '(S h);
- XElim H; Intros.
-(* case 1: drop_sort *)
- Inversion H1.
-(* case 2: drop_comp *)
- Inversion H1.
-(* case 3: drop_drop *)
- Inversion H1; Inversion H3.
- Rewrite <- H5; Rewrite <- H6; Rewrite <- H7; XAuto.
-(* case 4: drop_skip *)
- Inversion H2.
- Qed.
-
- Theorem drop_gen_skip_r: (c,x:?; u:?; h,d:?; k:?)
- (drop h (S d) x (CTail c k u)) ->
- (EX e | x = (CTail e k (lift h (r k d) u)) & (drop h (r k d) e c)).
- Intros; Inversion_clear H; XEAuto.
- Qed.
-
- Theorem drop_gen_skip_l: (c,x:?; u:?; h,d:?; k:?)
- (drop h (S d) (CTail c k u) x) ->
- (EX e v | x = (CTail e k v) &
- u = (lift h (r k d) v) &
- (drop h (r k d) c e)
- ).
- Intros; Inversion_clear H; XEAuto.
- Qed.
-
- End drop_gen_base.
-
- Hints Resolve drop_gen_refl : ltlc.
-
- Tactic Definition DropGenBase :=
- Match Context With
- | [ H: (drop (0) (0) ?0 ?1) |- ? ] ->
- LApply (drop_gen_refl ?0 ?1); [ Clear H; Intros | XAuto ]
- | [ H: (drop ?0 ?1 (CSort ?2) ?3) |- ? ] ->
- LApply (drop_gen_sort ?2 ?0 ?1 ?3); [ Clear H; Intros | XAuto ]
- | [ H: (drop (S ?0) (0) (CTail ?1 ?2 ?3) ?4) |- ? ] ->
- LApply (drop_gen_drop ?2 ?1 ?4 ?3 ?0); [ Clear H; Intros | XAuto ]
- | [ H: (drop ?1 (S ?2) ?3 (CTail ?4 ?5 ?6)) |- ? ] ->
- LApply (drop_gen_skip_r ?4 ?3 ?6 ?1 ?2 ?5); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (drop ?1 (S ?2) (CTail ?4 ?5 ?6) ?3) |- ? ] ->
- LApply (drop_gen_skip_l ?4 ?3 ?6 ?1 ?2 ?5); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
- Section drop_props. (*****************************************************)
-
- Theorem drop_skip_bind: (h,d:?; c,e:?) (drop h d c e) -> (b:?; u:?)
- (drop h (S d) (CTail c (Bind b) (lift h d u)) (CTail e (Bind b) u)).
- Intros; Pattern 2 d; Replace d with (r (Bind b) d); XAuto.
- Qed.
-
- Theorem drop_refl: (c:?) (drop (0) (0) c c).
- XElim c; XAuto.
- Qed.
-
- Hints Resolve drop_refl : ltlc.
-
- Theorem drop_S: (b:?; c,e:?; u:?; h:?)
- (drop h (0) c (CTail e (Bind b) u)) ->
- (drop (S h) (0) c e).
- XElim c.
-(* case 1: CSort *)
- Intros; DropGenBase; Inversion H.
-(* case 2: CTail *)
- XElim h; Intros; DropGenBase.
-(* case 2.1: h = 0 *)
- Inversion H0; XAuto.
-(* case 2.1: h > 0 *)
- Apply drop_drop; RRw; XEAuto. (**) (* explicit constructor *)
- Qed.
-
- End drop_props.
-
- Hints Resolve drop_skip_bind drop_refl drop_S : ltlc.
-
- Tactic Definition DropS :=
- Match Context With
- [ _: (drop ?1 (0) ?2 (CTail ?3 (Bind ?4) ?5)) |- ? ] ->
- LApply (drop_S ?4 ?2 ?3 ?5 ?1); [ Intros | XAuto ].
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require drop_defs.
-
-(*#* #caption "main properties of drop" #clauses *)
-
- Section confluence. (*****************************************************)
-
- Tactic Definition IH :=
- Match Context With
- [ H1: (drop ?1 ?2 c ?3); H2: (drop ?1 ?2 c ?4) |- ? ] ->
- LApply (H ?4 ?2 ?1); [ Clear H H2; Intros H | XAuto ];
- LApply (H ?3); [ Clear H H1; Intros | XAuto ].
-
-(*#* #caption "confluence, first case" *)
-(*#* #cap #alpha c in C, x1 in C1, x2 in C2, d in i *)
-
- Theorem drop_mono : (c,x1:?; d,h:?) (drop h d c x1) ->
- (x2:?) (drop h d c x2) -> x1 = x2.
- XElim c.
-(* case 1: CSort *)
- Intros; Repeat DropGenBase; Rewrite H0; XAuto.
-(* case 2: CTail k *)
- XElim d.
-(* case 2.1: d = 0 *)
- XElim h; Intros; Repeat DropGenBase; Try Rewrite <- H0; XEAuto.
-(* case 2.2: d > 0 *)
- Intros; Repeat DropGenBase; Rewrite H1; Rewrite H2; Rewrite H5 in H3;
- LiftGen; IH; XAuto.
- Qed.
-
-(*#* #caption "confluence, second case" *)
-(*#* #cap #alpha c in C1, c0 in E1, e in C2, e0 in E2, u in V1, v in V2, i in k, d in i *)
-
- Theorem drop_conf_lt: (b:?; i:?; u:?; c0,c:?)
- (drop i (0) c (CTail c0 (Bind b) u)) ->
- (e:?; h,d:?) (drop h (S (plus i d)) c e) ->
- (EX v e0 | u = (lift h d v) &
- (drop i (0) e (CTail e0 (Bind b) v)) &
- (drop h d c0 e0)
- ).
- XElim i.
-(* case 1 : i = 0 *)
- Intros until 1.
- DropGenBase.
- Rewrite H in H0; Clear H.
- Inversion H0; XEAuto.
-(* case 2 : i > 0 *)
- Intros i; XElim c.
-(* case 2.1 : CSort *)
- Intros; Inversion H0.
-(* case 2.2 : CTail k *)
- XElim k; Intros; Repeat DropGenBase; Rewrite H2; Clear H2 H3 e t.
-(* case 2.2.1 : Bind *)
- LApply (H u c0 c); [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H x0 h d); [ Clear H H9; Intros H | XAuto ].
- XElim H; XEAuto.
-(* case 2.2.2 : Flat *)
- LApply H0; [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H x0 h d); [ Clear H H9; Intros H | XAuto ].
- XElim H; XEAuto.
- Qed.
-
-(*#* #caption "confluence, third case" *)
-(*#* #cap #alpha c in C, a in C1, e in C2, i in k, d in i *)
-
- Theorem drop_conf_ge: (i:?; a,c:?) (drop i (0) c a) ->
- (e:?; h,d:?) (drop h d c e) -> (le (plus d h) i) ->
- (drop (minus i h) (0) e a).
- XElim i.
-(* case 1 : i = 0 *)
- Intros until 1.
- DropGenBase; Rewrite H in H0; Clear H c.
- Inversion H1; Rewrite H2; Simpl; Clear H1.
- PlusO; Rewrite H in H0; Rewrite H1 in H0; Clear H H1 d h.
- DropGenBase; Rewrite <- H; XAuto.
-(* case 2 : i > 0 *)
- Intros i; XElim c.
-(* case 2.1 : CSort *)
- Intros; Repeat DropGenBase; Rewrite H1; Rewrite H0; XAuto.
-(* case 2.2 : CTail k *)
- XElim k; Intros; DropGenBase;
- ( NewInduction d;
- [ NewInduction h; DropGenBase;
- [ Rewrite <- H2; Simpl; XAuto | Clear IHh ]
- | DropGenBase; Rewrite H2; Clear IHd H2 H4 e t ] ).
-(* case 2.2.1 : Bind, d = 0, h > 0 *)
- LApply (H a c); [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H e h (0)); XAuto.
-(* case 2.2.2 : Bind, d > 0 *)
- LApply (H a c); [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H x0 h d); [ Clear H H4; Intros H | XAuto ].
- LApply H; [ Clear H; Simpl in H3; Intros H | XAuto ].
- Rewrite <- minus_Sn_m; XEAuto.
-(* case 2.2.3 : Flat, d = 0, h > 0 *)
- LApply H0; [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H e (S h) (0)); XAuto.
-(* case 2.2.4 : Flat, d > 0 *)
- LApply H0; [ Clear H H0 H1; Intros H | XAuto ].
- LApply (H x0 h (S d)); [ Clear H H4; Intros H | XAuto ].
- LApply H; [ Clear H; Simpl in H3; Intros H | XAuto ].
- Rewrite <- minus_Sn_m in H; [ Idtac | XEAuto ].
- Rewrite <- minus_Sn_m; XEAuto.
- Qed.
-
- End confluence.
-
- Section transitivity. (***************************************************)
-
-(*#* #caption "transitivity, first case" *)
-(*#* #cap #alpha c1 in C1, c2 in C2, e1 in D1, e2 in D2, d in i, i in k *)
-
- Theorem drop_trans_le : (i,d:?) (le i d) ->
- (c1,c2:?; h:?) (drop h d c1 c2) ->
- (e2:?) (drop i (0) c2 e2) ->
- (EX e1 | (drop i (0) c1 e1) & (drop h (minus d i) e1 e2)).
- XElim i.
-(* case 1 : i = 0 *)
- Intros.
- DropGenBase; Rewrite H1 in H0.
- Rewrite <- minus_n_O; XEAuto.
-(* case 2 : i > 0 *)
- Intros i IHi; XElim d.
-(* case 2.1 : d = 0 *)
- Intros; Inversion H.
-(* case 2.2 : d > 0 *)
- Intros d IHd; XElim c1.
-(* case 2.2.1 : CSort *)
- Intros.
- DropGenBase; Rewrite H0 in H1.
- DropGenBase; Rewrite H1; XEAuto.
-(* case 2.2.2 : CTail k *)
- Intros c1 IHc; XElim k; Intros;
- DropGenBase; Rewrite H0 in H1; Rewrite H2; Clear IHd H0 H2 c2 t;
- DropGenBase.
-(* case 2.2.2.1 : Bind *)
- LApply (IHi d); [ Clear IHi; Intros IHi | XAuto ].
- LApply (IHi c1 x0 h); [ Clear IHi H8; Intros IHi | XAuto ].
- LApply (IHi e2); [ Clear IHi H0; Intros IHi | XAuto ].
- XElim IHi; XEAuto.
-(* case 2.2.2.2 : Flat *)
- LApply (IHc x0 h); [ Clear IHc H8; Intros IHc | XAuto ].
- LApply (IHc e2); [ Clear IHc H0; Intros IHc | XAuto ].
- XElim IHc; XEAuto.
- Qed.
-
-(*#* #caption "transitivity, second case" *)
-(*#* #cap #alpha c1 in C1, c2 in C, e2 in C2, d in i, i in k *)
-
- Theorem drop_trans_ge : (i:?; c1,c2:?; d,h:?) (drop h d c1 c2) ->
- (e2:?) (drop i (0) c2 e2) -> (le d i) ->
- (drop (plus i h) (0) c1 e2).
- XElim i.
-(* case 1: i = 0 *)
- Intros.
- DropGenBase; Rewrite <- H0.
- Inversion H1; Rewrite H2 in H; XAuto.
-(* case 2 : i > 0 *)
- Intros i IHi; XElim c1; Simpl.
-(* case 2.1: CSort *)
- Intros.
- DropGenBase; Rewrite H in H0.
- DropGenBase; Rewrite H0; XAuto.
-(* case 2.2: CTail *)
- Intros c1 IHc; XElim d.
-(* case 2.2.1: d = 0 *)
- XElim h; Intros.
-(* case 2.2.1.1: h = 0 *)
- DropGenBase; Rewrite <- H in H0;
- DropGenBase; Rewrite <- plus_n_O; XAuto.
-(* case 2.2.1.2: h > 0 *)
- DropGenBase; Rewrite <- plus_n_Sm.
- Apply drop_drop; RRw; XEAuto. (**) (* explicit constructor *)
-(* case 2.2.2: d > 0 *)
- Intros d IHd; Intros.
- DropGenBase; Rewrite H in IHd; Rewrite H in H0; Rewrite H2 in IHd; Rewrite H2; Clear IHd H H2 c2 t;
- DropGenBase; Apply drop_drop; NewInduction k; Simpl; XEAuto. (**) (* explicit constructor *)
- Qed.
-
- End transitivity.
-
- Tactic Definition DropDis :=
- Match Context With
- [ H1: (drop ?1 ?2 ?3 ?4); H2: (drop ?1 ?2 ?3 ?5) |- ? ] ->
- LApply (drop_mono ?3 ?5 ?2 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?4); [ Clear H_x H1; Intros H1; Rewrite H1 in H2 | XAuto ]
- | [ H1: (drop ?0 (0) ?1 (CTail ?2 (Bind ?3) ?4));
- H2: (drop ?5 (S (plus ?0 ?6)) ?1 ?7) |- ? ] ->
- LApply (drop_conf_lt ?3 ?0 ?4 ?2 ?1); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?7 ?5 ?6); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ _: (drop ?0 (0) ?1 ?2); _: (drop ?5 (0) ?1 ?7);
- _: (lt ?5 ?0) |- ? ] ->
- LApply (drop_conf_ge ?0 ?2 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?7 ?5 (0)); [ Clear H_x; Intros H_x | XAuto ];
- Simpl in H_x; LApply H_x; [ Clear H_x; Intros | XAuto ]
- | [ _: (drop ?1 (0) ?2 (CTail ?3 (Bind ?) ?));
- _: (drop (1) ?1 ?2 ?4) |- ? ] ->
- LApply (drop_conf_ge (S ?1) ?3 ?2); [ Intros H_x | XEAuto ];
- LApply (H_x ?4 (1) ?1); [ Clear H_x; Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros | Rewrite plus_sym; XAuto ]; (
- Match Context With
- [ H: (drop (minus (S ?1) (1)) (0) ?4 ?3) |- ? ] ->
- Simpl in H; Rewrite <- minus_n_O in H )
- | [ H0: (drop ?0 (0) ?1 ?2); H2: (lt ?6 ?0);
- H1: (drop (1) ?6 ?1 ?7) |- ? ] ->
- LApply (drop_conf_ge ?0 ?2 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?7 (1) ?6); [ Clear H_x; Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros | Rewrite plus_sym; XAuto ]
- | [ H0: (drop ?0 (0) ?1 ?2);
- H1: (drop ?5 ?6 ?1 ?7) |- ? ] ->
- LApply (drop_conf_ge ?0 ?2 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?7 ?5 ?6); [ Clear H_x; Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros | XAuto ]
- | [ H0: (lt ?1 ?2);
- H1: (drop ?3 ?2 ?4 ?5); H2: (drop ?1 (0) ?5 ?6) |- ? ] ->
- LApply (drop_trans_le ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5 ?3); [ Clear H_x H1; Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x H2; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ H0: (le ?1 ?2);
- H1: (drop ?3 ?1 ?4 ?5); H2: (drop ?2 (0) ?5 ?6) |- ? ] ->
- LApply (drop_trans_ge ?2 ?4 ?5 ?1 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?6); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply H1; [ Clear H1; Intros | XAuto ].
-
-(*#* #single *)
+++ /dev/null
-Require Export subst0_defs.
-Require Export csubst0_defs.
-
-(*#* #caption "\\kern-1.2pt axioms for strict substitution in focalized terms",
- "substituted term part",
- "substituted context part",
- "substituted both parts"
-*)
-(*#* #cap #cap c1, c2, t1, t2 #alpha v in W *)
-
- Inductive fsubst0 [i:nat; v:T; c1:C; t1:T] : C -> T -> Prop :=
- | fsubst0_snd : (t2:?) (subst0 i v t1 t2) -> (fsubst0 i v c1 t1 c1 t2)
- | fsubst0_fst : (c2:?) (csubst0 i v c1 c2) -> (fsubst0 i v c1 t1 c2 t1)
- | fsubst0_both : (t2:?) (subst0 i v t1 t2) ->
- (c2:?) (csubst0 i v c1 c2) -> (fsubst0 i v c1 t1 c2 t2).
-
-(*#* #stop file *)
-
- Hint fsubst0 : ltlc := Constructors fsubst0.
-
+++ /dev/null
-(*#* #stop file *)
-
-Require Export terms_defs.
-
- Fixpoint lref_map [g:nat->nat; d:nat; t:T] : T := Cases t of
- | (TSort n) => (TSort n)
- | (TLRef n) =>
- if (blt n d) then (TLRef n) else (TLRef (g n))
- | (TTail k u t) =>
- (TTail k (lref_map g d u) (lref_map g (s k d) t))
- end.
-
- Definition lift : nat -> nat -> T -> T :=
- [h](lref_map [x](plus x h)).
-
- Section lift_rw. (********************************************************)
-
- Theorem lift_sort: (n:?; h,d:?) (lift h d (TSort n)) = (TSort n).
- XAuto.
- Qed.
-
- Theorem lift_lref_lt: (n:?; h,d:?) (lt n d) ->
- (lift h d (TLRef n)) = (TLRef n).
- Intros; Unfold lift; Simpl.
- Replace (blt n d) with true; XAuto.
- Qed.
-
- Theorem lift_lref_ge: (n:?; h,d:?) (le d n) ->
- (lift h d (TLRef n)) = (TLRef (plus n h)).
-
- Intros; Unfold lift; Simpl.
- Replace (blt n d) with false; XAuto.
- Qed.
-
- Theorem lift_tail: (k:?; u,t:?; h,d:?)
- (lift h d (TTail k u t)) =
- (TTail k (lift h d u) (lift h (s k d) t)).
- XAuto.
- Qed.
-
- Theorem lift_bind: (b:?; u,t:?; h,d:?)
- (lift h d (TTail (Bind b) u t)) =
- (TTail (Bind b) (lift h d u) (lift h (S d) t)).
- XAuto.
- Qed.
-
- Theorem lift_flat: (f:?; u,t:?; h,d:?)
- (lift h d (TTail (Flat f) u t)) =
- (TTail (Flat f) (lift h d u) (lift h d t)).
- XAuto.
- Qed.
-
- End lift_rw.
-
- Hints Resolve lift_lref_lt lift_bind lift_flat : ltlc.
-
- Tactic Definition LiftTailRw :=
- Repeat (Rewrite lift_tail Orelse Rewrite lift_bind Orelse Rewrite lift_flat).
-
- Tactic Definition LiftTailRwBack :=
- Repeat (Rewrite <- lift_tail Orelse Rewrite <- lift_bind Orelse Rewrite <- lift_flat).
-
- Section lift_gen. (*******************************************************)
-
- Theorem lift_gen_sort: (h,d,n:?; t:?) (TSort n) = (lift h d t) ->
- t = (TSort n).
- XElim t; Intros.
-(* case 1 : TSort *)
- XAuto.
-(* case 2 : TLRef n0 *)
- Apply (lt_le_e n0 d); Intros.
-(* case 2.1 : n0 < d *)
- Rewrite lift_lref_lt in H; [ Inversion H | XAuto ].
-(* case 2.2 : n0 >= d *)
- Rewrite lift_lref_ge in H; [ Inversion H | XAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H1; Inversion H1.
- Qed.
-
- Theorem lift_gen_lref_lt: (h,d,n:?) (lt n d) ->
- (t:?) (TLRef n) = (lift h d t) ->
- t = (TLRef n).
- XElim t; Intros.
-(* case 1 : TSort *)
- XAuto.
-(* case 2 : TLRef n0 *)
- Apply (lt_le_e n0 d); Intros.
-(* case 2.1 : n0 < d *)
- Rewrite lift_lref_lt in H0; XAuto.
-(* case 2.2 : n0 >= d *)
- Rewrite lift_lref_ge in H0; [ Inversion H0; Clear H0 | XAuto ].
- Rewrite H3 in H; Clear H3 n.
- EApply le_false; [ Apply H1 | XEAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H2; Inversion H2.
- Qed.
-
- Theorem lift_gen_lref_false: (h,d,n:?) (le d n) -> (lt n (plus d h)) ->
- (t:?) (TLRef n) = (lift h d t) ->
- (P:Prop) P.
- XElim t; Intros.
-(* case 1 : TSort *)
- Inversion H1.
-(* case 2 : TLRef n0 *)
- Apply (lt_le_e n0 d); Intros.
-(* case 2.1 : n0 < d *)
- Rewrite lift_lref_lt in H1; [ Inversion H1; Clear H1 | XAuto ].
- Rewrite <- H4 in H2; Clear H4 n0.
- EApply le_false; [ Apply H | XEAuto ].
-(* case 2.2 : n0 >= d *)
- Rewrite lift_lref_ge in H1; [ Inversion H1; Clear H1 | XAuto ].
- Rewrite H4 in H0; Clear H4.
- EApply le_false; [ Apply H2 | XEAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H3; Inversion H3.
- Qed.
-
- Theorem lift_gen_lref_ge: (h,d,n:?) (le d n) ->
- (t:?) (TLRef (plus n h)) = (lift h d t) ->
- t = (TLRef n).
- XElim t; Intros.
-(* case 1 : TSort *)
- Inversion H0.
-(* case 2 : TLRef n0 *)
- Apply (lt_le_e n0 d); Intros.
-(* case 2.1 : n0 < d *)
- Rewrite lift_lref_lt in H0; [ Inversion H0; Clear H0 | XAuto ].
- Rewrite <- H3 in H1; Clear H3 n0.
- EApply le_false; [ Apply H | XEAuto ].
-(* case 2.2 : n0 >= d *)
- Rewrite lift_lref_ge in H0; [ Inversion H0; XEAuto | XAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H2; Inversion H2.
- Qed.
-
-(* NOTE: lift_gen_tail should be used instead of these two *) (**)
- Theorem lift_gen_bind: (b:?; u,t,x:?; h,d:?)
- (TTail (Bind b) u t) = (lift h d x) ->
- (EX y z | x = (TTail (Bind b) y z) &
- u = (lift h d y) &
- t = (lift h (S d) z)
- ).
- XElim x; Intros.
-(* case 1 : TSort *)
- Inversion H.
-(* case 2 : TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1 : n < d *)
- Rewrite lift_lref_lt in H; [ Inversion H | XAuto ].
-(* case 2.2 : n >= d *)
- Rewrite lift_lref_ge in H; [ Inversion H | XAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H1; Inversion H1.
- XEAuto.
- Qed.
-
- Theorem lift_gen_flat: (f:?; u,t,x:?; h,d:?)
- (TTail (Flat f) u t) = (lift h d x) ->
- (EX y z | x = (TTail (Flat f) y z) &
- u = (lift h d y) &
- t = (lift h d z)
- ).
- XElim x; Intros.
-(* case 1 : TSort *)
- Inversion H.
-(* case 2 : TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1 : n < d *)
- Rewrite lift_lref_lt in H; [ Inversion H | XAuto ].
-(* case 2.2 : n >= d *)
- Rewrite lift_lref_ge in H; [ Inversion H | XAuto ].
-(* case 3 : TTail k *)
- Rewrite lift_tail in H1; Inversion H1.
- XEAuto.
- Qed.
-
- End lift_gen.
-
- Tactic Definition LiftGenBase :=
- Match Context With
- | [ H: (TSort ?0) = (lift ?1 ?2 ?3) |- ? ] ->
- LApply (lift_gen_sort ?1 ?2 ?0 ?3); [ Clear H; Intros | XAuto ]
- | [ H1: (le ?1 ?2); H2: (lt ?2 (plus ?1 ?3));
- H3: (TLRef ?2) = (lift ?3 ?1 ?4) |- ? ] ->
- Apply (lift_gen_lref_false ?3 ?1 ?2 H1 H2 ?4 H3); XAuto
- | [ _: (TLRef ?1) = (lift (S ?1) (0) ?2) |- ? ] ->
- EApply lift_gen_lref_false; [ Idtac | Idtac | XEAuto ]; XEAuto
- | [ H: (TLRef ?1) = (lift (1) ?1 ?2) |- ? ] ->
- LApply (lift_gen_lref_false (1) ?1 ?1); [ Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros H_x | Arith7' ?1; XAuto ];
- LApply (H_x ?2); [ Clear H_x; Intros H_x | XAuto ];
- Apply H_x
- | [ H: (TLRef (plus ?0 ?1)) = (lift ?1 ?2 ?3) |- ? ] ->
- LApply (lift_gen_lref_ge ?1 ?2 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?3); [ Clear H_x H; Intros | XAuto ]
- | [ H1: (TLRef ?0) = (lift ?1 ?2 ?3); H2: (lt ?0 ?4) |- ? ] ->
- LApply (lift_gen_lref_lt ?1 ?2 ?0);
- [ Intros H_x | Apply lt_le_trans with m:=?4; XEAuto ];
- LApply (H_x ?3); [ Clear H_x H1; Intros | XAuto ]
- | [ H: (TLRef ?0) = (lift ?1 ?2 ?3) |- ? ] ->
- LApply (lift_gen_lref_lt ?1 ?2 ?0); [ Intros H_x | XEAuto ];
- LApply (H_x ?3); [ Clear H_x H; Intros | XAuto ]
- | [ H: (TTail (Bind ?0) ?1 ?2) = (lift ?3 ?4 ?5) |- ? ] ->
- LApply (lift_gen_bind ?0 ?1 ?2 ?5 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (TTail (Flat ?0) ?1 ?2) = (lift ?3 ?4 ?5) |- ? ] ->
- LApply (lift_gen_flat ?0 ?1 ?2 ?5 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
- Section lift_props. (*****************************************************)
-
- Theorem lift_r: (t:?; d:?) (lift (0) d t) = t.
- XElim t; Intros.
-(* case 1: TSort *)
- XAuto.
-(* case 2: TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Rewrite lift_lref_lt; XAuto.
-(* case 2.2: n >= d *)
- Rewrite lift_lref_ge; XAuto.
-(* case 3: TTail *)
- LiftTailRw; XAuto.
- Qed.
-
- Theorem lift_lref_gt : (d,n:?) (lt d n) ->
- (lift (1) d (TLRef (pred n))) = (TLRef n).
- Intros.
- Rewrite lift_lref_ge.
-(* case 1: first branch *)
- Rewrite <- plus_sym; Simpl; Rewrite <- (S_pred n d); XAuto.
-(* case 2: second branch *)
- Apply le_S_n; Rewrite <- (S_pred n d); XAuto.
- Qed.
-
- End lift_props.
-
- Hints Resolve lift_r lift_lref_gt : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_defs.
-
- Section lift_ini. (*******************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H1: (lift ?1 ?2 t) = (lift ?1 ?2 ?3) |- ? ] ->
- LApply (H ?3 ?1 ?2); [ Clear H H1; Intros | XAuto ]
- | [ H1: (lift ?1 ?2 t0) = (lift ?1 ?2 ?3) |- ? ] ->
- LApply (H0 ?3 ?1 ?2); [ Clear H0 H1; Intros | XAuto ].
-
-(*#* #caption "main properties of lift" #clauses lift_props *)
-
-(*#* #caption "injectivity" *)
-(*#* #cap #alpha x in T1, t in T2, d in i *)
-
- Theorem lift_inj : (x,t:?; h,d:?) (lift h d x) = (lift h d t) -> x = t.
- XElim x.
-(* case 1 : TSort *)
- Intros; Rewrite lift_sort in H; LiftGenBase; XAuto.
-(* case 2 : TLRef n *)
- Intros; Apply (lt_le_e n d); Intros.
-(* case 2.1 : n < d *)
- Rewrite lift_lref_lt in H; [ LiftGenBase; XAuto | XAuto ].
-(* case 2.2 : n >= d *)
- Rewrite lift_lref_ge in H; [ LiftGenBase; XAuto | XAuto ].
-(* case 3 : TTail k *)
- XElim k; Intros; [ Rewrite lift_bind in H1 | Rewrite lift_flat in H1 ];
- LiftGenBase; Rewrite H1; IH; IH; XAuto.
- Qed.
-
- End lift_ini.
-
- Section lift_gen_lift. (**************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H_x: (lift ?0 ?1 t) = (lift ?2 (plus ?3 ?0) ?4) |- ? ] ->
- LApply (H ?4 ?0 ?2 ?1 ?3); [ Clear H; Intros H | XAuto ];
- LApply H; [ Clear H H_x; Intros H | XAuto ];
- XElim H; Intros
- | [ H_x: (lift ?0 ?1 t0) = (lift ?2 (plus ?3 ?0) ?4) |- ? ] ->
- LApply (H0 ?4 ?0 ?2 ?1 ?3); [ Clear H0; Intros H0 | XAuto ];
- LApply H0; [ Clear H0 H_x; Intros H0 | XAuto ];
- XElim H0; Intros.
-
-(*#* #caption "generation lemma for lift" *)
-(*#* #cap #cap t1 #alpha t2 in T, x in T2, d1 in i1, d2 in i2 *)
-
- Theorem lift_gen_lift : (t1,x:?; h1,h2,d1,d2:?) (le d1 d2) ->
- (lift h1 d1 t1) = (lift h2 (plus d2 h1) x) ->
- (EX t2 | x = (lift h1 d1 t2) &
- t1 = (lift h2 d2 t2)
- ).
- XElim t1; Intros.
-(* case 1 : TSort *)
- Rewrite lift_sort in H0.
- LiftGenBase; Rewrite H0; Clear H0 x.
- EApply ex2_intro; Rewrite lift_sort; XAuto.
-(* case 2 : TLRef n *)
- Apply (lt_le_e n d1); Intros.
-(* case 2.1 : n < d1 *)
- Rewrite lift_lref_lt in H0; [ Idtac | XAuto ].
- LiftGenBase; Rewrite H0; Clear H0 x.
- EApply ex2_intro; Rewrite lift_lref_lt; XEAuto.
-(* case 2.2 : n >= d1 *)
- Rewrite lift_lref_ge in H0; [ Idtac | XAuto ].
- Apply (lt_le_e n d2); Intros.
-(* case 2.2.1 : n < d2 *)
- LiftGenBase; Rewrite H0; Clear H0 x.
- EApply ex2_intro; [ Rewrite lift_lref_ge | Rewrite lift_lref_lt ]; XEAuto.
-(* case 2.2.2 : n >= d2 *)
- Apply (lt_le_e n (plus d2 h2)); Intros.
-(* case 2.2.2.1 : n < d2 + h2 *)
- EApply lift_gen_lref_false; [ Idtac | Idtac | Apply H0 ];
- [ XAuto | Rewrite plus_permute_2_in_3; XAuto ].
-(* case 2.2.2.2 : n >= d2 + h2 *)
- Rewrite (le_plus_minus_sym h2 (plus n h1)) in H0; [ Idtac | XEAuto ].
- LiftGenBase; Rewrite H0; Clear H0 x.
- EApply ex2_intro;
- [ Rewrite le_minus_plus; [ Idtac | XEAuto ]
- | Rewrite (le_plus_minus_sym h2 n); [ Idtac | XEAuto ] ];
- Rewrite lift_lref_ge; XEAuto.
-(* case 3 : TTail k *)
- NewInduction k.
-(* case 3.1 : Bind *)
- Rewrite lift_bind in H2.
- LiftGenBase; Rewrite H2; Clear H2 x.
- IH; Rewrite H; Rewrite H2; Clear H H2 x0.
- Arith4In H4 d2 h1; IH; Rewrite H; Rewrite H0; Clear H H0 x1 t t0.
- EApply ex2_intro; Rewrite lift_bind; XAuto.
-(* case 3.2 : Flat *)
- Rewrite lift_flat in H2.
- LiftGenBase; Rewrite H2; Clear H2 x.
- IH; Rewrite H; Rewrite H2; Clear H H2 x0.
- IH; Rewrite H; Rewrite H0; Clear H H0 x1 t t0.
- EApply ex2_intro; Rewrite lift_flat; XAuto.
- Qed.
-
- End lift_gen_lift.
-
- Tactic Definition LiftGen :=
- Match Context With
- | [ H: (lift ?1 ?2 ?3) = (lift ?1 ?2 ?4) |- ? ] ->
- LApply (lift_inj ?3 ?4 ?1 ?2); [ Clear H; Intros | XAuto ]
- | [ H: (lift ?0 ?1 ?2) = (lift ?3 (plus ?4 ?0) ?5) |- ? ] ->
- LApply (lift_gen_lift ?2 ?5 ?0 ?3 ?1 ?4); [ Intros H_x | XAuto ];
- LApply H_x; [ Clear H H_x; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (lift (1) (0) ?1) = (lift (1) (S ?2) ?3) |- ? ] ->
- LApply (lift_gen_lift ?1 ?3 (1) (1) (0) ?2); [ Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x H; Intros H | Arith7' ?2; XAuto ];
- XElim H; Intros
- | _ -> LiftGenBase.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_defs.
-
- Section lift_props. (*****************************************************)
-
- Theorem lift_free: (t:?; h,k,d,e:?) (le e (plus d h)) -> (le d e) ->
- (lift k e (lift h d t)) = (lift (plus k h) d t).
- XElim t; Intros.
-(* case 1: TSort *)
- Repeat Rewrite lift_sort; XAuto.
-(* case 2: TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Repeat Rewrite lift_lref_lt; XEAuto.
-(* case 2.2: n >= d *)
- Repeat Rewrite lift_lref_ge; XEAuto.
-(* case 3: TTail k *)
- LiftTailRw; XAuto.
- Qed.
-
- Theorem lift_d : (t:?; h,k,d,e:?) (le e d) ->
- (lift h (plus k d) (lift k e t)) = (lift k e (lift h d t)).
- XElim t; Intros.
-(* case 1: TSort *)
- Repeat Rewrite lift_sort; XAuto.
-(* case 2: TLRef n *)
- Apply (lt_le_e n e); Intros.
-(* case 2.1: n < e *)
- Cut (lt n d); Intros; Repeat Rewrite lift_lref_lt; XEAuto.
-(* case 2.2: n >= e *)
- Rewrite lift_lref_ge; [ Idtac | XAuto ].
- Rewrite plus_sym; Apply (lt_le_e n d); Intros.
-(* case 2.2.1: n < d *)
- Do 2 (Rewrite lift_lref_lt; [ Idtac | XAuto ]).
- Rewrite lift_lref_ge; XAuto.
-(* case 2.2.2: n >= d *)
- Repeat Rewrite lift_lref_ge; XAuto.
-(* case 3: TTail k *)
- LiftTailRw; SRw; XAuto.
- Qed.
-
- End lift_props.
+++ /dev/null
-(*#* #stop file *)
-
-Require tlt_defs.
-Require lift_defs.
-
- Hint discr : ltlc := Extern 4 (lt (weight_map (wadd ? ?) (lift (S ?) ? ?)) (wadd ? ? ?))
- Simpl; Rewrite <- lift_weight_add_O.
-
- Hint discr : ltlc := Extern 4 (lt (weight_map ? (lift (0) (0) ?)) ?)
- Rewrite lift_r.
-
- Section lift_tlt_props. (*************************************************)
-
- Theorem lift_weight_map: (t:?; h,d:?; f:?)
- ((m:?) (le d m) -> (f m)=(0)) ->
- (weight_map f (lift h d t)) = (weight_map f t).
- XElim t; Intros.
-(* case 1: TSort *)
- XAuto.
-(* case 2: TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Rewrite lift_lref_lt; XAuto.
-(* case 2.2: n >= d *)
- Rewrite lift_lref_ge; [ Simpl | XAuto ].
- Rewrite (H n); XAuto.
-(* case 3: TTail k *)
- XElim k; Intros; LiftTailRw; Simpl.
-(* case 3.1: Bind *)
- XElim b; [ Rewrite H; [ Idtac | XAuto ] | Idtac | Idtac ];
- Rewrite H0; Intros; Try (LeLtGen; Rewrite H2; Simpl); XAuto.
-(* case 3.2: Flat *)
- XAuto.
- Qed.
-
- Hints Resolve lift_weight_map : ltlc.
-
- Theorem lift_weight : (t:?; h,d:?) (weight (lift h d t)) = (weight t).
- Unfold weight; XAuto.
- Qed.
-
- Theorem lift_weight_add : (w:?; t:?; h,d:?; f,g:?)
- ((m:?) (lt m d) -> (g m) = (f m)) ->
- (g d) = w ->
- ((m:?) (le d m) -> (g (S m)) = (f m)) ->
- (weight_map f (lift h d t)) =
- (weight_map g (lift (S h) d t)).
- XElim t; Intros.
-(* case 1: TSort *)
- XAuto.
-(* case 2: TLRef *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Repeat Rewrite lift_lref_lt; Simpl; XAuto.
-(* case 2.2: n >= d *)
- Repeat Rewrite lift_lref_ge; Simpl; Try Rewrite <- plus_n_Sm; XAuto.
-(* case 3: TTail k *)
- XElim k; Intros; LiftTailRw; Simpl.
-(* case 1 : bind b *)
- XElim b; Simpl;
- Apply (f_equal nat);
- (Apply (f_equal2 nat nat); [ XAuto | Idtac ]);
- ( Apply H0; Simpl; Intros; Try (LeLtGen; Rewrite H4; Simpl); XAuto).
-(* case 2 : Flat *)
- XAuto.
- Qed.
-
- Theorem lift_weight_add_O: (w:?; t:?; h:?; f:?)
- (weight_map f (lift h (0) t)) =
- (weight_map (wadd f w) (lift (S h) (0) t)).
- Intros.
- EApply lift_weight_add; XAuto.
- Intros; Inversion H.
- Qed.
-
- Theorem lift_tlt_dx: (k:?; u,t:?; h,d:?)
- (tlt t (TTail k u (lift h d t))).
- Unfold tlt; Intros.
- Rewrite <- (lift_weight t h d).
- Fold (tlt (lift h d t) (TTail k u (lift h d t))); XAuto.
- Qed.
-
- End lift_tlt_props.
-
- Hints Resolve lift_tlt_dx : ltlc.
-
-(*#* #single *)
+++ /dev/null
-(*#* #stop file *)
-
-Require Export pr0_defs.
-Require Export pr1_defs.
-
- Definition pc1 := [t1,t2:?] (EX t | (pr1 t1 t) & (pr1 t2 t)).
-
- Hints Unfold pc1 : ltlc.
-
- Tactic Definition Pc1Unfold :=
- Match Context With
- [ H: (pc1 ?2 ?3) |- ? ] -> Unfold pc1 in H; XDecompose H.
-
- Section pc1_props. (******************************************************)
-
- Theorem pc1_pr0_r: (t1,t2:?) (pr0 t1 t2) -> (pc1 t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc1_pr0_x: (t1,t2:?) (pr0 t2 t1) -> (pc1 t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc1_pr0_u: (t2,t1:?) (pr0 t1 t2) ->
- (t3:?) (pc1 t2 t3) -> (pc1 t1 t3).
- Intros; Pc1Unfold; XEAuto.
- Qed.
-
- Theorem pc1_refl: (t:?) (pc1 t t).
- XEAuto.
- Qed.
-
- Theorem pc1_s: (t2,t1:?) (pc1 t1 t2) -> (pc1 t2 t1).
- Intros; Pc1Unfold; XEAuto.
- Qed.
-
- Theorem pc1_tail_1: (u1,u2:?) (pc1 u1 u2) ->
- (t:?; k:?) (pc1 (TTail k u1 t) (TTail k u2 t)).
- Intros; Pc1Unfold; XEAuto.
- Qed.
-
- Theorem pc1_tail_2: (t1,t2:?) (pc1 t1 t2) ->
- (u:?; k:?) (pc1 (TTail k u t1) (TTail k u t2)).
- Intros; Pc1Unfold; XEAuto.
- Qed.
-
- End pc1_props.
-
- Hints Resolve pc1_refl pc1_pr0_u pc1_pr0_r pc1_pr0_x pc1_s
- pc1_tail_1 pc1_tail_2 : ltlc.
+++ /dev/null
-Require pr1_confluence.
-Require pc1_defs.
-
-(*#* #stop file *)
-
- Section pc1_trans. (******************************************************)
-
- Theorem pc1_t: (t2,t1:?) (pc1 t1 t2) ->
- (t3:?) (pc1 t2 t3) -> (pc1 t1 t3).
- Intros; Repeat Pc1Unfold; Pr1Confluence; XEAuto.
- Qed.
-
- Theorem pc1_pr0_u2: (t0,t1:?) (pr0 t0 t1) ->
- (t2:?) (pc1 t0 t2) -> (pc1 t1 t2).
- Intros; Apply (pc1_t t0); XAuto.
- Qed.
-
- Theorem pc1_tail: (u1,u2:?) (pc1 u1 u2) -> (t1,t2:?) (pc1 t1 t2) ->
- (k:?) (pc1 (TTail k u1 t1) (TTail k u2 t2)).
- Intros; EApply pc1_t; [ EApply pc1_tail_1 | EApply pc1_tail_2 ]; XAuto.
- Qed.
-
- End pc1_trans.
-
- Hints Resolve pc1_t pc1_tail : ltlc.
+++ /dev/null
-Require Export pr2_defs.
-Require Export pr3_defs.
-Require Export pc1_defs.
-
-(*#* #caption "the relation $\\PcT{}{}{}$" *)
-(*#* #cap #cap c, t, t1, t2 *)
-
- Definition pc3 := [c:?; t1,t2:?] (EX t | (pr3 c t1 t) & (pr3 c t2 t)).
-
-(*#* #stop file *)
-
- Hints Unfold pc3 : ltlc.
-
- Tactic Definition Pc3Unfold :=
- Match Context With
- [ H: (pc3 ?1 ?2 ?3) |- ? ] -> Unfold pc3 in H; XDecompose H.
-
- Section pc3_props. (******************************************************)
-
- Theorem pc3_pr2_r: (c,t1,t2:?) (pr2 c t1 t2) -> (pc3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc3_pr2_x: (c,t1,t2:?) (pr2 c t2 t1) -> (pc3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc3_pr3_r: (c:?; t1,t2) (pr3 c t1 t2) -> (pc3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc3_pr3_x: (c:?; t1,t2) (pr3 c t2 t1) -> (pc3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc3_pr3_t: (c:?; t1,t0:?) (pr3 c t1 t0) ->
- (t2:?) (pr3 c t2 t0) -> (pc3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pc3_pr2_u: (c:?; t2,t1:?) (pr2 c t1 t2) ->
- (t3:?) (pc3 c t2 t3) -> (pc3 c t1 t3).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_refl: (c:?; t:?) (pc3 c t t).
- XEAuto.
- Qed.
-
- Theorem pc3_s: (c,t2,t1:?) (pc3 c t1 t2) -> (pc3 c t2 t1).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_thin_dx: (c:? ;t1,t2:?) (pc3 c t1 t2) ->
- (u:?; f:?) (pc3 c (TTail (Flat f) u t1)
- (TTail (Flat f) u t2)).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_tail_1: (c:?; u1,u2:?) (pc3 c u1 u2) ->
- (k:?; t:?) (pc3 c (TTail k u1 t) (TTail k u2 t)).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_tail_2: (c:?; u,t1,t2:?; k:?) (pc3 (CTail c k u) t1 t2) ->
- (pc3 c (TTail k u t1) (TTail k u t2)).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_shift: (h:?; c,e:?) (drop h (0) c e) ->
- (t1,t2:?) (pc3 c t1 t2) ->
- (pc3 e (app c h t1) (app c h t2)).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Theorem pc3_pc1: (t1,t2:?) (pc1 t1 t2) -> (c:?) (pc3 c t1 t2).
- Intros; Pc1Unfold; XEAuto.
- Qed.
-
- End pc3_props.
-
- Hints Resolve pc3_refl pc3_pr2_r pc3_pr2_x pc3_pr3_r pc3_pr3_x
- pc3_s pc3_pr3_t pc3_thin_dx pc3_tail_1 pc3_tail_2
- pc3_pr2_u pc3_shift pc3_pc1 : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require pr3_props.
-Require pr3_gen.
-Require pc3_defs.
-Require pc3_props.
-
- Section pc3_gen. (********************************************************)
-
- Theorem pc3_gen_sort: (c:?; m,n:?) (pc3 c (TSort m) (TSort n)) -> m = n.
- Intros; Pc3Unfold; Repeat Pr3GenBase.
- Rewrite H0 in H; Clear H0 x c.
- TGenBase; XAuto.
- Qed.
-
- Theorem pc3_gen_abst: (c:?; u1,u2,t1,t2:?)
- (pc3 c (TTail (Bind Abst) u1 t1)
- (TTail (Bind Abst) u2 t2)
- ) ->
- (pc3 c u1 u2) /\
- (b:?; u:?) (pc3 (CTail c (Bind b) u) t1 t2).
- Intros.
- Pc3Unfold; Repeat Pr3GenBase; Rewrite H1 in H; Clear H1 x.
- TGenBase; Rewrite H1 in H4; Rewrite H6 in H5.
- XEAuto.
- Qed.
-
- Theorem pc3_gen_lift: (c:?; t1,t2:?; h,d:?)
- (pc3 c (lift h d t1) (lift h d t2)) ->
- (e:?) (drop h d c e) ->
- (pc3 e t1 t2).
- Intros.
- Pc3Unfold; Repeat Pr3Gen; Rewrite H2 in H; Clear H2 x.
- LiftGen; Rewrite H in H4; XEAuto.
- Qed.
-
- Theorem pc3_gen_not_abst: (b:?) ~b=Abst -> (c:?; t1,t2,u1,u2:?)
- (pc3 c (TTail (Bind b) u1 t1)
- (TTail (Bind Abst) u2 t2)
- ) ->
- (pc3 (CTail c (Bind b) u1) t1
- (lift (1) (0) (TTail (Bind Abst) u2 t2))
- ).
- XElim b; Intros;
- Try EqFalse; Pc3Unfold; Repeat Pr3Gen;
- Try (Rewrite H0 in H3; TGenBase);
- Rewrite H1 in H0; Clear H H1 x;
- EApply pc3_pr3_t; XEAuto.
- Qed.
-
- Theorem pc3_gen_lift_abst: (c:?; t,t2,u2:?; h,d:?)
- (pc3 c (lift h d t)
- (TTail (Bind Abst) u2 t2)
- ) ->
- (e:?) (drop h d c e) ->
- (EX u1 t1 | (pr3 e t (TTail (Bind Abst) u1 t1)) &
- (pr3 c u2 (lift h d u1)) &
- (b:B; u:T)(pr3 (CTail c (Bind b) u) t2 (lift h (S d) t1))
- ).
- Intros.
- Pc3Unfold; Repeat Pr3Gen; Rewrite H1 in H; Clear H1 x.
- LiftGenBase; Rewrite H in H3; Rewrite H1 in H4; Rewrite H2 in H5; XEAuto.
- Qed.
-
- End pc3_gen.
-
- Tactic Definition Pc3Gen :=
- Match Context With
- | [H: (pc3 ?1 (TSort ?2) (TSort ?3)) |- ? ] ->
- LApply (pc3_gen_sort ?1 ?2 ?3); [ Clear H; Intros | XAuto ]
- | [ _: (pc3 ?1 (lift ?2 ?3 ?4) (lift ?2 ?3 ?5));
- _: (drop ?2 ?3 ?1 ?6) |- ? ] ->
- LApply (pc3_gen_lift ?1 ?4 ?5 ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?6); [ Clear H_x; Intros | XAuto ]
- | [ H: (pc3 ?1 (TTail (Bind Abst) ?2 ?3) (TTail (Bind Abst) ?4 ?5)) |- ? ] ->
- LApply (pc3_gen_abst ?1 ?2 ?4 ?3 ?5);[ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (pc3 ?1 (TTail (Bind ?2) ?3 ?4) (TTail (Bind Abst) ?5 ?6));
- _: ~ ?2 = Abst |- ? ] ->
- LApply (pc3_gen_not_abst ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?4 ?6 ?3 ?5); [ Clear H H_x; Intros | XAuto ]
- | [ _: (pc3 ?1 (lift ?2 ?3 ?4) (TTail (Bind Abst) ?5 ?6));
- _: (drop ?2 ?3 ?1 ?7) |- ? ] ->
- LApply (pc3_gen_lift_abst ?1 ?4 ?6 ?5 ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?7); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | _ -> Pr3Gen.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst1_confluence.
-Require csubst1_defs.
-Require pr3_gen_context.
-Require pc3_defs.
-Require pc3_props.
-
- Section pc3_gen_context. (************************************************)
-
- Theorem pc3_gen_cabbr: (c:?; t1,t2:?) (pc3 c t1 t2) -> (e:?; u:?; d:?)
- (drop d (0) c (CTail e (Bind Abbr) u)) ->
- (a0:?) (csubst1 d u c a0) ->
- (a:?) (drop (1) d a0 a) ->
- (x1:?) (subst1 d u t1 (lift (1) d x1)) ->
- (x2:?) (subst1 d u t2 (lift (1) d x2)) ->
- (pc3 a x1 x2).
- Intros; Pc3Unfold; Repeat Pr3GenContext.
- Subst1Confluence; Rewrite H3 in H5; Clear H3 x3; XEAuto.
- Qed.
-
- End pc3_gen_context.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_subst0.
-Require pr0_subst0.
-Require cpr0_defs.
-Require pr3_defs.
-Require pr3_props.
-Require pr3_confluence.
-Require pc3_defs.
-
- Section pc3_trans. (******************************************************)
-
- Theorem pc3_t: (t2,c,t1:?) (pc3 c t1 t2) ->
- (t3:?) (pc3 c t2 t3) -> (pc3 c t1 t3).
- Intros; Repeat Pc3Unfold; Pr3Confluence; XEAuto.
- Qed.
-
- Theorem pc3_pr2_u2: (c:?; t0,t1:?) (pr2 c t0 t1) ->
- (t2:?) (pc3 c t0 t2) -> (pc3 c t1 t2).
- Intros; Apply (pc3_t t0); XAuto.
- Qed.
-
- Theorem pc3_tail_12: (c:?; u1,u2:?) (pc3 c u1 u2) ->
- (k:?; t1,t2:?) (pc3 (CTail c k u2) t1 t2) ->
- (pc3 c (TTail k u1 t1) (TTail k u2 t2)).
- Intros.
- EApply pc3_t; [ Apply pc3_tail_1 | Apply pc3_tail_2 ]; XAuto.
- Qed.
-
- Theorem pc3_tail_21: (c:?; u1,u2:?) (pc3 c u1 u2) ->
- (k:?; t1,t2:?) (pc3 (CTail c k u1) t1 t2) ->
- (pc3 c (TTail k u1 t1) (TTail k u2 t2)).
- Intros.
- EApply pc3_t; [ Apply pc3_tail_2 | Apply pc3_tail_1 ]; XAuto.
- Qed.
-
- End pc3_trans.
-
- Hints Resolve pc3_t pc3_tail_12 pc3_tail_21 : ltlc.
-
- Tactic Definition Pc3T :=
- Match Context With
- | [ _: (pr3 ?1 ?2 (TTail ?3 ?4 ?5)); _: (pc3 ?1 ?6 ?4) |- ? ] ->
- LApply (pc3_t (TTail ?3 ?4 ?5) ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x (TTail ?3 ?6 ?5)); [ Clear H_x; Intros | Apply pc3_s; XAuto ]
- | [ _: (pc3 ?1 ?2 ?3); _: (pr3 ?1 ?3 ?4) |- ? ] ->
- LApply (pc3_t ?3 ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4); [ Clear H_x; Intros | XAuto ]
- | [ _: (pc3 ?1 ?2 ?3); _: (pc3 ?1 ?4 ?3) |- ? ] ->
- LApply (pc3_t ?3 ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?4); [ Clear H_x; Intros | XAuto ].
-
- Section pc3_context. (****************************************************)
-
- Theorem pc3_pr0_pr2_t: (u1,u2:?) (pr0 u2 u1) ->
- (c:?; t1,t2:?; k:?) (pr2 (CTail c k u2) t1 t2) ->
- (pc3 (CTail c k u1) t1 t2).
- Intros.
- Inversion H0; Clear H0; [ XAuto | NewInduction i ].
-(* case 1: pr2_delta i = 0 *)
- DropGenBase; Inversion H0; Clear H0 H4 H5 H6 c k t.
- Rewrite H7 in H; Clear H7 u2.
- Pr0Subst0; Apply pc3_pr3_t with t0:=x; XEAuto.
-(* case 2: pr2_delta i > 0 *)
- NewInduction k; DropGenBase; XEAuto.
- Qed.
-
- Theorem pc3_pr2_pr2_t: (c:?; u1,u2:?) (pr2 c u2 u1) ->
- (t1,t2:?; k:?) (pr2 (CTail c k u2) t1 t2) ->
- (pc3 (CTail c k u1) t1 t2).
- Intros until 1; Inversion H; Clear H; Intros.
-(* case 1: pr2_free *)
- EApply pc3_pr0_pr2_t; [ Apply H0 | XAuto ].
-(* case 2: pr2_delta *)
- Inversion H; [ XAuto | NewInduction i0 ].
-(* case 2.1: i0 = 0 *)
- DropGenBase; Inversion H4; Clear H3 H4 H7 t t4.
- Rewrite <- H9; Rewrite H10 in H; Rewrite <- H11 in H6; Clear H9 H10 H11 d0 k u0.
- Pr0Subst0; Subst0Subst0; Arith9'In H6 i.
- EApply pc3_pr2_u.
- EApply pr2_delta; XEAuto.
- Apply pc3_pr2_x; EApply pr2_delta; [ Idtac | XEAuto | XEAuto ]; XEAuto.
-(* case 2.2: i0 > 0 *)
- Clear IHi0; NewInduction k; DropGenBase; XEAuto.
- Qed.
-
- Theorem pc3_pr2_pr3_t: (c:?; u2,t1,t2:?; k:?)
- (pr3 (CTail c k u2) t1 t2) ->
- (u1:?) (pr2 c u2 u1) ->
- (pc3 (CTail c k u1) t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- EApply pc3_t.
- EApply pc3_pr2_pr2_t; [ Apply H2 | Apply H ].
- XAuto.
- Qed.
-
- Theorem pc3_pr3_pc3_t: (c:?; u1,u2:?) (pr3 c u2 u1) ->
- (t1,t2:?; k:?) (pc3 (CTail c k u2) t1 t2) ->
- (pc3 (CTail c k u1) t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- Apply H1; Pc3Unfold.
- EApply pc3_t; [ Idtac | Apply pc3_s ]; EApply pc3_pr2_pr3_t; XEAuto.
- Qed.
-
- End pc3_context.
-
- Tactic Definition Pc3Context :=
- Match Context With
- | [ H1: (pr0 ?3 ?2); H2: (pr2 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pc3_pr0_pr2_t ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?1 ?5 ?6 ?4); [ Clear H1 H2; Intros | XAuto ]
- | [ H1: (pr0 ?3 ?2); H2: (pr3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pc3_pr2_pr3_t ?1 ?3 ?5 ?6 ?4); [ Clear H2; Intros H2 | XAuto ];
- LApply (H2 ?2); [ Clear H1 H2; Intros | XAuto ]
- | [ H1: (pr2 ?1 ?3 ?2); H2: (pr2 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pc3_pr2_pr2_t ?1 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?5 ?6 ?4); [ Clear H1 H2; Intros | XAuto ]
- | [ H1: (pr2 ?1 ?3 ?2); H2: (pr3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pc3_pr2_pr3_t ?1 ?3 ?5 ?6 ?4); [ Clear H2; Intros H2 | XAuto ];
- LApply (H2 ?2); [ Clear H1 H2; Intros | XAuto ]
- | [ H1: (pr3 ?1 ?3 ?2); H2: (pc3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pc3_pr3_pc3_t ?1 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?5 ?6 ?4); [ Clear H1 H2; Intros | XAuto ]
- | _ -> Pr3Context.
-
- Section pc3_lift. (*******************************************************)
-
- Theorem pc3_lift: (c,e:?; h,d:?) (drop h d c e) ->
- (t1,t2:?) (pc3 e t1 t2) ->
- (pc3 c (lift h d t1) (lift h d t2)).
-
- Intros.
- Pc3Unfold.
- EApply pc3_pr3_t; (EApply pr3_lift; [ XEAuto | Apply H1 Orelse Apply H2 ]).
- Qed.
-
- End pc3_lift.
-
- Hints Resolve pc3_lift : ltlc.
-
- Section pc3_cpr0. (*******************************************************)
-
- Remark pc3_cpr0_t_aux: (c1,c2:?) (cpr0 c1 c2) ->
- (k:?; u,t1,t2:?) (pr3 (CTail c1 k u) t1 t2) ->
- (pc3 (CTail c2 k u) t1 t2).
- Intros; XElim H0; Intros.
-(* case 1.1: pr3_refl *)
- XAuto.
-(* case 1.2: pr3_sing *)
- EApply pc3_t; [ Idtac | XEAuto ]. Clear H2 t1 t2.
- Inversion_clear H0.
-(* case 1.2.1: pr2_free *)
- XAuto.
-(* case 1.2.2: pr2_delta *)
- Cpr0Drop; Pr0Subst0.
- EApply pc3_pr2_u; [ EApply pr2_delta; XEAuto | XAuto ].
- Qed.
-
- Theorem pc3_cpr0_t: (c1,c2:?) (cpr0 c1 c2) ->
- (t1,t2:?) (pr3 c1 t1 t2) ->
- (pc3 c2 t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1: cpr0_refl *)
- XAuto.
-(* case 2: cpr0_comp *)
- Pc3Context; Pc3Unfold.
- EApply pc3_t; [ Idtac | Apply pc3_s ]; EApply pc3_cpr0_t_aux; XEAuto.
- Qed.
-
- Theorem pc3_cpr0: (c1,c2:?) (cpr0 c1 c2) -> (t1,t2:?) (pc3 c1 t1 t2) ->
- (pc3 c2 t1 t2).
- Intros; Pc3Unfold.
- EApply pc3_t; [ Idtac | Apply pc3_s ]; EApply pc3_cpr0_t; XEAuto.
- Qed.
-
- End pc3_cpr0.
-
- Hints Resolve pc3_cpr0 : ltlc.
-
- Section pc3_ind_left. (***************************************************)
-
- Inductive pc3_left [c:C] : T -> T -> Prop :=
- | pc3_left_r : (t:?) (pc3_left c t t)
- | pc3_left_ur: (t1,t2:?) (pr2 c t1 t2) -> (t3:?) (pc3_left c t2 t3) ->
- (pc3_left c t1 t3)
- | pc3_left_ux: (t1,t2:?) (pr2 c t1 t2) -> (t3:?) (pc3_left c t1 t3) ->
- (pc3_left c t2 t3).
-
- Hint pc3_left: ltlc := Constructors pc3_left.
-
- Remark pc3_left_pr3: (c:?; t1,t2:?) (pr3 c t1 t2) -> (pc3_left c t1 t2).
- Intros; XElim H; XEAuto.
- Qed.
-
- Remark pc3_left_trans: (c:?; t1,t2:?) (pc3_left c t1 t2) ->
- (t3:?) (pc3_left c t2 t3) -> (pc3_left c t1 t3).
- Intros until 1; XElim H; XEAuto.
- Qed.
-
- Hints Resolve pc3_left_trans : ltlc.
-
- Remark pc3_left_sym: (c:?; t1,t2:?) (pc3_left c t1 t2) ->
- (pc3_left c t2 t1).
- Intros; XElim H; XEAuto.
- Qed.
-
- Hints Resolve pc3_left_sym pc3_left_pr3 : ltlc.
-
- Remark pc3_left_pc3: (c:?; t1,t2:?) (pc3 c t1 t2) -> (pc3_left c t1 t2).
- Intros; Pc3Unfold; XEAuto.
- Qed.
-
- Remark pc3_pc3_left: (c:?; t1,t2:?) (pc3_left c t1 t2) -> (pc3 c t1 t2).
- Intros; XElim H; XEAuto.
- Qed.
-
- Hints Resolve pc3_left_pc3 pc3_pc3_left : ltlc.
-
- Theorem pc3_ind_left: (c:C; P:(T->T->Prop))
- ((t:T) (P t t)) ->
- ((t1,t2:T) (pr2 c t1 t2) -> (t3:T) (pc3 c t2 t3) -> (P t2 t3) -> (P t1 t3)) ->
- ((t1,t2:T) (pr2 c t1 t2) -> (t3:T) (pc3 c t1 t3) -> (P t1 t3) -> (P t2 t3)) ->
- (t,t0:T) (pc3 c t t0) -> (P t t0).
- Intros; ElimType (pc3_left c t t0); XEAuto.
- Qed.
-
- End pc3_ind_left.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_subst0.
-Require fsubst0_defs.
-Require pr0_subst0.
-Require pc3_defs.
-Require pc3_props.
-
- Section pc3_fsubst0. (****************************************************)
-
- Theorem pc3_pr2_fsubst0: (c1:?; t1,t:?) (pr2 c1 t1 t) ->
- (i:?; u,c2,t2:?) (fsubst0 i u c1 t1 c2 t2) ->
- (e:?) (drop i (0) c1 (CTail e (Bind Abbr) u)) ->
- (pc3 c2 t2 t).
- Intros until 1; XElim H.
-(* case 1: pr2_free *)
- Intros until 2; XElim H0; Intros.
-(* case 1.1: fsubst0_snd *)
- Pr0Subst0; [ XAuto | Apply (pc3_pr2_u c1 x); XEAuto ].
-(* case 1.2: fsubst0_fst *)
- XAuto.
-(* case 1.3: fsubst0_both *)
- Pr0Subst0; CSubst0Drop; [ XAuto | Apply (pc3_pr2_u c0 x); XEAuto ].
-(* case 2 : pr2_delta *)
- Intros until 4; XElim H2; Intros.
-(* case 2.1: fsubst0_snd. *)
- Apply (pc3_t t1); [ Apply pc3_s; XEAuto | XEAuto ].
-(* case 2.2: fsubst0_fst. *)
- Apply (lt_le_e i i0); Intros; CSubst0Drop.
-(* case 2.2.1: i < i0, none *)
- XEAuto.
-(* case 2.2.2: i < i0, csubst0_snd *)
- CGenBase; Rewrite <- H8 in H5; Rewrite <- H9 in H5; Rewrite <- H9 in H6; Rewrite <- H10 in H6; Clear H8 H9 H10 c2 t3 x0 x1 x2.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H7; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); XEAuto.
-(* case 2.2.3: i < i0, csubst0_fst *)
- CGenBase; Rewrite <- H8 in H6; Rewrite <- H9 in H5; Rewrite <- H9 in H6; Rewrite <- H10 in H5; Clear H8 H9 H10 c2 t3 x0 x1 x3.
- Apply pc3_pr2_r; XEAuto.
-(* case 2.2.4: i < i0, csubst0_both *)
- CGenBase; Rewrite <- H9 in H7; Rewrite <- H10 in H5; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H6; Clear H9 H10 H11 c2 t3 x0 x1 x3.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H8; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); XEAuto.
-(* case 2.2.5: i >= i0 *)
- XEAuto.
-(* case 2.3: fsubst0_both *)
- Apply (lt_le_e i i0); Intros; CSubst0Drop.
-(* case 2.3.1 : i < i0, none *)
- CSubst0Drop; Apply pc3_pr2_u2 with t0 := t1; XEAuto.
-(* case 2.3.2 : i < i0, csubst0_snd *)
- CGenBase; Rewrite <- H9 in H6; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H7; Clear H9 H10 H11 c2 t3 x0 x1 x2.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H8; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u2 c0 t1); [ Idtac | Apply (pc3_pr2_u c0 x) ]; XEAuto.
-(* case 2.3.3: i < i0, csubst0_fst *)
- CGenBase; Rewrite <- H9 in H7; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H6; Clear H9 H10 H11 c2 t3 x0 x1 x3.
- CSubst0Drop; Apply (pc3_pr2_u2 c0 t1); [ Idtac | Apply pc3_pr2_r ]; XEAuto.
-(* case 2.3.4: i < i0, csubst0_both *)
- CGenBase; Rewrite <- H10 in H8; Rewrite <- H11 in H6; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H7; Clear H10 H11 H12 c2 t3 x0 x1 x3.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H9; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u2 c0 t1); [ Idtac | Apply (pc3_pr2_u c0 x) ]; XEAuto.
-(* case 2.3.5: i >= i0 *)
- CSubst0Drop; Apply (pc3_pr2_u2 c0 t1); XEAuto.
- Qed.
-
- Theorem pc3_pr2_fsubst0_back: (c1:?; t,t1:?) (pr2 c1 t t1) ->
- (i:?; u,c2,t2:?) (fsubst0 i u c1 t1 c2 t2) ->
- (e:?) (drop i (0) c1 (CTail e (Bind Abbr) u)) ->
- (pc3 c2 t t2).
- Intros until 1; XElim H.
-(* case 1: pr2_free *)
- Intros until 2; XElim H0; Intros.
-(* case 1.1: fsubst0_snd. *)
- Apply (pc3_pr2_u c1 t2); XEAuto.
-(* case 1.2: fsubst0_fst. *)
- XAuto.
-(* case 1.3: fsubst0_both. *)
- CSubst0Drop; Apply (pc3_pr2_u c0 t2); XEAuto.
-(* case 2: pr2_delta *)
- Intros until 4; XElim H2; Intros.
-(* case 2.1: fsubst0_snd. *)
- Apply (pc3_t t2); Apply pc3_pr3_r; XEAuto.
-(* case 2.2: fsubst0_fst. *)
- Apply (lt_le_e i i0); Intros; CSubst0Drop.
-(* case 2.2.1: i < i0, none *)
- XEAuto.
-(* case 2.2.2: i < i0, csubst0_bind *)
- CGenBase; Rewrite <- H8 in H5; Rewrite <- H9 in H5; Rewrite <- H9 in H6; Rewrite <- H10 in H6; Clear H8 H9 H10 c2 t3 x0 x1 x2.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H7; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); XEAuto.
-(* case 2.2.3: i < i0, csubst0_fst *)
- CGenBase; Rewrite <- H8 in H6; Rewrite <- H9 in H5; Rewrite <- H9 in H6; Rewrite <- H10 in H5; Clear H8 H9 H10 c2 t3 x0 x1 x3.
- Apply pc3_pr2_r; XEAuto.
-(* case 2.2.4: i < i0, csubst0_both *)
- CGenBase; Rewrite <- H9 in H7; Rewrite <- H10 in H5; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H6; Clear H9 H10 H11 c2 t3 x0 x1 x3.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H8; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); XEAuto.
-(* case 2.2.5: i >= i0 *)
- XEAuto.
-(* case 2.3: fsubst0_both *)
- Apply (lt_le_e i i0); Intros; CSubst0Drop.
-(* case 2.3.1 : i < i0, none *)
- CSubst0Drop; Apply pc3_pr2_u with t2:=t2; Try Apply pc3_pr3_r; XEAuto.
-(* case 2.3.2 : i < i0, csubst0_snd *)
- CGenBase; Rewrite <- H9 in H6; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H7; Clear H9 H10 H11 c2 t3 x0 x1 x2.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H8; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); [ Idtac | Apply (pc3_pr2_u2 c0 t0) ]; XEAuto.
-(* case 2.3.3: i < i0, csubst0_fst *)
- CGenBase; Rewrite <- H9 in H7; Rewrite <- H10 in H6; Rewrite <- H10 in H7; Rewrite <- H11 in H6; Clear H9 H10 H11 c2 t3 x0 x1 x3.
- CSubst0Drop; Apply (pc3_pr2_u c0 t0); [ Idtac | Apply pc3_pr2_r ]; XEAuto.
-(* case 2.3.4: i < i0, csubst0_both *)
- CGenBase; Rewrite <- H10 in H8; Rewrite <- H11 in H6; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H7; Clear H10 H11 H12 c2 t3 x0 x1 x3.
- Subst0Subst0; Rewrite <- lt_plus_minus_r in H9; [ CSubst0Drop | XAuto ].
- Apply (pc3_pr2_u c0 x); [ Idtac | Apply (pc3_pr2_u2 c0 t0) ]; XEAuto.
-(* case 2.3.5: i >= i0 *)
- CSubst0Drop; Apply (pc3_pr2_u c0 t0); XEAuto.
- Qed.
-
- Opaque pc3.
-
- Theorem pc3_fsubst0: (c1:?; t1,t:?) (pc3 c1 t1 t) ->
- (i:?; u,c2,t2:?) (fsubst0 i u c1 t1 c2 t2) ->
- (e:?) (drop i (0) c1 (CTail e (Bind Abbr) u)) ->
- (pc3 c2 t2 t).
- Intros until 1; XElimUsing pc3_ind_left H.
-(* case 1: pc3_refl *)
- Intros until 1; XElim H; Intros; Try CSubst0Drop; XEAuto.
-(* case 2: pc3_pr2_u *)
- Intros until 4; XElim H2; Intros;
- (Apply (pc3_t t2); [ EApply pc3_pr2_fsubst0; XEAuto | XEAuto ]).
-(* case 2: pc3_pr2_u2 *)
- Intros until 4; XElim H2; Intros;
- (Apply (pc3_t t0); [ Apply pc3_s; EApply pc3_pr2_fsubst0_back; XEAuto | XEAuto ]).
- Qed.
-
- End pc3_fsubst0.
-
- Hints Resolve pc3_fsubst0 : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require tlt_defs.
-Require lift_gen.
-Require lift_tlt.
-Require subst0_gen.
-Require subst0_confluence.
-Require pr0_defs.
-Require pr0_lift.
-Require pr0_gen.
-Require pr0_subst0.
-
- Section pr0_confluence. (*************************************************)
-
- Tactic Definition SSubstInv :=
- Match Context With
- | [ H0: (TTail ? ? ?) = (TTail ? ? ?) |- ? ] ->
- Inversion H0; Clear H0
- | [ H0: (pr0 (TTail (Bind ?) ? ?) ?) |- ? ] ->
- Inversion H0; Clear H0
- | _ -> EqFalse Orelse LiftGen Orelse Pr0Gen.
-
- Tactic Definition SSubstBack :=
- Match Context With
- | [ H0: Abst = ?1; H1:? |- ? ] ->
- Rewrite <- H0 in H1 Orelse Rewrite <- H0 Orelse Clear H0 ?1
- | [ H0: Abbr = ?1; H1:? |- ? ] ->
- Rewrite <- H0 in H1 Orelse Rewrite <- H0 Orelse Clear H0 ?1
- | [ H0: (? ?) = ?1; H1:? |- ? ] ->
- Rewrite <- H0 in H1 Orelse Rewrite <- H0 Orelse Clear H0 ?1
- | [ H0: (? ? ? ?) = ?1; H1:? |- ? ] ->
- Rewrite <- H0 in H1 Orelse Rewrite <- H0 Orelse Clear H0 ?1.
-
- Tactic Definition SSubst :=
- Match Context With
- [ H0: ?1 = ?; H1:? |- ? ] ->
- Rewrite H0 in H1 Orelse Rewrite H0 Orelse Clear H0 ?1.
-
- Tactic Definition XSubst :=
- Repeat (SSubstInv Orelse SSubstBack Orelse SSubst).
-
- Tactic Definition IH :=
- Match Context With
- | [ H0: (pr0 ?1 ?2); H1: (pr0 ?1 ?3) |- ? ] ->
- LApply (H ?1); [ Intros H_x | XEAuto ];
- LApply (H_x ?2); [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x ?3); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Clear H0 H1; Intros.
-
-(* case pr0_cong pr0_upsilon pr0_refl ***************************************)
-
- Remark pr0_cong_upsilon_refl: (b:?) ~ b = Abst ->
- (u0,u3:?) (pr0 u0 u3) ->
- (t4,t5:?) (pr0 t4 t5) ->
- (u2,v2,x:?) (pr0 u2 x) -> (pr0 v2 x) ->
- (EX t:T | (pr0 (TTail (Flat Appl) u2 (TTail (Bind b) u0 t4)) t) &
- (pr0 (TTail (Bind b) u3 (TTail (Flat Appl) (lift (1) (0) v2) t5)) t)).
- Intros.
- Apply ex2_intro with x:=(TTail (Bind b) u3 (TTail (Flat Appl) (lift (1) (0) x) t5)); XAuto.
- Qed.
-
-(* case pr0_cong pr0_upsilon pr0_cong ***************************************)
-
- Remark pr0_cong_upsilon_cong: (b:?) ~ b = Abst ->
- (u2,v2,x:?) (pr0 u2 x) -> (pr0 v2 x) ->
- (t2,t5,x0:?) (pr0 t2 x0) -> (pr0 t5 x0) ->
- (u5,u3,x1:?) (pr0 u5 x1) -> (pr0 u3 x1) ->
- (EX t:T | (pr0 (TTail (Flat Appl) u2 (TTail (Bind b) u5 t2)) t) &
- (pr0 (TTail (Bind b) u3 (TTail (Flat Appl) (lift (1) (0) v2) t5)) t)).
- Intros.
- Apply ex2_intro with x:=(TTail (Bind b) x1 (TTail (Flat Appl) (lift (1) (0) x) x0)); XAuto.
- Qed.
-
-(* case pr0_cong pr0_upsilon pr0_delta **************************************)
-
- Remark pr0_cong_upsilon_delta: ~ Abbr = Abst ->
- (u5,t2,w:?) (subst0 (0) u5 t2 w) ->
- (u2,v2,x:?) (pr0 u2 x) -> (pr0 v2 x) ->
- (t5,x0:?) (pr0 t2 x0) -> (pr0 t5 x0) ->
- (u3,x1:?) (pr0 u5 x1) -> (pr0 u3 x1) ->
- (EX t:T | (pr0 (TTail (Flat Appl) u2 (TTail (Bind Abbr) u5 w)) t) &
- (pr0 (TTail (Bind Abbr) u3 (TTail (Flat Appl) (lift (1) (0) v2) t5)) t)).
- Intros; Pr0Subst0.
-(* case 1: x0 is a lift *)
- Apply ex2_intro with x:=(TTail (Bind Abbr) x1 (TTail (Flat Appl) (lift (1) (0) x) x0)); XAuto.
-(* case 2: x0 is not a lift *)
- Apply ex2_intro with x:=(TTail (Bind Abbr) x1 (TTail (Flat Appl) (lift (1) (0) x) x2)); XEAuto.
- Qed.
-
-(* case pr0_cong pr0_upsilon pr0_zeta ***************************************)
-
- Remark pr0_cong_upsilon_zeta: (b:?) ~ b = Abst ->
- (u0,u3:?) (pr0 u0 u3) ->
- (u2,v2,x0:?) (pr0 u2 x0) -> (pr0 v2 x0) ->
- (x,t3,x1:?) (pr0 x x1) -> (pr0 t3 x1) ->
- (EX t:T | (pr0 (TTail (Flat Appl) u2 t3) t) &
- (pr0 (TTail (Bind b) u3 (TTail (Flat Appl) (lift (1) (0) v2) (lift (1) (0) x))) t)).
- Intros; LiftTailRwBack; XEAuto.
- Qed.
-
-(* case pr0_cong pr0_delta **************************************************)
-
- Remark pr0_cong_delta: (u3,t5,w:?) (subst0 (0) u3 t5 w) ->
- (u2,x:?) (pr0 u2 x) -> (pr0 u3 x) ->
- (t3,x0:?) (pr0 t3 x0) -> (pr0 t5 x0) ->
- (EX t:T | (pr0 (TTail (Bind Abbr) u2 t3) t) &
- (pr0 (TTail (Bind Abbr) u3 w) t)).
- Intros; Pr0Subst0; XEAuto.
- Qed.
-
-(* case pr0_upsilon pr0_upsilon *********************************************)
-
- Remark pr0_upsilon_upsilon: (b:?) ~ b = Abst ->
- (v1,v2,x0:?) (pr0 v1 x0) -> (pr0 v2 x0) ->
- (u1,u2,x1:?) (pr0 u1 x1) -> (pr0 u2 x1) ->
- (t1,t2,x2:?) (pr0 t1 x2) -> (pr0 t2 x2) ->
- (EX t:T | (pr0 (TTail (Bind b) u1 (TTail (Flat Appl) (lift (1) (0) v1) t1)) t) &
- (pr0 (TTail (Bind b) u2 (TTail (Flat Appl) (lift (1) (0) v2) t2)) t)).
- Intros.
- Apply ex2_intro with x:=(TTail (Bind b) x1 (TTail (Flat Appl) (lift (1) (0) x0) x2)); XAuto.
- Qed.
-
-(* case pr0_delta pr0_delta *************************************************)
-
- Remark pr0_delta_delta: (u2,t3,w:?) (subst0 (0) u2 t3 w) ->
- (u3,t5,w0:?) (subst0 (0) u3 t5 w0) ->
- (x:?) (pr0 u2 x) -> (pr0 u3 x) ->
- (x0:?) (pr0 t3 x0) -> (pr0 t5 x0) ->
- (EX t:T | (pr0 (TTail (Bind Abbr) u2 w) t) &
- (pr0 (TTail (Bind Abbr) u3 w0) t)).
- Intros; Pr0Subst0; Pr0Subst0; Try Subst0Confluence; XSubst; XEAuto.
- Qed.
-
-(* case pr0_delta pr0_epsilon ***********************************************)
-
- Remark pr0_delta_epsilon: (u2,t3,w:?) (subst0 (0) u2 t3 w) ->
- (t4:?) (pr0 (lift (1) (0) t4) t3) ->
- (t2:?) (EX t:T | (pr0 (TTail (Bind Abbr) u2 w) t) & (pr0 t2 t)).
- Intros; Pr0Gen; XSubst; Subst0Gen.
- Qed.
-
-(* main *********************************************************************)
-
- Hints Resolve pr0_cong_upsilon_refl pr0_cong_upsilon_cong : ltlc.
- Hints Resolve pr0_cong_upsilon_delta pr0_cong_upsilon_zeta : ltlc.
- Hints Resolve pr0_cong_delta : ltlc.
- Hints Resolve pr0_upsilon_upsilon : ltlc.
- Hints Resolve pr0_delta_delta pr0_delta_epsilon : ltlc.
-
-(*#* #start file *)
-
-(*#* #caption "confluence with itself: Church-Rosser property" *)
-(*#* #cap #cap t0, t1, t2, t *)
-
- Theorem pr0_confluence: (t0,t1:?) (pr0 t0 t1) -> (t2:?) (pr0 t0 t2) ->
- (EX t | (pr0 t1 t) & (pr0 t2 t)).
-
-(*#* #stop file *)
-
- XElimUsing tlt_wf_ind t0; Intros.
- Inversion H0; Inversion H1; Clear H0 H1;
- XSubst; Repeat IH; XDEAuto 4.
- Qed.
-
- End pr0_confluence.
-
- Tactic Definition Pr0Confluence :=
- Match Context With
- [ H1: (pr0 ?1 ?2); H2: (pr0 ?1 ?3) |-? ] ->
- LApply (pr0_confluence ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros.
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-Require Export subst0_defs.
-
-(*#* #caption "axioms for the relation $\\PrZ{}{}$",
- "reflexivity", "compatibility", "$\\beta$-contraction", "$\\upsilon$-swap",
- "$\\delta$-expansion", "$\\zeta$-contraction", "$\\epsilon$-contraction"
-*)
-(*#* #cap #cap t, t1, t2 #alpha u in V, u1 in V1, u2 in V2, v1 in W1, v2 in W2, w in T, k in z *)
-
- Inductive pr0 : T -> T -> Prop :=
-(* structural rules *)
- | pr0_refl : (t:?) (pr0 t t)
- | pr0_comp : (u1,u2:?) (pr0 u1 u2) -> (t1,t2:?) (pr0 t1 t2) ->
- (k:?) (pr0 (TTail k u1 t1) (TTail k u2 t2))
-(* axiom rules *)
- | pr0_beta : (u,v1,v2:?) (pr0 v1 v2) -> (t1,t2:?) (pr0 t1 t2) ->
- (pr0 (TTail (Flat Appl) v1 (TTail (Bind Abst) u t1))
- (TTail (Bind Abbr) v2 t2))
- | pr0_upsilon: (b:?) ~b=Abst -> (v1,v2:?) (pr0 v1 v2) ->
- (u1,u2:?) (pr0 u1 u2) -> (t1,t2:?) (pr0 t1 t2) ->
- (pr0 (TTail (Flat Appl) v1 (TTail (Bind b) u1 t1))
- (TTail (Bind b) u2 (TTail (Flat Appl) (lift (1) (0) v2) t2)))
- | pr0_delta : (u1,u2:?) (pr0 u1 u2) -> (t1,t2:?) (pr0 t1 t2) ->
- (w:?) (subst0 (0) u2 t2 w) ->
- (pr0 (TTail (Bind Abbr) u1 t1) (TTail (Bind Abbr) u2 w))
- | pr0_zeta : (b:?) ~b=Abst -> (t1,t2:?) (pr0 t1 t2) ->
- (u:?) (pr0 (TTail (Bind b) u (lift (1) (0) t1)) t2)
- | pr0_epsilon: (t1,t2:?) (pr0 t1 t2) ->
- (u:?) (pr0 (TTail (Flat Cast) u t1) t2).
-
-(*#* #stop file *)
-
- Hint pr0 : ltlc := Constructors pr0.
-
- Section pr0_gen_base. (***************************************************)
-
- Theorem pr0_gen_sort : (x:?; n:?) (pr0 (TSort n) x) -> x = (TSort n).
- Intros; Inversion H; XAuto.
- Qed.
-
- Theorem pr0_gen_lref : (x:?; n:?) (pr0 (TLRef n) x) -> x = (TLRef n).
- Intros; Inversion H; XAuto.
- Qed.
-
- Theorem pr0_gen_abst : (u1,t1,x:?) (pr0 (TTail (Bind Abst) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abst) u2 t2) &
- (pr0 u1 u2) & (pr0 t1 t2)
- ).
-
- Intros; Inversion H; Clear H.
-(* case 1 : pr0_refl *)
- XEAuto.
-(* case 2 : pr0_cont *)
- XEAuto.
-(* case 3 : pr0_zeta *)
- XElim H4; XAuto.
- Qed.
-
- Theorem pr0_gen_appl : (u1,t1,x:?) (pr0 (TTail (Flat Appl) u1 t1) x) -> (OR
- (EX u2 t2 | x = (TTail (Flat Appl) u2 t2) &
- (pr0 u1 u2) & (pr0 t1 t2)
- ) |
- (EX y1 z1 u2 t2 | t1 = (TTail (Bind Abst) y1 z1) &
- x = (TTail (Bind Abbr) u2 t2) &
- (pr0 u1 u2) & (pr0 z1 t2)
- ) |
- (EX b y1 z1 u2 v2 t2 |
- ~b=Abst &
- t1 = (TTail (Bind b) y1 z1) &
- x = (TTail (Bind b) v2 (TTail (Flat Appl) (lift (1) (0) u2) t2)) &
- (pr0 u1 u2) & (pr0 y1 v2) & (pr0 z1 t2))
- ).
- Intros; Inversion H; XEAuto.
- Qed.
-
- Theorem pr0_gen_cast : (u1,t1,x:?) (pr0 (TTail (Flat Cast) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Flat Cast) u2 t2) &
- (pr0 u1 u2) & (pr0 t1 t2)
- ) \/
- (pr0 t1 x).
- Intros; Inversion H; XEAuto.
- Qed.
-
- End pr0_gen_base.
-
- Hints Resolve pr0_gen_sort pr0_gen_lref : ltlc.
-
- Tactic Definition Pr0GenBase :=
- Match Context With
- | [ H: (pr0 (TSort ?1) ?2) |- ? ] ->
- LApply (pr0_gen_sort ?2 ?1); [ Clear H; Intros | XAuto ]
- | [ H: (pr0 (TLRef ?1) ?2) |- ? ] ->
- LApply (pr0_gen_lref ?2 ?1); [ Clear H; Intros | XAuto ]
- | [ H: (pr0 (TTail (Bind Abst) ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_abst ?1 ?2 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (pr0 (TTail (Flat Appl) ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_appl ?1 ?2 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; Intros H; XElim H; Intros
- | [ H: (pr0 (TTail (Flat Cast) ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_cast ?1 ?2 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; [ Intros H; XElim H; Intros | Intros ].
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require lift_props.
-Require subst0_gen.
-Require pr0_defs.
-Require pr0_lift.
-
- Section pr0_gen_abbr. (***************************************************)
-
- Theorem pr0_gen_abbr : (u1,t1,x:?) (pr0 (TTail (Bind Abbr) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abbr) u2 t2) &
- (pr0 u1 u2) &
- (pr0 t1 t2) \/
- (EX y | (pr0 t1 y) & (subst0 (0) u2 y t2))
- ) \/
- (pr0 t1 (lift (1) (0) x)).
- Intros.
- Inversion H; Clear H; XDEAuto 6.
- Qed.
-
- End pr0_gen_abbr.
-
- Section pr0_gen_void. (***************************************************)
-
- Theorem pr0_gen_void : (u1,t1,x:?) (pr0 (TTail (Bind Void) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Void) u2 t2) &
- (pr0 u1 u2) & (pr0 t1 t2)
- ) \/
- (pr0 t1 (lift (1) (0) x)).
- Intros.
- Inversion H; Clear H; XEAuto.
- Qed.
-
- End pr0_gen_void.
-
- Section pr0_gen_lift. (***************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H: (_:?; _:?) ?0 = (lift ? ? ?) -> ?;
- H0: ?0 = (lift ? ?2 ?3) |- ? ] ->
- LApply (H ?3 ?2); [ Clear H H0; Intros H_x | XAuto ];
- XElim H_x; Intro; Intros H_x; Intro;
- Try Rewrite H_x; Try Rewrite H_x in H3; Clear H_x.
-
-(*#* #caption "generation lemma for lift" *)
-(*#* #cap #alpha t1 in U1, t2 in U2, x in T, d in i *)
-
- Theorem pr0_gen_lift : (t1,x:?; h,d:?) (pr0 (lift h d t1) x) ->
- (EX t2 | x = (lift h d t2) & (pr0 t1 t2)).
- Intros until 1; InsertEq H '(lift h d t1);
- UnIntro H d; UnIntro H t1; XElim H; Clear y x; Intros;
- Rename x into t3; Rename x0 into d.
-(* case 1 : pr0_r *)
- XEAuto.
-(* case 2 : pr0_c *)
- NewInduction k; LiftGen; Rewrite H3; Clear H3 t0;
- IH; IH; XEAuto.
-(* case 3 : pr0_beta *)
- LiftGen; Rewrite H3; Clear H3 t0.
- LiftGen; Rewrite H3; Clear H3 H5 x1 k.
- IH; IH; XEAuto.
-(* case 4 : pr0_upsilon *)
- LiftGen; Rewrite H6; Clear H6 t0.
- LiftGen; Rewrite H6; Clear H6 x1.
- IH; IH; IH.
- Rewrite <- lift_d; [ Simpl | XAuto ].
- Rewrite <- lift_flat; XEAuto.
-(* case 5 : pr0_delta *)
- LiftGen; Rewrite H4; Clear H4 t0.
- IH; IH; Arith3In H3 d; Subst0Gen.
- Rewrite H3; XEAuto.
-(* case 6 : pr0_zeta *)
- LiftGen; Rewrite H2; Clear H2 t0.
- Arith7In H4 d; LiftGen; Rewrite H2; Clear H2 x1.
- IH; XEAuto.
-(* case 7 : pr0_zeta *)
- LiftGen; Rewrite H1; Clear H1 t0.
- IH; XEAuto.
- Qed.
-
- End pr0_gen_lift.
-
- Tactic Definition Pr0Gen :=
- Match Context With
- | [ H: (pr0 (TTail (Bind Abbr) ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_abbr ?1 ?2 ?3); [ Clear H; Intros H | XAuto ];
- XElim H;
- [ Intros H; XElim H; Do 4 Intro; Intros H_x;
- XElim H_x; [ Intros | Intros H_x; XElim H_x; Intros ]
- | Intros ]
- | [ H: (pr0 (TTail (Bind Void) ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_void ?1 ?2 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; [ Intros H; XElim H; Intros | Intros ]
- | [ H: (pr0 (lift ?0 ?1 ?2) ?3) |- ? ] ->
- LApply (pr0_gen_lift ?2 ?3 ?0 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | _ -> Pr0GenBase.
+++ /dev/null
-Require lift_props.
-Require subst0_lift.
-Require pr0_defs.
-
-(*#* #caption "main properties of the relation $\\PrZ{}{}$" *)
-(*#* #clauses pr0_props *)
-
-(*#* #stop file *)
-
- Section pr0_lift. (*******************************************************)
-
-(*#* #caption "conguence with lift" *)
-(*#* #cap #cap t1,t2 #alpha d in i *)
-
- Theorem pr0_lift: (t1,t2:?) (pr0 t1 t2) ->
- (h,d:?) (pr0 (lift h d t1) (lift h d t2)).
-
- Intros until 1; XElim H; Intros.
-(* case 1: pr0_refl *)
- XAuto.
-(* case 2: pr0_cong *)
- LiftTailRw; XAuto.
-(* case 3 : pr0_beta *)
- LiftTailRw; XAuto.
-(* case 4: pr0_upsilon *)
- LiftTailRw; Simpl; Arith0 d; Rewrite lift_d; XAuto.
-(* case 5: pr0_delta *)
- LiftTailRw; Simpl.
- EApply pr0_delta; [ XAuto | Apply H2 | Idtac ].
- LetTac d' := (S d); Arith10 d; Unfold d'; XAuto.
-(* case 6: pr0_zeta *)
- LiftTailRw; Simpl; Arith0 d; Rewrite lift_d; XAuto.
-(* case 7: pr0_epsilon *)
- LiftTailRw; XAuto.
- Qed.
-
- End pr0_lift.
-
- Hints Resolve pr0_lift : ltlc.
+++ /dev/null
-Require subst0_gen.
-Require subst0_lift.
-Require subst0_subst0.
-Require subst0_confluence.
-Require pr0_defs.
-Require pr0_lift.
-
-(*#* #stop file *)
-
- Section pr0_subst0. (*****************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H1: (u1:?) (pr0 u1 ?1) -> ?; H2: (pr0 ?2 ?1) |- ? ] ->
- LApply (H1 ?2); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (u1:?) (pr0 ?1 u1) -> ?; H2: (pr0 ?1 ?2) |- ? ] ->
- LApply (H1 ?2); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (v1,w1:?; i:?) (subst0 i v1 ?1 w1) -> (v2:T) (pr0 v1 v2) -> ?;
- H2: (subst0 ?2 ?3 ?1 ?4); H3: (pr0 ?3 ?5) |- ? ] ->
- LApply (H1 ?3 ?4 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?5); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; [ Intros | Intros H1; XElim H1; Intros ].
-
- Theorem pr0_subst0_back: (u2,t1,t2:?; i:?) (subst0 i u2 t1 t2) ->
- (u1:?) (pr0 u1 u2) ->
- (EX t | (subst0 i u1 t1 t) & (pr0 t t2)).
- Intros until 1; XElim H; Intros;
- Repeat IH; XEAuto.
- Qed.
-
- Theorem pr0_subst0_fwd: (u2,t1,t2:?; i:?) (subst0 i u2 t1 t2) ->
- (u1:?) (pr0 u2 u1) ->
- (EX t | (subst0 i u1 t1 t) & (pr0 t2 t)).
- Intros until 1; XElim H; Intros;
- Repeat IH; XEAuto.
- Qed.
-
- Hints Resolve pr0_subst0_fwd : ltlc.
-
-(*#* #start file *)
-
-(*#* #caption "confluence with strict substitution" *)
-(*#* #cap #cap t1, t2 #alpha v1 in W1, v2 in W2, w1 in U1, w2 in U2 *)
-
- Theorem pr0_subst0: (t1,t2:?) (pr0 t1 t2) ->
- (v1,w1:?; i:?) (subst0 i v1 t1 w1) ->
- (v2:?) (pr0 v1 v2) ->
- (pr0 w1 t2) \/
- (EX w2 | (pr0 w1 w2) & (subst0 i v2 t2 w2)).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Clear t1 t2; Intros.
-(* case 1: pr0_refl *)
- XEAuto.
-(* case 2: pr0_cong *)
- Subst0Gen; Rewrite H3; Repeat IH; XEAuto.
-(* case 3: pr0_beta *)
- Repeat Subst0Gen; Rewrite H3; Try Rewrite H5; Try Rewrite H6;
- Repeat IH; XEAuto.
-(* case 4: pr0_upsilon *)
- Repeat Subst0Gen; Rewrite H6; Try Rewrite H8; Try Rewrite H9;
- Repeat IH; XDEAuto 7.
-(* case 5: pr0_delta *)
- Subst0Gen; Rewrite H4; Repeat IH;
- [ XEAuto | Idtac | XEAuto | Idtac | XEAuto | Idtac | Idtac | Idtac ].
- Subst0Subst0; Arith9'In H9 i; XEAuto.
- Subst0Confluence; XEAuto.
- Subst0Subst0; Arith9'In H10 i; XEAuto.
- Subst0Confluence; XEAuto.
- Subst0Subst0; Arith9'In H11 i; Subst0Confluence; XDEAuto 6.
-(* case 6: pr0_zeta *)
- Repeat Subst0Gen; Rewrite H2; Try Rewrite H4; Try Rewrite H5;
- Try (Simpl in H5; Rewrite <- minus_n_O in H5);
- Try (Simpl in H6; Rewrite <- minus_n_O in H6);
- Try IH; XEAuto.
-(* case 7: pr0_epsilon *)
- Subst0Gen; Rewrite H1; Try IH; XEAuto.
- Qed.
-
- End pr0_subst0.
-
- Tactic Definition Pr0Subst0 :=
- Match Context With
- | [ H1: (pr0 ?1 ?2); H2: (subst0 ?3 ?4 ?1 ?5);
- H3: (pr0 ?4 ?6) |- ? ] ->
- LApply (pr0_subst0 ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4 ?5 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply (H1 ?6); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; [ Intros | Intros H1; XElim H1; Intros ]
- | [ H1: (pr0 ?1 ?2); H2: (subst0 ?3 ?4 ?1 ?5) |- ? ] ->
- LApply (pr0_subst0 ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4 ?5 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; [ Intros | Intros H1; XElim H1; Intros ]
- | [ _: (subst0 ?0 ?1 ?2 ?3); _: (pr0 ?4 ?1) |- ? ] ->
- LApply (pr0_subst0_back ?1 ?2 ?3 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ H1: (subst0 ?0 ?1 ?2 ?3); H2: (pr0 ?1 ?4) |- ? ] ->
- LApply (pr0_subst0_fwd ?1 ?2 ?3 ?0); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst1_defs.
-Require pr0_defs.
-Require pr0_subst0.
-
- Section pr0_subst1_props. (***********************************************)
-
- Theorem pr0_delta1: (u1,u2:?) (pr0 u1 u2) -> (t1,t2:?) (pr0 t1 t2) ->
- (w:?) (subst1 (0) u2 t2 w) ->
- (pr0 (TTail (Bind Abbr) u1 t1) (TTail (Bind Abbr) u2 w)).
- Intros until 3; XElim H1; Clear w; XEAuto.
- Qed.
-
- Theorem pr0_subst1_back: (u2,t1,t2:?; i:?) (subst1 i u2 t1 t2) ->
- (u1:?) (pr0 u1 u2) ->
- (EX t | (subst1 i u1 t1 t) & (pr0 t t2)).
- Intros until 1; XElim H; Intros;
- Try Pr0Subst0; XEAuto.
- Qed.
-
- Theorem pr0_subst1_fwd: (u2,t1,t2:?; i:?) (subst1 i u2 t1 t2) ->
- (u1:?) (pr0 u2 u1) ->
- (EX t | (subst1 i u1 t1 t) & (pr0 t2 t)).
- Intros until 1; XElim H; Intros;
- Try Pr0Subst0; XEAuto.
- Qed.
-
- Theorem pr0_subst1: (t1,t2:?) (pr0 t1 t2) ->
- (v1,w1:?; i:?) (subst1 i v1 t1 w1) ->
- (v2:?) (pr0 v1 v2) ->
- (EX w2 | (pr0 w1 w2) & (subst1 i v2 t2 w2)).
- Intros until 2; XElim H0; Intros;
- Try Pr0Subst0; XEAuto.
- Qed.
-
- End pr0_subst1_props.
-
- Hints Resolve pr0_delta1 : ltlc.
-
- Tactic Definition Pr0Subst1 :=
- Match Context With
- | [ H1: (pr0 ?1 ?2); H2: (subst1 ?3 ?4 ?1 ?5);
- H3: (pr0 ?4 ?6) |- ? ] ->
- LApply (pr0_subst1 ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4 ?5 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply (H1 ?6); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (pr0 ?1 ?2); H2: (subst1 ?3 ?4 ?1 ?5) |- ? ] ->
- LApply (pr0_subst1 ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4 ?5 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (subst1 ?0 ?1 ?2 ?3); H2: (pr0 ?4 ?1) |- ? ] ->
- LApply (pr0_subst1_back ?1 ?2 ?3 ?0); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (subst1 ?0 ?1 ?2 ?3); H2: (pr0 ?1 ?4) |- ? ] ->
- LApply (pr0_subst1_fwd ?1 ?2 ?3 ?0); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | _ -> Pr0Subst0.
-
+++ /dev/null
-(*#* #stop file *)
-
-Require pr0_confluence.
-Require pr1_defs.
-
-(*#* #caption "main properties of predicate \\texttt{pr1}" *)
-(*#* #clauses pr1_props *)
-
- Section pr1_confluence. (*************************************************)
-
-(*#* #caption "confluence with single step reduction: strip lemma" *)
-(*#* #cap #cap t0, t1, t2, t *)
-
- Theorem pr1_strip : (t0,t1:?) (pr1 t0 t1) -> (t2:?) (pr0 t0 t2) ->
- (EX t | (pr1 t1 t) & (pr1 t2 t)).
- Intros until 1; XElim H; Intros.
-(* case 1 : pr1_r *)
- XEAuto.
-(* case 2 : pr1_u *)
- Pr0Confluence.
- LApply (H1 x); [ Clear H1 H2; Intros H1 | XAuto ].
- XElim H1; Intros; XEAuto.
- Qed.
-
-(*#* #caption "confluence with itself: Church-Rosser property" *)
-(*#* #cap #cap t0, t1, t2, t *)
-
- Theorem pr1_confluence : (t0,t1:?) (pr1 t0 t1) -> (t2:?) (pr1 t0 t2) ->
- (EX t | (pr1 t1 t) & (pr1 t2 t)).
- Intros until 1; XElim H; Intros.
-(* case 1 : pr1_r *)
- XEAuto.
-(* case 2 : pr1_u *)
- LApply (pr1_strip t3 t5); [ Clear H2; Intros H2 | XAuto ].
- LApply (H2 t2); [ Clear H H2; Intros H | XAuto ].
- XElim H; Intros.
- LApply (H1 x); [ Clear H1 H2; Intros H1 | XAuto ].
- XElim H1; Intros; XEAuto.
- Qed.
-
- End pr1_confluence.
-
- Tactic Definition Pr1Confluence :=
- Match Context With
- | [ H1: (pr1 ?1 ?2); H2: (pr0 ?1 ?3) |-? ] ->
- LApply (pr1_strip ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (pr1 ?1 ?2); H2: (pr1 ?1 ?3) |-? ] ->
- LApply (pr1_confluence ?1 ?2); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?3); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | _ -> Pr0Confluence.
-
-(*#* #single *)
-
+++ /dev/null
-(*#* #stop file *)
-
-Require Export pr0_defs.
-
- Inductive pr1 : T -> T -> Prop :=
- | pr1_r: (t:?) (pr1 t t)
- | pr1_u: (t2,t1:?) (pr0 t1 t2) -> (t3:?) (pr1 t2 t3) -> (pr1 t1 t3).
-
- Hint pr1 : ltlc := Constructors pr1.
-
- Section pr1_props. (******************************************************)
-
- Theorem pr1_pr0: (t1,t2:?) (pr0 t1 t2) -> (pr1 t1 t2).
- XEAuto.
- Qed.
-
- Theorem pr1_t: (t2,t1:?) (pr1 t1 t2) ->
- (t3:?) (pr1 t2 t3) -> (pr1 t1 t3).
- Intros until 1; XElim H; XEAuto.
- Qed.
-
- Theorem pr1_tail_1: (u1,u2:?) (pr1 u1 u2) ->
- (t:?; k:?) (pr1 (TTail k u1 t) (TTail k u2 t)).
- Intros; XElim H; XEAuto.
- Qed.
-
- Theorem pr1_tail_2: (t1,t2:?) (pr1 t1 t2) ->
- (u:?; k:?) (pr1 (TTail k u t1) (TTail k u t2)).
- Intros; XElim H; XEAuto.
- Qed.
-
- End pr1_props.
-
- Hints Resolve pr1_pr0 pr1_t pr1_tail_1 pr1_tail_2 : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_confluence.
-Require drop_props.
-Require pr0_subst0.
-Require pr0_confluence.
-Require pr2_defs.
-
- Section pr2_confluence. (*************************************************)
-
-(* case 1.1 : pr2_free pr2_free *********************************************)
-
- Remark pr2_free_free: (c:?; t0,t1,t2:?)
- (pr0 t0 t1) -> (pr0 t0 t2) ->
- (EX t:T | (pr2 c t1 t) & (pr2 c t2 t)).
- Intros; Pr0Confluence; XEAuto.
- Qed.
-
-(* case 1.2 : pr2_free pr2_delta ********************************************)
-
- Remark pr2_free_delta: (c,d:?; t0,t1,t2,t4,u:?; i:?)
- (pr0 t0 t1) ->
- (drop i (0) c (CTail d (Bind Abbr) u)) ->
- (pr0 t0 t4) ->
- (subst0 i u t4 t2) ->
- (EX t | (pr2 c t1 t) & (pr2 c t2 t)).
- Intros; Pr0Confluence; Pr0Subst0; XEAuto.
- Qed.
-
-(* case 2.2 : pr2_delta pr2_delta *******************************************)
-
- Remark pr2_delta_delta: (c,d,d0:?; t0,t1,t2,t3,t4,u,u0:?; i,i0:?)
- (drop i (0) c (CTail d (Bind Abbr) u)) ->
- (pr0 t0 t3) ->
- (subst0 i u t3 t1) ->
- (drop i0 (0) c (CTail d0 (Bind Abbr) u0)) ->
- (pr0 t0 t4) ->
- (subst0 i0 u0 t4 t2) ->
- (EX t:T | (pr2 c t1 t) & (pr2 c t2 t)).
- Intros; Pr0Confluence; Repeat Pr0Subst0;
- [ XEAuto | XEAuto | XEAuto | Idtac ].
- Apply (neq_eq_e i i0); Intros.
-(* case 1 : i != i0 *)
- Subst0Confluence; XEAuto.
-(* case 2 : i = i0 *)
- Rewrite H5 in H; Rewrite H5 in H3; Clear H5 i.
- DropDis; Inversion H2; Rewrite H7 in H3; Clear H2 H6 H7 d u.
- Subst0Confluence; [ Rewrite H2 in H0; XEAuto | XEAuto | XEAuto | XEAuto ].
- Qed.
-
-(* main *********************************************************************)
-
- Hints Resolve pr2_free_free pr2_free_delta pr2_delta_delta : ltlc.
-
-(*#* #caption "confluence with itself: Church-Rosser property" *)
-(*#* #cap #cap c, t0, t1, t2, t *)
-
- Theorem pr2_confluence: (c,t0,t1:?) (pr2 c t0 t1) ->
- (t2:?) (pr2 c t0 t2) ->
- (EX t | (pr2 c t1 t) & (pr2 c t2 t)).
- Intros; Inversion H; Inversion H0; XDEAuto 3.
- Qed.
-
- End pr2_confluence.
-
- Tactic Definition Pr2Confluence :=
- Match Context With
- | [ H1: (pr2 ?1 ?2 ?3); H2: (pr2 ?1 ?2 ?4) |-? ] ->
- LApply (pr2_confluence ?1 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | _ -> Pr0Confluence.
-
-(*#* #single *)
+++ /dev/null
-Require Export drop_defs.
-Require Export pr0_defs.
-
-(*#* #caption "current axioms for the relation $\\PrS{}{}{}$",
- "context-free case", "context-dependent $\\delta$-expansion"
-*)
-(*#* #cap #cap c, d, t, t1, t2 #alpha u in V *)
-
- Inductive pr2 [c:C; t1:T] : T -> Prop :=
-(* structural rules *)
- | pr2_free : (t2:?) (pr0 t1 t2) -> (pr2 c t1 t2)
-(* axiom rules *)
- | pr2_delta: (d:?; u:?; i:?)
- (drop i (0) c (CTail d (Bind Abbr) u)) ->
- (t2:?) (pr0 t1 t2) -> (t:?) (subst0 i u t2 t) ->
- (pr2 c t1 t).
-
-(*#* #stop file *)
-
- Hint pr2 : ltlc := Constructors pr2.
-
- Section pr2_gen_base. (***************************************************)
-
- Theorem pr2_gen_sort: (c:?; x:?; n:?) (pr2 c (TSort n) x) ->
- x = (TSort n).
- Intros; Inversion H; Pr0GenBase;
- [ XAuto | Rewrite H1 in H2; Subst0GenBase ].
- Qed.
-
- Theorem pr2_gen_lref: (c:?; x:?; n:?) (pr2 c (TLRef n) x) ->
- x = (TLRef n) \/
- (EX d u | (drop n (0) c (CTail d (Bind Abbr) u)) &
- x = (lift (S n) (0) u)
- ).
- Intros; Inversion H; Pr0GenBase;
- [ XAuto | Rewrite H1 in H2; Subst0GenBase; Rewrite <- H2 in H0; XEAuto ].
- Qed.
-
- Theorem pr2_gen_abst: (c:?; u1,t1,x:?)
- (pr2 c (TTail (Bind Abst) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abst) u2 t2) &
- (pr2 c u1 u2) & (b:?; u:?)
- (pr2 (CTail c (Bind b) u) t1 t2)
- ).
- Intros; Inversion H; Pr0GenBase;
- [ XEAuto | Rewrite H1 in H2; Subst0GenBase; XDEAuto 6 ].
- Qed.
-
- Theorem pr2_gen_appl: (c:?; u1,t1,x:?)
- (pr2 c (TTail (Flat Appl) u1 t1) x) -> (OR
- (EX u2 t2 | x = (TTail (Flat Appl) u2 t2) &
- (pr2 c u1 u2) & (pr2 c t1 t2)
- ) |
- (EX y1 z1 u2 t2 | t1 = (TTail (Bind Abst) y1 z1) &
- x = (TTail (Bind Abbr) u2 t2) &
- (pr2 c u1 u2) & (b:?; u:?)
- (pr2 (CTail c (Bind b) u) z1 t2)
- ) |
- (EX b y1 z1 z2 u2 v2 t2 |
- ~b=Abst &
- t1 = (TTail (Bind b) y1 z1) &
- x = (TTail (Bind b) v2 z2) &
- (pr2 c u1 u2) & (pr2 c y1 v2) & (pr0 z1 t2))
- ).
- Intros; Inversion H; Pr0GenBase;
- Try Rewrite H1 in H2; Try Rewrite H4 in H2; Try Rewrite H5 in H2;
- Try Subst0GenBase; XDEAuto 7.
- Qed.
-
- Theorem pr2_gen_cast: (c:?; u1,t1,x:?)
- (pr2 c (TTail (Flat Cast) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Flat Cast) u2 t2) &
- (pr2 c u1 u2) & (pr2 c t1 t2)
- ) \/
- (pr2 c t1 x).
- Intros; Inversion H; Pr0GenBase;
- Try Rewrite H1 in H2; Try Subst0GenBase; XEAuto.
- Qed.
-
- End pr2_gen_base.
-
- Tactic Definition Pr2GenBase :=
- Match Context With
- | [ H: (pr2 ?1 (TSort ?2) ?3) |- ? ] ->
- LApply (pr2_gen_sort ?1 ?3 ?2); [ Clear H; Intros | XAuto ]
- | [ H: (pr2 ?1 (TLRef ?2) ?3) |- ? ] ->
- LApply (pr2_gen_lref ?1 ?3 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr2 ?1 (TTail (Bind Abst) ?2 ?3) ?4) |- ? ] ->
- LApply (pr2_gen_abst ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr2 ?1 (TTail (Flat Appl) ?2 ?3) ?4) |- ? ] ->
- LApply (pr2_gen_appl ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr2 ?1 (TTail (Flat Cast) ?2 ?3) ?4) |- ? ] ->
- LApply (pr2_gen_cast ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H.
-
- Section pr2_props. (******************************************************)
-
- Theorem pr2_thin_dx: (c:?; t1,t2:?) (pr2 c t1 t2) ->
- (u:?; f:?) (pr2 c (TTail (Flat f) u t1)
- (TTail (Flat f) u t2)).
- Intros; XElim H; XEAuto.
- Qed.
-
- Theorem pr2_tail_1: (c:?; u1,u2:?) (pr2 c u1 u2) ->
- (k:?; t:?) (pr2 c (TTail k u1 t) (TTail k u2 t)).
- Intros; XElim H; XEAuto.
- Qed.
-
- Theorem pr2_tail_2: (c:?; u,t1,t2:?; k:?) (pr2 (CTail c k u) t1 t2) ->
- (pr2 c (TTail k u t1) (TTail k u t2)).
- XElim k; Intros; (
- XElim H; [ XAuto | XElim i; Intros; DropGenBase; CGenBase; XEAuto ]).
- Qed.
-
- Hints Resolve pr2_tail_2 : ltlc.
-
- Theorem pr2_shift: (i:?; c,e:?) (drop i (0) c e) ->
- (t1,t2:?) (pr2 c t1 t2) ->
- (pr2 e (app c i t1) (app c i t2)).
- XElim i.
-(* case 1: i = 0 *)
- Intros; DropGenBase; Rewrite H in H0.
- Repeat Rewrite app_O; XAuto.
-(* case 2: i > 0 *)
- XElim c.
-(* case 2.1: CSort *)
- Intros; DropGenBase; Rewrite H0; XAuto.
-(* case 2.2: CTail *)
- XElim k; Intros; Simpl; DropGenBase; XAuto.
- Qed.
-
- End pr2_props.
-
- Hints Resolve pr2_thin_dx pr2_tail_1 pr2_tail_2 pr2_shift : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_gen.
-Require subst0_lift.
-Require drop_props.
-Require pr0_gen.
-Require pr0_subst0.
-Require pr2_defs.
-
- Section pr2_gen. (********************************************************)
-
- Theorem pr2_gen_abbr: (c:?; u1,t1,x:?)
- (pr2 c (TTail (Bind Abbr) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abbr) u2 t2) &
- (pr2 c u1 u2) & (OR
- (b:?; u:?) (pr2 (CTail c (Bind b) u) t1 t2) |
- (EX u | (pr0 u1 u) & (pr2 (CTail c (Bind Abbr) u) t1 t2)) |
- (EX y z | (pr2 (CTail c (Bind Abbr) u1) t1 y) & (pr0 y z) & (pr2 (CTail c (Bind Abbr) u1) z t2))
- )) \/ (b:?; u:?)
- (pr2 (CTail c (Bind b) u) t1 (lift (1) (0) x)).
- Intros; Inversion H;
- Pr0Gen; Try Rewrite H1 in H2; Try Subst0Gen; Try Pr0Subst0; XDEAuto 10.
- Qed.
-
- Theorem pr2_gen_void: (c:?; u1,t1,x:?)
- (pr2 c (TTail (Bind Void) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Void) u2 t2) &
- (pr2 c u1 u2) & (b:?; u:?)
- (pr2 (CTail c (Bind b) u) t1 t2)
- ) \/ (b:?; u:?)
- (pr2 (CTail c (Bind b) u) t1 (lift (1) (0) x)).
- Intros; Inversion H;
- Try Pr0Gen; Try Rewrite H1 in H2; Try Subst0Gen; XDEAuto 7.
- Qed.
-
-(*#* #caption "generation lemma for lift" *)
-(*#* #cap #cap c #alpha e in D, t1 in U1, t2 in U2, x in T, d in i *)
-
- Theorem pr2_gen_lift: (c:?; t1,x:?; h,d:?) (pr2 c (lift h d t1) x) ->
- (e:?) (drop h d c e) ->
- (EX t2 | x = (lift h d t2) & (pr2 e t1 t2)).
- Intros.
- Inversion H; Clear H; Pr0Gen.
-(* case 1 : pr2_free *)
- XEAuto.
-(* case 2 : pr2_delta *)
- Rewrite H in H3; Clear H H4 t t2.
- Apply (lt_le_e i d); Intros.
-(* case 2.1 : i < d *)
- Rewrite (lt_plus_minus i d) in H0; [ Idtac | XAuto ].
- Rewrite (lt_plus_minus i d) in H3; [ Idtac | XAuto ].
- DropDis; Rewrite H0 in H3; Clear H0 u.
- Subst0Gen; Rewrite <- lt_plus_minus in H0; XEAuto.
-(* case 2.2 : i >= d *)
- Apply (lt_le_e i (plus d h)); Intros.
-(* case 2.2.1 : i < d + h *)
- EApply subst0_gen_lift_false; [ Apply H | Apply H4 | XEAuto ].
-(* case 2.2.2 : i >= d + h *)
- DropDis; Subst0Gen; XEAuto.
- Qed.
-
- End pr2_gen.
-
- Tactic Definition Pr2Gen :=
- Match Context With
- | [ H: (pr2 ?1 (TTail (Bind Abbr) ?2 ?3) ?4) |- ? ] ->
- LApply (pr2_gen_abbr ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr2 ?1 (TTail (Bind Void) ?2 ?3) ?4) |- ? ] ->
- LApply (pr2_gen_void ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H0: (pr2 ?1 (lift ?2 ?3 ?4) ?5);
- H1: (drop ?2 ?3 ?1 ?6) |- ? ] ->
- LApply (pr2_gen_lift ?1 ?4 ?5 ?2 ?3); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?6); [ Clear H0; Intros H0 | XAuto ];
- XDecompose H0
- | _ -> Pr2GenBase.
-
+++ /dev/null
-(*#* #stop file *)
-
-Require drop_props.
-Require subst1_gen.
-Require subst1_subst1.
-Require subst1_confluence.
-Require csubst1_defs.
-Require pr0_gen.
-Require pr0_subst1.
-Require pr2_defs.
-Require pr2_gen.
-Require pr2_subst1.
-
- Section pr2_gen_context. (************************************************)
-
- Theorem pr2_gen_cabbr: (c:?; t1,t2:?) (pr2 c t1 t2) -> (e:?; u:?; d:?)
- (drop d (0) c (CTail e (Bind Abbr) u)) ->
- (a0:?) (csubst1 d u c a0) ->
- (a:?) (drop (1) d a0 a) ->
- (x1:?) (subst1 d u t1 (lift (1) d x1)) ->
- (EX x2 | (subst1 d u t2 (lift (1) d x2)) &
- (pr2 a x1 x2)
- ).
- Intros until 1; XElim H; Intros;
- Pr0Subst1; Pr0Gen.
-(* case 1: pr2_free *)
- Rewrite H in H3; Clear H x; XEAuto.
-(* case 2: pr2_delta *)
- Rewrite H0 in H5; Clear H0 x.
- Apply (lt_eq_gt_e i d0); Intros.
-(* case 2.1: i < d0 *)
- Subst1Confluence; CSubst1Drop.
- Rewrite minus_x_Sy in H; [ Idtac | XAuto ].
- CSubst1GenBase; Rewrite H in H7; Clear H x2.
- Rewrite (lt_plus_minus i d0) in H4; [ Idtac | XAuto ].
- DropDis; Rewrite H in H8; Clear H x3.
- Subst1Subst1; Pattern 2 d0 in H; Rewrite (lt_plus_minus i d0) in H; [ Idtac | XAuto ].
- Subst1Gen; Rewrite H in H10; Simpl in H10; Clear H x3.
- Rewrite <- lt_plus_minus in H10; [ Idtac | XAuto ].
- Rewrite <- lt_plus_minus_r in H10; XEAuto.
-(* case 2.2: i = d0 *)
- Rewrite H0 in H; Rewrite H0 in H1; Clear H0 i.
- DropDis; Inversion H; Rewrite <- H8 in H1; Rewrite <- H8 in H2; Rewrite <- H8; Clear H H7 H8 e u.
- Subst1Confluence; Subst1Gen; Rewrite H0 in H; Clear H0 x; XEAuto.
-(* case 2.3: i > d0 *)
- Subst1Confluence; Subst1Gen; Rewrite H5 in H1; Clear H2 H5 x.
- CSubst1Drop; DropDis; XEAuto.
- Qed.
-
- End pr2_gen_context.
-
- Tactic Definition Pr2GenContext :=
- Match Context With
- | [ H0: (pr2 ?1 ?2 ?3); H1: (drop ?4 (0) ?1 (CTail ?5 (Bind Abbr) ?6));
- H2: (csubst1 ?4 ?6 ?1 ?7); H3: (drop (1) ?4 ?7 ?8);
- H4: (subst1 ?4 ?6 ?2 (lift (1) ?4 ?9)) |- ? ] ->
- LApply (pr2_gen_cabbr ?1 ?2 ?3); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5 ?6 ?4); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?8); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?9); [ Clear H0 H4; Intros H0 | XAuto ];
- XElim H0; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_lift.
-Require drop_props.
-Require pr0_lift.
-Require pr2_defs.
-
-(*#* #caption "main properties of predicate \\texttt{pr2}" *)
-(*#* #clauses pr2_props *)
-
- Section pr2_lift. (*******************************************************)
-
-(*#* #caption "conguence with lift" *)
-(*#* #cap #cap c, t1, t2 #alpha e in D, d in i *)
-
- Theorem pr2_lift : (c,e:?; h,d:?) (drop h d c e) ->
- (t1,t2:?) (pr2 e t1 t2) ->
- (pr2 c (lift h d t1) (lift h d t2)).
- Intros until 2; XElim H0; Intros.
-(* case 1 : pr2_free *)
- XAuto.
-(* case 2 : pr2_delta *)
- Apply (lt_le_e i d); Intros; DropDis.
-(* case 2.1 : i < d *)
- Rewrite minus_x_Sy in H0; [ Idtac | XAuto ].
- DropGenBase; Rewrite H0 in H; Simpl in H; XEAuto.
-(* case 2.2 : i >= d *)
- XEAuto.
- Qed.
-
- End pr2_lift.
-
- Hints Resolve pr2_lift : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst1_defs.
-Require subst1_confluence.
-Require drop_props.
-Require pr0_subst1.
-Require pr2_defs.
-
- Section pr2_subst1_props. (***********************************************)
-
- Theorem pr2_delta1: (c,d:?; u:?; i:?) (drop i (0) c (CTail d (Bind Abbr) u)) ->
- (t1,t2:?) (pr0 t1 t2) -> (t:?) (subst1 i u t2 t) ->
- (pr2 c t1 t).
- Intros; XElim H1; Clear t; XEAuto.
- Qed.
-
- Hints Resolve pr2_delta1 : ltlc.
-
- Theorem pr2_subst1: (c,e:?; v:?; i:?) (drop i (0) c (CTail e (Bind Abbr) v)) ->
- (t1,t2:?) (pr2 c t1 t2) ->
- (w1:?) (subst1 i v t1 w1) ->
- (EX w2 | (pr2 c w1 w2) & (subst1 i v t2 w2)).
- Intros until 2; XElim H0; Intros;
- Pr0Subst1.
-(* case 1: pr2_free *)
- XEAuto.
-(* case 2: pr2_delta *)
- Apply (neq_eq_e i i0); Intros.
-(* case 2.1: i <> i0 *)
- Subst1Confluence; XEAuto.
-(* case 2.2: i = i0 *)
- Rewrite <- H4 in H0; Rewrite <- H4 in H2; Clear H4 i0.
- DropDis; Inversion H0; Rewrite H6 in H3; Clear H0 H5 H6 e v.
- Subst1Confluence; XEAuto.
- Qed.
-
- End pr2_subst1_props.
-
- Hints Resolve pr2_delta1 : ltlc.
-
- Tactic Definition Pr2Subst1 :=
- Match Context With
- | [ H0: (drop ?1 (0) ?2 (CTail ?3 (Bind Abbr) ?4));
- H1: (pr2 ?2 ?5 ?6); H3: (subst1 ?1 ?4 ?5 ?7) |- ? ] ->
- LApply (pr2_subst1 ?2 ?3 ?4 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?5 ?6); [ Clear H_x H1; Intros H1 | XAuto ];
- LApply (H1 ?7); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros.
+++ /dev/null
-Require pr2_confluence.
-Require pr3_defs.
-
- Section pr3_confluence. (*************************************************)
-
-(*#* #stop theorem *)
-
-(*#* #caption "confluence with single step reduction: strip lemma" *)
-(*#* #cap #cap c, t0, t1, t2, t *)
-
- Theorem pr3_strip : (c:?; t0,t1:?) (pr3 c t0 t1) -> (t2:?) (pr2 c t0 t2) ->
- (EX t | (pr3 c t1 t) & (pr3 c t2 t)).
- Intros until 1; XElim H; Intros.
-(* case 1 : pr3_refl *)
- XEAuto.
-(* case 2 : pr3_sing *)
- Pr2Confluence.
- LApply (H1 x); [ Clear H1 H2; Intros H1 | XAuto ].
- XElim H1; Intros; XEAuto.
- Qed.
-
-(*#* #start theorem *)
-
-(*#* #caption "confluence with itself: Church-Rosser property" *)
-(*#* #cap #cap c, t0, t1, t2, t *)
-
- Theorem pr3_confluence : (c:?; t0,t1:?) (pr3 c t0 t1) -> (t2:?) (pr3 c t0 t2) ->
- (EX t | (pr3 c t1 t) & (pr3 c t2 t)).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Intros.
-(* case 1 : pr3_refl *)
- XEAuto.
-(* case 2 : pr3_sing *)
- LApply (pr3_strip c t3 t5); [ Clear H2; Intros H2 | XAuto ].
- LApply (H2 t2); [ Clear H H2; Intros H | XAuto ].
- XElim H; Intros.
- LApply (H1 x); [ Clear H1 H2; Intros H1 | XAuto ].
- XElim H1; Intros; XEAuto.
- Qed.
-
- End pr3_confluence.
-
- Tactic Definition Pr3Confluence :=
- Match Context With
- | [ H1: (pr3 ?1 ?2 ?3); H2: (pr2 ?1 ?2 ?4) |-? ] ->
- LApply (pr3_strip ?1 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (pr3 ?1 ?2 ?3); H2: (pr3 ?1 ?2 ?4) |-? ] ->
- LApply (pr3_confluence ?1 ?2 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply (H1 ?4); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros
- | _ -> Pr2Confluence.
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-Require Export pr1_defs.
-Require Export pr2_defs.
-
-(*#* #caption "axioms for the relation $\\PrT{}{}{}$",
- "reflexivity", "single step transitivity"
-*)
-(*#* #cap #cap c, t, t1, t2, t3 *)
-
- Inductive pr3 [c:C] : T -> T -> Prop :=
- | pr3_refl: (t:?) (pr3 c t t)
- | pr3_sing: (t2,t1:?) (pr2 c t1 t2) ->
- (t3:?) (pr3 c t2 t3) -> (pr3 c t1 t3).
-
-(*#* #stop file *)
-
- Hint pr3: ltlc := Constructors pr3.
-
- Section pr3_gen_base. (***************************************************)
-
- Theorem pr3_gen_sort: (c:?; x:?; n:?) (pr3 c (TSort n) x) ->
- x = (TSort n).
- Intros; InsertEq H '(TSort n); XElim H; Clear y x; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- Rewrite H2 in H; Clear H2 t1; Pr2GenBase; XAuto.
- Qed.
-
- Tactic Definition IH :=
- Match Context With
- | [ H: (u,t:T) (TTail (Bind Abst) ?1 ?2) = (TTail (Bind Abst) u t) -> ? |- ? ] ->
- LApply (H ?1 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (u,t:T) (TTail (Flat Appl) ?1 ?2) = (TTail (Flat Appl) u t) -> ? |- ? ] ->
- LApply (H ?1 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (u,t:T) (TTail (Flat Cast) ?1 ?2) = (TTail (Flat Cast) u t) -> ? |- ? ] ->
- LApply (H ?1 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H.
-
- Theorem pr3_gen_abst: (c:?; u1,t1,x:?)
- (pr3 c (TTail (Bind Abst) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abst) u2 t2) &
- (pr3 c u1 u2) & (b:?; u:?)
- (pr3 (CTail c (Bind b) u) t1 t2)
- ).
- Intros until 1; InsertEq H '(TTail (Bind Abst) u1 t1);
- UnIntro H t1; UnIntro H u1; XElim H; Clear y x; Intros;
- Rename x into u0; Rename x0 into t0.
-(* case 1 : pr3_refl *)
- XEAuto.
-(* case 2 : pr3_sing *)
- Rewrite H2 in H; Clear H0 H2 t1; Pr2GenBase.
- Rewrite H0 in H1; Clear H0 t2; IH; XEAuto.
- Qed.
-
- Theorem pr3_gen_appl: (c:?; u1,t1,x:?)
- (pr3 c (TTail (Flat Appl) u1 t1) x) -> (OR
- (EX u2 t2 | x = (TTail (Flat Appl) u2 t2) &
- (pr3 c u1 u2) & (pr3 c t1 t2)
- ) |
- (EX y1 z1 u2 t2 | (pr3 c (TTail (Bind Abbr) u2 t2) x) &
- (pr3 c u1 u2) &
- (pr3 c t1 (TTail (Bind Abst) y1 z1)) &
- (b:?; u:?) (pr3 (CTail c (Bind b) u) z1 t2)
- ) |
- (EX b y1 z1 z2 u2 v2 t2 |
- (pr3 c (TTail (Bind b) v2 z2) x) & ~b=Abst &
- (pr3 c u1 u2) &
- (pr3 c t1 (TTail (Bind b) y1 z1)) &
- (pr3 c y1 v2) & (pr0 z1 t2))
- ).
- Intros; InsertEq H '(TTail (Flat Appl) u1 t1).
- UnIntro t1 H; UnIntro u1 H.
- XElim H; Clear y x; Intros;
- Rename x into u0; Rename x0 into t0.
-(* case 1: pr3_refl *)
- XEAuto.
-(* case 2: pr3_sing *)
- Rewrite H2 in H; Clear H2 t1; Pr2GenBase.
-(* case 2.1: short step: compatibility *)
- Rewrite H3 in H1; Clear H0 H3 t2.
- IH; Try (Rewrite H0; Clear H0 t3); XDEAuto 6.
-(* case 2.2: short step: beta *)
- Rewrite H4 in H0; Rewrite H3; Clear H1 H3 H4 t0 t2; XEAuto.
-(* case 2.3: short step: upsilon *)
- Rewrite H5 in H0; Rewrite H4; Clear H1 H4 H5 t0 t2; XEAuto.
- Qed.
-
- Theorem pr3_gen_cast: (c:?; u1,t1,x:?)
- (pr3 c (TTail (Flat Cast) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Flat Cast) u2 t2) &
- (pr3 c u1 u2) & (pr3 c t1 t2)
- ) \/
- (pr3 c t1 x).
- Intros; InsertEq H '(TTail (Flat Cast) u1 t1);
- UnIntro H t1; UnIntro H u1; XElim H; Clear y x; Intros;
- Rename x into u0; Rename x0 into t0.
-(* case 1: pr3_refl *)
- Rewrite H; Clear H t; XEAuto.
-(* case 2: pr3_sing *)
- Rewrite H2 in H; Clear H2 t1; Pr2GenBase.
-(* case 2.1: short step: compatinility *)
- Rewrite H3 in H1; Clear H0 H3 t2;
- IH; Try Rewrite H0; XEAuto.
-(* case 2.2: short step: epsilon *)
- XEAuto.
- Qed.
-
- End pr3_gen_base.
-
- Tactic Definition Pr3GenBase :=
- Match Context With
- | [ H: (pr3 ?1 (TSort ?2) ?3) |- ? ] ->
- LApply (pr3_gen_sort ?1 ?3 ?2); [ Clear H; Intros | XAuto ]
- | [ H: (pr3 ?1 (TTail (Bind Abst) ?2 ?3) ?4) |- ? ] ->
- LApply (pr3_gen_abst ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr3 ?1 (TTail (Flat Appl) ?2 ?3) ?4) |- ? ] ->
- LApply (pr3_gen_appl ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr3 ?1 (TTail (Flat Cast) ?2 ?3) ?4) |- ? ] ->
- LApply (pr3_gen_cast ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H.
-
- Section pr3_props. (******************************************************)
-
- Theorem pr3_pr2: (c,t1,t2:?) (pr2 c t1 t2) -> (pr3 c t1 t2).
- XEAuto.
- Qed.
-
- Theorem pr3_t: (t2,t1,c:?) (pr3 c t1 t2) ->
- (t3:?) (pr3 c t2 t3) -> (pr3 c t1 t3).
- Intros until 1; XElim H; XEAuto.
- Qed.
-
- Theorem pr3_thin_dx: (c:?; t1,t2:?) (pr3 c t1 t2) ->
- (u:?; f:?) (pr3 c (TTail (Flat f) u t1)
- (TTail (Flat f) u t2)).
- Intros; XElim H; XEAuto.
- Qed.
-
- Theorem pr3_tail_1: (c:?; u1,u2:?) (pr3 c u1 u2) ->
- (k:?; t:?) (pr3 c (TTail k u1 t) (TTail k u2 t)).
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- EApply pr3_sing; [ Apply pr2_tail_1; Apply H | XAuto ].
- Qed.
-
- Theorem pr3_tail_2: (c:?; u,t1,t2:?; k:?) (pr3 (CTail c k u) t1 t2) ->
- (pr3 c (TTail k u t1) (TTail k u t2)).
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- EApply pr3_sing; [ Apply pr2_tail_2; Apply H | XAuto ].
- Qed.
-
- Hints Resolve pr3_tail_1 pr3_tail_2 : ltlc.
-
- Theorem pr3_tail_21: (c:?; u1,u2:?) (pr3 c u1 u2) ->
- (k:?; t1,t2:?) (pr3 (CTail c k u1) t1 t2) ->
- (pr3 c (TTail k u1 t1) (TTail k u2 t2)).
- Intros.
- EApply pr3_t; [ Apply pr3_tail_2 | Apply pr3_tail_1 ]; XAuto.
- Qed.
-
- Theorem pr3_tail_12: (c:?; u1,u2:?) (pr3 c u1 u2) ->
- (k:?; t1,t2:?) (pr3 (CTail c k u2) t1 t2) ->
- (pr3 c (TTail k u1 t1) (TTail k u2 t2)).
- Intros.
- EApply pr3_t; [ Apply pr3_tail_1 | Apply pr3_tail_2 ]; XAuto.
- Qed.
-
- Theorem pr3_shift: (h:?; c,e:?) (drop h (0) c e) ->
- (t1,t2:?) (pr3 c t1 t2) ->
- (pr3 e (app c h t1) (app c h t2)).
- Intros until 2; XElim H0; Clear t1 t2; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- XEAuto.
- Qed.
-
- Theorem pr3_pr1: (t1,t2:?) (pr1 t1 t2) -> (c:?) (pr3 c t1 t2).
- Intros until 1; XElim H; XEAuto.
- Qed.
-
- End pr3_props.
-
- Hints Resolve pr3_pr2 pr3_t pr3_pr1
- pr3_thin_dx pr3_tail_12 pr3_tail_21 pr3_shift : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require pr2_gen.
-Require pr3_defs.
-Require pr3_props.
-
- Section pr3_gen_lift. (***************************************************)
-
-(*#* #caption "generation lemma for lift" *)
-(*#* #cap #cap c #alpha e in D, t1 in U1, t2 in U2, x in T, d in i *)
-
- Theorem pr3_gen_lift: (c:?; t1,x:?; h,d:?) (pr3 c (lift h d t1) x) ->
- (e:?) (drop h d c e) ->
- (EX t2 | x = (lift h d t2) & (pr3 e t1 t2)).
- Intros until 1; InsertEq H '(lift h d t1);
- UnIntro H t1; XElim H; Clear y x; Intros; Rename x into t4.
-(* case 1 : pr3_refl *)
- XEAuto.
-(* case 2 : pr3_sing *)
- Rewrite H2 in H; Pr2Gen.
- LApply (H1 x); [ Clear H1; Intros H1 | XAuto ].
- LApply (H1 e); [ Clear H1; Intros H1 | XAuto ].
- XElim H1; XEAuto.
- Qed.
-
- End pr3_gen_lift.
-
- Section pr3_gen_lref. (***************************************************)
-
- Theorem pr3_gen_lref: (c:?; x:?; n:?) (pr3 c (TLRef n) x) ->
- x = (TLRef n) \/
- (EX d u v | (drop n (0) c (CTail d (Bind Abbr) u)) &
- (pr3 d u v) &
- x = (lift (S n) (0) v)
- ).
- Intros; InsertEq H '(TLRef n); XElim H; Clear y x; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- Rewrite H2 in H; Clear H2 t1; Pr2GenBase.
-(* case 2.1: pr2_free *)
- XAuto.
-(* case 2.2: pr2_delta *)
- Rewrite H4 in H0; Clear H1 H4 t2.
- LApply (pr3_gen_lift c x1 t3 (S n) (0)); [ Clear H0; Intros | XAuto ].
- LApply (H x0); [ Clear H; Intros | XEAuto ].
- XElim H; XEAuto.
- Qed.
-
- End pr3_gen_lref.
-
- Section pr3_gen_bind. (***************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H: (u,t:T) (TTail (Bind Void) ?1 ?2) = (TTail (Bind Void) u t) -> ? |- ? ] ->
- LApply (H ?1 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (u,t:T) (TTail (Bind Abbr) ?1 ?2) = (TTail (Bind Abbr) u t) -> ? |- ? ] ->
- LApply (H ?1 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H.
-
- Theorem pr3_gen_void: (c:?; u1,t1,x:?) (pr3 c (TTail (Bind Void) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Void) u2 t2) &
- (pr3 c u1 u2) & (b:?; u:?)
- (pr3 (CTail c (Bind b) u) t1 t2)
- ) \/
- (pr3 (CTail c (Bind Void) u1) t1 (lift (1) (0) x)).
- Intros until 1; InsertEq H '(TTail (Bind Void) u1 t1);
- UnIntro t1 H; UnIntro u1 H; XElim H; Intros.
-(* case 1 : pr3_refl *)
- Rewrite H; XEAuto.
-(* case 2 : pr3_sing *)
- Rewrite H2 in H; Clear H2 t0; Pr2Gen.
-(* case 2.1 : short step: compatibility *)
- Rewrite H3 in H1; Clear H0 H3 t2.
- IH; Try Pr3Context; Try Rewrite H2; XEAuto.
-(* case 2.2 : short step: zeta *)
- XEAuto.
- Qed.
-
- Theorem pr3_gen_abbr: (c:?; u1,t1,x:?) (pr3 c (TTail (Bind Abbr) u1 t1) x) ->
- (EX u2 t2 | x = (TTail (Bind Abbr) u2 t2) &
- (pr3 c u1 u2) &
- (pr3 (CTail c (Bind Abbr) u1) t1 t2)
- ) \/
- (pr3 (CTail c (Bind Abbr) u1) t1 (lift (1) (0) x)).
- Intros until 1; InsertEq H '(TTail (Bind Abbr) u1 t1);
- UnIntro H t1; UnIntro H u1; XElim H; Clear y x; Intros;
- Rename x into u1; Rename x0 into t4.
-(* case 1: pr3_refl *)
- Rewrite H; XEAuto.
-(* case 2: pr3_sing *)
- Rewrite H2 in H; Clear H2 t1; Pr2Gen.
-(* case 2.1: short step: compatibility *)
- Rewrite H3 in H1; Clear H0 H3 t2.
- IH; Repeat Pr3Context;
- Try (Rewrite H0; Clear H0 t3; Left; EApply ex3_2_intro);
- XEAuto.
-(* case 2.2: short step: beta *)
- Rewrite H3 in H1; Clear H0 H3 t1.
- IH; Repeat Pr3Context;
- Try (Rewrite H0; Clear H0 t3; Left; EApply ex3_2_intro);
- XEAuto.
-(* case 2.3: short step: delta *)
- Rewrite H3 in H1; Clear H0 H3 t2.
- IH; Repeat Pr3Context;
- Try (Rewrite H0; Clear H0 t3; Left; EApply ex3_2_intro);
- XDEAuto 7.
-(* case 2.4: short step: zeta *)
- XEAuto.
- Qed.
-
- End pr3_gen_bind.
-
- Tactic Definition Pr3Gen :=
- Match Context With
- | [ H: (pr3 ?1 (TLRef ?2) ?3) |- ? ] ->
- LApply (pr3_gen_lref ?1 ?3 ?2); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr3 ?1 (TTail (Bind Void) ?2 ?3) ?4) |- ? ] ->
- LApply (pr3_gen_void ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H: (pr3 ?1 (TTail (Bind Abbr) ?2 ?3) ?4) |- ? ] ->
- LApply (pr3_gen_abbr ?1 ?2 ?3 ?4); [ Clear H; Intros H | XAuto ];
- XDecompose H
- | [ H0: (pr3 ?1 (lift ?2 ?3 ?4) ?5);
- H1: (drop ?2 ?3 ?1 ?6) |- ? ] ->
- LApply (pr3_gen_lift ?1 ?4 ?5 ?2 ?3); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?6); [ Clear H0; Intros H0 | XAuto ];
- XDecompose H0
- | _ -> Pr3GenBase.
+++ /dev/null
-(*#* #stop file *)
-
-Require csubst1_defs.
-Require pr2_gen_context.
-Require pr3_defs.
-
- Section pr3_gen_context. (************************************************)
-
- Theorem pr3_gen_cabbr: (c:?; t1,t2:?) (pr3 c t1 t2) -> (e:?; u:?; d:?)
- (drop d (0) c (CTail e (Bind Abbr) u)) ->
- (a0:?) (csubst1 d u c a0) ->
- (a:?) (drop (1) d a0 a) ->
- (x1:?) (subst1 d u t1 (lift (1) d x1)) ->
- (EX x2 | (subst1 d u t2 (lift (1) d x2)) &
- (pr3 a x1 x2)
- ).
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XEAuto.
-(* case 1: pr3_refl *)
- Pr2GenContext.
- LApply (H1 e u d); [ Clear H1; Intros H1 | XAuto ].
- LApply (H1 a0); [ Clear H1; Intros H1 | XAuto ].
- LApply (H1 a); [ Clear H1; Intros H1 | XAuto ].
- LApply (H1 x); [ Clear H1; Intros H1 | XAuto ].
- XElim H1; XEAuto.
- Qed.
-
- End pr3_gen_context.
-
- Tactic Definition Pr3GenContext :=
- Match Context With
- | [ H0: (pr3 ?1 ?2 ?3); H1: (drop ?4 (0) ?1 (CTail ?5 (Bind Abbr) ?6));
- H2: (csubst1 ?4 ?6 ?1 ?7); H3: (drop (1) ?4 ?7 ?8);
- H4: (subst1 ?4 ?6 ?2 (lift (1) ?4 ?9)) |- ? ] ->
- LApply (pr3_gen_cabbr ?1 ?2 ?3); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5 ?6 ?4); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?8); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?9); [ Clear H0 H4; Intros H0 | XAuto ];
- XElim H0; Intros
- | _ -> Pr2GenContext.
+++ /dev/null
-Require subst0_subst0.
-Require pr0_subst0.
-Require cpr0_defs.
-Require pr2_lift.
-Require pr2_gen.
-Require pr3_defs.
-
-(*#* #caption "main properties of the relation $\\PrT{}{}{}$" *)
-(*#* #clauses *)
-
-(*#* #stop file *)
-
- Section pr3_context. (****************************************************)
-
- Theorem pr3_pr0_pr2_t: (u1,u2:?) (pr0 u1 u2) ->
- (c:?; t1,t2:?; k:?) (pr2 (CTail c k u2) t1 t2) ->
- (pr3 (CTail c k u1) t1 t2).
- Intros; Inversion H0; Clear H0; XAuto.
- NewInduction i.
-(* case 1 : pr2_delta i = 0 *)
- DropGenBase; Inversion H0; Clear H0 H4 H5 H6 c k t.
- Rewrite H7 in H; Clear H7 u2.
- Pr0Subst0; XEAuto.
-(* case 2 : pr2_delta i > 0 *)
- NewInduction k; DropGenBase; XEAuto.
- Qed.
-
- Theorem pr3_pr2_pr2_t: (c:?; u1,u2:?) (pr2 c u1 u2) ->
- (t1,t2:?; k:?) (pr2 (CTail c k u2) t1 t2) ->
- (pr3 (CTail c k u1) t1 t2).
- Intros until 1; Inversion H; Clear H; Intros.
-(* case 1 : pr2_free *)
- EApply pr3_pr0_pr2_t; [ Apply H0 | XAuto ].
-(* case 2 : pr2_delta *)
- Inversion H; [ XAuto | NewInduction i0 ].
-(* case 2.1 : i0 = 0 *)
- DropGenBase; Inversion H4; Clear H3 H4 H7 t t4.
- Rewrite <- H9; Rewrite H10 in H; Rewrite <- H11 in H6; Clear H9 H10 H11 d0 k u0.
- Subst0Subst0; Arith9'In H4 i; Clear H2 H H6 u2.
- Pr0Subst0; Apply pr3_sing with t2:=x0; XEAuto.
-(* case 2.2 : i0 > 0 *)
- Clear IHi0; NewInduction k; DropGenBase; XEAuto.
- Qed.
-
- Theorem pr3_pr2_pr3_t: (c:?; u2,t1,t2:?; k:?)
- (pr3 (CTail c k u2) t1 t2) ->
- (u1:?) (pr2 c u1 u2) ->
- (pr3 (CTail c k u1) t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1 : pr3_refl *)
- XAuto.
-(* case 2 : pr3_sing *)
- EApply pr3_t.
- EApply pr3_pr2_pr2_t; [ Apply H2 | Apply H ].
- XAuto.
- Qed.
-
-(*#* #caption "reduction inside context items" *)
-(*#* #cap #cap t1, t2 #alpha c in E, u1 in V1, u2 in V2, k in z *)
-
- Theorem pr3_pr3_pr3_t: (c:?; u1,u2:?) (pr3 c u1 u2) ->
- (t1,t2:?; k:?) (pr3 (CTail c k u2) t1 t2) ->
- (pr3 (CTail c k u1) t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1 : pr3_refl *)
- XAuto.
-(* case 2 : pr3_sing *)
- EApply pr3_pr2_pr3_t; [ Apply H1; XAuto | XAuto ].
- Qed.
-
- End pr3_context.
-
- Tactic Definition Pr3Context :=
- Match Context With
- | [ H1: (pr0 ?2 ?3); H2: (pr2 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pr3_pr0_pr2_t ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?1 ?5 ?6 ?4); [ Clear H_x H2; Intros | XAuto ]
- | [ H1: (pr0 ?2 ?3); H2: (pr3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pr3_pr2_pr3_t ?1 ?3 ?5 ?6 ?4); [ Clear H2; Intros H2 | XAuto ];
- LApply (H2 ?2); [ Clear H2; Intros | XAuto ]
- | [ H1: (pr2 ?1 ?2 ?3); H2: (pr2 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pr3_pr2_pr2_t ?1 ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?5 ?6 ?4); [ Clear H_x H2; Intros | XAuto ]
- | [ H1: (pr2 ?1 ?2 ?3); H2: (pr3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pr3_pr2_pr3_t ?1 ?3 ?5 ?6 ?4); [ Clear H2; Intros H2 | XAuto ];
- LApply (H2 ?2); [ Clear H2; Intros | XAuto ]
- | [ H1: (pr3 ?1 ?2 ?3); H2: (pr3 (CTail ?1 ?4 ?3) ?5 ?6) |- ? ] ->
- LApply (pr3_pr3_pr3_t ?1 ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?5 ?6 ?4); [ Clear H_x H2; Intros | XAuto ].
-
- Section pr3_lift. (*******************************************************)
-
-(*#* #caption "conguence with lift" *)
-(*#* #cap #cap c, t1, t2 #alpha e in D, d in i *)
-
- Theorem pr3_lift: (c,e:?; h,d:?) (drop h d c e) ->
- (t1,t2:?) (pr3 e t1 t2) ->
- (pr3 c (lift h d t1) (lift h d t2)).
- Intros until 2; XElim H0; Intros; XEAuto.
- Qed.
-
- End pr3_lift.
-
- Hints Resolve pr3_lift : ltlc.
-
- Section pr3_cpr0. (*******************************************************)
-
- Theorem pr3_cpr0_t: (c1,c2:?) (cpr0 c2 c1) -> (t1,t2:?) (pr3 c1 t1 t2) ->
- (pr3 c2 t1 t2).
- Intros until 1; XElim H; Intros.
-(* case 1 : cpr0_refl *)
- XAuto.
-(* case 2 : cpr0_comp *)
- Pr3Context; Clear H1.
- XElim H2; Intros.
-(* case 2.1 : pr3_refl *)
- XAuto.
-(* case 2.2 : pr3_sing *)
- EApply pr3_t; [ Idtac | XEAuto ]. Clear H2 H3 c1 c2 t1 t2 t4 u2.
- Inversion_clear H1.
-(* case 2.2.1 : pr2_free *)
- XAuto.
-(* case 2.2.1 : pr2_delta *)
- Cpr0Drop; Pr0Subst0; Apply pr3_sing with t2:=x; XEAuto.
- Qed.
-
- End pr3_cpr0.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst1_defs.
-Require pr2_subst1.
-Require pr3_defs.
-
- Section pr3_subst1_props. (***********************************************)
-
- Theorem pr3_subst1: (c,e:?; v:?; i:?) (drop i (0) c (CTail e (Bind Abbr) v)) ->
- (t1,t2:?) (pr3 c t1 t2) ->
- (w1:?) (subst1 i v t1 w1) ->
- (EX w2 | (pr3 c w1 w2) & (subst1 i v t2 w2)).
- Intros until 2; XElim H0; Clear t1 t2; Intros.
-(* case 1: pr3_refl *)
- XEAuto.
-(* case 2: pr3_single *)
- Pr2Subst1.
- LApply (H2 x); [ Clear H2; Intros H2 | XAuto ].
- XElim H2; XEAuto.
- Qed.
-
- End pr3_subst1_props.
-
- Tactic Definition Pr3Subst1 :=
- Match Context With
- | [ H0: (drop ?1 (0) ?2 (CTail ?3 (Bind Abbr) ?4));
- H1: (pr3 ?2 ?5 ?6); H3: (subst1 ?1 ?4 ?5 ?7) |- ? ] ->
- LApply (pr3_subst1 ?2 ?3 ?4 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?5 ?6); [ Clear H_x H1; Intros H1 | XAuto ];
- LApply (H1 ?7); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | _ -> Pr2Subst1.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require subst0_gen.
-Require subst0_defs.
-
- Section subst0_confluence. (**********************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H1: (t2,u2:?; i2:?) (subst0 i2 u2 ?1 t2) -> ~?2=i2 -> ?;
- H2: (subst0 ?3 ?4 ?1 ?5); H3: ~?2=?3 |- ? ] ->
- LApply (H1 ?5 ?4 ?3); [ Clear H1; Intros H1 | XAuto ];
- LApply H1; [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (t2,u2:?; i2:?) (subst0 i2 u2 ?1 t2) -> ~(s k ?2)=i2 -> ?;
- H2: (subst0 (s k ?3) ?4 ?1 ?5); H3: ~?2=?3 |- ? ] ->
- LApply (H1 ?5 ?4 (s k ?3)); [ Clear H1; Intros H1 | XAuto ];
- LApply H1; [ Clear H1; Intros H1 | Unfold not in H3; Unfold not; XEAuto ];
- XElim H1; Intros
- | [ H1: (t2:T) (subst0 ?1 ?2 ?3 t2) -> ?; H2: (subst0 ?1 ?2 ?3 ?4) |- ? ] ->
- LApply (H1 ?4); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros H1; [ Try Rewrite H1 | XElim H1; Intros | Idtac | Idtac ].
-
- Theorem subst0_confluence_neq : (t0,t1,u1:?; i1:?) (subst0 i1 u1 t0 t1) ->
- (t2,u2:?; i2:?) (subst0 i2 u2 t0 t2) ->
- ~i1=i2 ->
- (EX t | (subst0 i2 u2 t1 t) &
- (subst0 i1 u1 t2 t)).
-
- Intros until 1; XElim H; Intros;
- Subst0GenBase; Try Rewrite H in H0; Try Rewrite H1; Try Rewrite H3;
- Try EqFalse; Repeat IH; XEAuto.
- Qed.
-
- Theorem subst0_confluence_eq : (t0,t1,u:?; i:?) (subst0 i u t0 t1) ->
- (t2:?) (subst0 i u t0 t2) -> (OR
- t1 = t2 |
- (EX t | (subst0 i u t1 t) & (subst0 i u t2 t)) |
- (subst0 i u t1 t2) |
- (subst0 i u t2 t1)).
- Intros until 1; XElim H; Intros;
- Subst0GenBase; Try Rewrite H1; Try Rewrite H3;
- Repeat IH; XEAuto.
- Qed.
-
- End subst0_confluence.
-
- Tactic Definition Subst0Confluence :=
- Match Context With
- | [ H0: (subst0 ?1 ?2 ?3 ?4);
- H1: (subst0 ?1 ?2 ?3 ?5) |- ? ] ->
- LApply (subst0_confluence_eq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5); [ Clear H0; Intros H0 | XAuto ];
- XElim H0; [ Intros | Intros H0; XElim H0; Intros | Intros | Intros ]
- | [ H0: (subst0 ?1 ?2 ?3 ?4);
- H1: (subst0 ?5 ?6 ?3 ?7) |- ? ] ->
- LApply (subst0_confluence_neq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7 ?6 ?5); [ Clear H0 H1; Intros H0 | XAuto ];
- LApply H0; [ Clear H0; Intros H0 | Simpl; XAuto ];
- XElim H0; Intros.
-
- Section subst0_confluence_lift. (*****************************************)
-
- Theorem subst0_confluence_lift: (t0,t1,u:?; i:?) (subst0 i u t0 (lift (1) i t1)) ->
- (t2:?) (subst0 i u t0 (lift (1) i t2)) ->
- t1 = t2.
- Intros; Subst0Confluence;
- Try Subst0Gen; SymEqual; LiftGen; XEAuto.
- Qed.
-
- End subst0_confluence_lift.
-
- Tactic Definition Subst0ConfluenceLift :=
- Match Context With
- | [ H0: (subst0 ?1 ?2 ?3 (lift (1) ?1 ?4));
- H1: (subst0 ?1 ?2 ?3 (lift (1) ?1 ?5)) |- ? ] ->
- LApply (subst0_confluence_lift ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5); [ Clear H0; Intros | XAuto ]
- | _ -> Subst0Confluence.
+++ /dev/null
-Require Export lift_defs.
-
-(*#* #caption "axioms for strict substitution in terms",
- "substituted local reference",
- "substituted tail item: first operand",
- "substituted tail item: second operand",
- "substituted tail item: both operands"
-*)
-(*#* #cap #cap t, t1, t2 #alpha v in W, u in V, u1 in V1, u2 in V2, k in z, s in p *)
-
- Inductive subst0 : nat -> T -> T -> T -> Prop :=
- | subst0_lref: (v:?; i:?) (subst0 i v (TLRef i) (lift (S i) (0) v))
- | subst0_fst : (v,u2,u1:?; i:?) (subst0 i v u1 u2) ->
- (t:?; k:?) (subst0 i v (TTail k u1 t) (TTail k u2 t))
- | subst0_snd : (k:?; v,t2,t1:?; i:?) (subst0 (s k i) v t1 t2) -> (u:?)
- (subst0 i v (TTail k u t1) (TTail k u t2))
- | subst0_both: (v,u1,u2:?; i:?) (subst0 i v u1 u2) ->
- (k:?; t1,t2:?) (subst0 (s k i) v t1 t2) ->
- (subst0 i v (TTail k u1 t1) (TTail k u2 t2)).
-
-(*#* #stop file *)
-
- Hint subst0 : ltlc := Constructors subst0.
-
- Section subst0_gen_base. (************************************************)
-
- Theorem subst0_gen_sort : (v,x:?; i,n:?) (subst0 i v (TSort n) x) ->
- (P:Prop) P.
- Intros; Inversion H.
- Qed.
-
- Theorem subst0_gen_lref : (v,x:?; i,n:?) (subst0 i v (TLRef n) x) ->
- n = i /\ x = (lift (S n) (0) v).
- Intros; Inversion H; XAuto.
- Qed.
-
- Theorem subst0_gen_tail : (k:?; v,u1,t1,x:?; i:?)
- (subst0 i v (TTail k u1 t1) x) -> (OR
- (EX u2 | x = (TTail k u2 t1) &
- (subst0 i v u1 u2)) |
- (EX t2 | x = (TTail k u1 t2) &
- (subst0 (s k i) v t1 t2)) |
- (EX u2 t2 | x = (TTail k u2 t2) &
- (subst0 i v u1 u2) &
- (subst0 (s k i) v t1 t2))
- ).
-
- Intros; Inversion H; XEAuto.
- Qed.
-
- End subst0_gen_base.
-
- Tactic Definition Subst0GenBase :=
- Match Context With
- | [ H: (subst0 ?1 ?2 (TSort ?3) ?4) |- ? ] ->
- Apply (subst0_gen_sort ?2 ?4 ?1 ?3); Apply H
- | [ H: (subst0 ?1 ?2 (TLRef ?3) ?4) |- ? ] ->
- LApply (subst0_gen_lref ?2 ?4 ?1 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (subst0 ?1 ?2 (TTail ?3 ?4 ?5) ?6) |- ? ] ->
- LApply (subst0_gen_tail ?3 ?2 ?4 ?5 ?6 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros H; XElim H; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_props.
-Require subst0_defs.
-
- Section subst0_gen_lift_lt. (*********************************************)
-
- Tactic Definition IH :=
- Match Context With
- [ H1: (x:T; i,h,d:nat) (subst0 i (lift h d ?1) (lift h (S (plus i d)) ?2) x) -> ?;
- H2: (subst0 ?3 (lift ?4 ?5 ?1) (lift ?4 (S (plus ?3 ?5)) ?2) ?6) |- ? ] ->
- LApply (H1 ?6 ?3 ?4 ?5); [ Clear H1 H2; Intros H1 | XAuto ];
- XElim H1; Intros.
-
- Theorem subst0_gen_lift_lt : (u,t1,x:?; i,h,d:?) (subst0 i (lift h d u) (lift h (S (plus i d)) t1) x) ->
- (EX t2 | x = (lift h (S (plus i d)) t2) & (subst0 i u t1 t2)).
- XElim t1; Intros.
-(* case 1: TSort *)
- Rewrite lift_sort in H; Subst0GenBase.
-(* case 2: TLRef n *)
- Apply (lt_le_e n (S (plus i d))); Intros.
-(* case 2.1: n < 1 + i + d *)
- Rewrite lift_lref_lt in H; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite H1; Rewrite H.
- Rewrite <- lift_d; Simpl; XEAuto.
-(* case 2.2: n >= 1 + i + d *)
- Rewrite lift_lref_ge in H; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite <- H in H0.
- EApply le_false; [ Idtac | Apply H0 ]; XAuto.
-(* case 3: TTail k *)
- Rewrite lift_tail in H1; Subst0GenBase; Rewrite H1; Clear H1 x.
-(* case 3.1: subst0_fst *)
- IH; Rewrite H; Rewrite <- lift_tail; XEAuto.
-(* case 3.2: subst0_snd *)
- SRwIn H2; IH; Rewrite H0; SRwBack; Rewrite <- lift_tail; XEAuto.
-(* case 3.2: subst0_snd *)
- SRwIn H3; Repeat IH; Rewrite H; Rewrite H0; SRwBack;
- Rewrite <- lift_tail; XEAuto.
- Qed.
-
- End subst0_gen_lift_lt.
-
- Section subst0_gen_lift_false. (******************************************)
-
- Theorem subst0_gen_lift_false : (t,u,x:?; h,d,i:?)
- (le d i) -> (lt i (plus d h)) ->
- (subst0 i u (lift h d t) x) ->
- (P:Prop) P.
- XElim t; Intros.
-(* case 1: TSort *)
- Rewrite lift_sort in H1; Subst0GenBase.
-(* case 2: TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Rewrite lift_lref_lt in H1; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite H1 in H2.
- EApply le_false; [ Apply H | XAuto ].
-(* case 2.2: n >= d *)
- Rewrite lift_lref_ge in H1; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite <- H1 in H0.
- EApply le_false; [ Apply H2 | XEAuto ].
-(* case 3: TTail k *)
- Rewrite lift_tail in H3; Subst0GenBase.
-(* case 3.1: subst0_fst *)
- EApply H; XEAuto.
-(* case 3.2: subst0_snd *)
- EApply H0; [ Idtac | Idtac | XEAuto ]; [ Idtac | SRwBack ]; XAuto.
-(* case 3.3: subst0_both *)
- EApply H; XEAuto.
- Qed.
-
- End subst0_gen_lift_false.
-
- Section subst0_gen_lift_ge. (*********************************************)
-
- Tactic Definition IH :=
- Match Context With
- [ H1: (x:?; i,h,d:?) (subst0 i ?1 (lift h d ?2) x) -> ?;
- H2: (subst0 ?3 ?1 (lift ?4 ?5 ?2) ?6) |- ? ] ->
- LApply (H1 ?6 ?3 ?4 ?5); [ Clear H1 H2; Intros H1 | XAuto ];
- LApply H1; [ Clear H1; Intros H1 | SRwBack; XAuto ];
- XElim H1; Intros.
-
- Theorem subst0_gen_lift_ge : (u,t1,x:?; i,h,d:?) (subst0 i u (lift h d t1) x) ->
- (le (plus d h) i) ->
- (EX t2 | x = (lift h d t2) & (subst0 (minus i h) u t1 t2)).
- XElim t1; Intros.
-(* case 1: TSort *)
- Rewrite lift_sort in H; Subst0GenBase.
-(* case 2: TLRef n *)
- Apply (lt_le_e n d); Intros.
-(* case 2.1: n < d *)
- Rewrite lift_lref_lt in H; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite H in H1.
- EApply le_false; [ Apply H0 | XAuto ].
-(* case 2.2: n >= d *)
- Rewrite lift_lref_ge in H; [ Idtac | XAuto ].
- Subst0GenBase; Rewrite <- H; Rewrite H2.
- Rewrite minus_plus_r.
- EApply ex2_intro; [ Idtac | XAuto ].
- Rewrite lift_free; [ Idtac | XEAuto (**) | XAuto ].
- Rewrite plus_sym; Rewrite plus_n_Sm; XAuto.
-(* case 3: TTail k *)
- Rewrite lift_tail in H1; Subst0GenBase; Rewrite H1; Clear H1 x;
- Repeat IH; Try Rewrite H; Try Rewrite H0;
- Rewrite <- lift_tail; Try Rewrite <- s_minus in H1; XEAuto.
- Qed.
-
- End subst0_gen_lift_ge.
-
- Tactic Definition Subst0Gen :=
- Match Context With
- | [ H: (subst0 ?0 (lift ?1 ?2 ?3) (lift ?1 (S (plus ?0 ?2)) ?4) ?5) |- ? ] ->
- LApply (subst0_gen_lift_lt ?3 ?4 ?5 ?0 ?1 ?2); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (subst0 ?0 ?1 (lift (1) ?0 ?2) ?3) |- ? ] ->
- LApply (subst0_gen_lift_false ?2 ?1 ?3 (1) ?0 ?0); [ Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros H_x | Rewrite plus_sym; XAuto ];
- LApply H_x; [ Clear H H_x; Intros H | XAuto ];
- Apply H
- | [ _: (le ?1 ?2); _: (lt ?2 (plus ?1 ?3));
- _: (subst0 ?2 ?4 (lift ?3 ?1 ?5) ?6) |- ? ] ->
- Apply (subst0_gen_lift_false ?5 ?4 ?6 ?3 ?1 ?2); XAuto
- | [ _: (subst0 ?1 ?2 (lift (S ?1) (0) ?3) ?4) |- ? ] ->
- Apply (subst0_gen_lift_false ?3 ?2 ?4 (S ?1) (0) ?1); XAuto
- | [ H: (subst0 ?0 ?1 (lift ?2 ?3 ?4) ?5) |- ? ] ->
- LApply (subst0_gen_lift_ge ?1 ?4 ?5 ?0 ?2 ?3); [ Clear H; Intros H | XAuto ];
- LApply H; [ Clear H; Intros H | Simpl; XAuto ];
- XElim H; Intros
- | _ -> Subst0GenBase.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_props.
-Require subst0_defs.
-
- Section subst0_lift. (****************************************************)
-
- Theorem subst0_lift_lt: (t1,t2,u:?; i:?) (subst0 i u t1 t2) ->
- (d:?) (lt i d) -> (h:?)
- (subst0 i (lift h (minus d (S i)) u) (lift h d t1) (lift h d t2)).
- Intros until 1; XElim H; Intros.
-(* case 1: subst0_lref *)
- Rewrite lift_lref_lt; [ Idtac | XAuto ].
- LetTac w := (minus d (S i0)).
- Arith8 d '(S i0); Rewrite lift_d; XAuto.
-(* case 2: subst0_fst *)
- LiftTailRw; XAuto.
-(* case 3: subst0_snd *)
- SRwBackIn H0; LiftTailRw; Rewrite <- (minus_s_s k); XAuto.
-(* case 4: subst0_both *)
- SRwBackIn H2; LiftTailRw.
- Apply subst0_both; [ Idtac | Rewrite <- (minus_s_s k) ]; XAuto.
- Qed.
-
- Theorem subst0_lift_ge: (t1,t2,u:?; i,h:?) (subst0 i u t1 t2) ->
- (d:?) (le d i) ->
- (subst0 (plus i h) u (lift h d t1) (lift h d t2)).
- Intros until 1; XElim H; Intros.
-(* case 1: subst0_lref *)
- Rewrite lift_lref_ge; [ Idtac | XAuto ].
- Rewrite lift_free; [ Idtac | Simpl; XAuto | XAuto ].
- Arith5'c h i0; XAuto.
-(* case 2: subst0_fst *)
- LiftTailRw; XAuto.
-(* case 3: subst0_snd *)
- SRwBackIn H0; LiftTailRw; XAuto.
-(* case 4: subst0_snd *)
- SRwBackIn H2; LiftTailRw; XAuto.
- Qed.
-
- Theorem subst0_lift_ge_S: (t1,t2,u:?; i:?) (subst0 i u t1 t2) ->
- (d:?) (le d i) ->
- (subst0 (S i) u (lift (1) d t1) (lift (1) d t2)).
- Intros; Arith7 i; Apply subst0_lift_ge; XAuto.
- Qed.
-
- Theorem subst0_lift_ge_s: (t1,t2,u:?; i:?) (subst0 i u t1 t2) ->
- (d:?) (le d i) -> (b:?)
- (subst0 (s (Bind b) i) u (lift (1) d t1) (lift (1) d t2)).
- Intros; Simpl; Apply subst0_lift_ge_S; XAuto.
- Qed.
-
- End subst0_lift.
-
- Hints Resolve subst0_lift_lt subst0_lift_ge
- subst0_lift_ge_S subst0_lift_ge_s : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_defs.
-Require subst0_gen.
-Require subst0_lift.
-
- Section subst0_subst0. (**************************************************)
-
- Tactic Definition IH :=
- Match Context With
- | [ H1: (u1,u:?; i:?) (subst0 i u u1 ?1) -> ?;
- H2: (subst0 ?2 ?3 ?4 ?1) |- ? ] ->
- LApply (H1 ?4 ?3 ?2); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros
- | [ H1: (u1,u:?; i:?) (subst0 i u ?1 u1) -> ?;
- H2: (subst0 ?2 ?3 ?1 ?4) |- ? ] ->
- LApply (H1 ?4 ?3 ?2); [ Clear H1; Intros H1 | XAuto ];
- XElim H1; Intros.
-
- Theorem subst0_subst0: (t1,t2,u2:?; j:?) (subst0 j u2 t1 t2) ->
- (u1,u:?; i:?) (subst0 i u u1 u2) ->
- (EX t | (subst0 j u1 t1 t) & (subst0 (S (plus i j)) u t t2)).
- Intros until 1; XElim H; Intros.
-(* case 1 : subst0_lref *)
- Arith5 i0 i; XEAuto.
-(* case 2 : subst0_fst *)
- IH; XEAuto.
-(* case 3 : subst0_snd *)
- IH; SRwBackIn H2; XEAuto.
-(* case 4 : subst0_both *)
- Repeat IH; SRwBackIn H4; XEAuto.
- Qed.
-
- Theorem subst0_subst0_back: (t1,t2,u2:?; j:?) (subst0 j u2 t1 t2) ->
- (u1,u:?; i:?) (subst0 i u u2 u1) ->
- (EX t | (subst0 j u1 t1 t) & (subst0 (S (plus i j)) u t2 t)).
- Intros until 1; XElim H; Intros.
-(* case 1 : subst0_lref *)
- Arith5 i0 i; XEAuto.
-(* case 2 : subst0_fst *)
- IH; XEAuto.
-(* case 3 : subst0_snd *)
- IH; SRwBackIn H2; XEAuto.
-(* case 4 : subst0_both *)
- Repeat IH; SRwBackIn H4; XEAuto.
- Qed.
-
- Theorem subst0_trans: (t2,t1,v:?; i:?) (subst0 i v t1 t2) ->
- (t3:?) (subst0 i v t2 t3) ->
- (subst0 i v t1 t3).
- Intros until 1; XElim H; Intros;
- Subst0Gen; Try Rewrite H1; Try Rewrite H3; XAuto.
- Qed.
-
- End subst0_subst0.
-
- Hints Resolve subst0_trans : ltlc.
-
- Tactic Definition Subst0Subst0 :=
- Match Context With
- | [ H1: (subst0 ?0 ?1 ?2 ?3); H2: (subst0 ?4 ?5 ?6 ?1) |- ? ] ->
- LApply (subst0_subst0 ?2 ?3 ?1 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?6 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ H1: (subst0 ?0 ?1 ?2 ?3); H2: (subst0 ?4 ?5 ?1 ?6) |- ? ] ->
- LApply (subst0_subst0_back ?2 ?3 ?1 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?6 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require tlt_defs.
-Require lift_tlt.
-Require subst0_defs.
-
- Section subst0_tlt_props. (***********************************************)
-
- Theorem subst0_weight_le : (u,t,z:?; d:?) (subst0 d u t z) ->
- (f,g:?) ((m:?) (le (f m) (g m))) ->
- (lt (weight_map f (lift (S d) (0) u)) (g d)) ->
- (le (weight_map f z) (weight_map g t)).
- Intros until 1; XElim H.
-(* case 1: subst0_lref *)
- Intros; XAuto.
-(* case 2: subst0_fst *)
- XElim k; [ XElim b | Idtac ]; Simpl; [ Auto 7 with ltlc (**) | XAuto | XAuto | XAuto ].
-(* case 3: subst0_snd *)
- XElim k; [ XElim b | Idtac ]; Simpl; [ Auto 7 with ltlc (**) | XAuto | XAuto | XAuto ].
-(* case 4: subst0_both *)
- XElim k; [ XElim b | Idtac ]; Simpl; [ Auto 7 with ltlc (**) | XAuto | XAuto | XAuto ].
- Qed.
-
- Theorem subst0_weight_lt : (u,t,z:?; d:?) (subst0 d u t z) -> (f,g:?)
- ((m:?) (le (f m) (g m))) ->
- (lt (weight_map f (lift (S d) (0) u)) (g d)) ->
- (lt (weight_map f z) (weight_map g t)).
- Intros until 1; XElim H.
-(* case 1: subst0_lref *)
- Intros; XAuto.
-(* case 2: subst0_fst *)
- XElim k; [ XElim b | Idtac ]; Simpl; Intros;
- Apply lt_n_S; (Apply lt_le_plus_plus; [ XAuto | Idtac ]); (**)
- [ Auto 6 with ltlc (**) | XAuto | XAuto | XAuto ].
-(* case 3: subst0_snd *)
- XElim k; [ XElim b | Idtac ]; Simpl;
- [ Auto 8 with ltlc | Auto 6 with ltlc | Auto 6 with ltlc | XAuto ]. (**)
-(* case 3: subst0_both *)
- XElim k; [ XElim b | Idtac ]; Simpl;
- Intros; Apply lt_n_S; [ Apply lt_le_plus_plus | Apply lt_plus_plus | Apply lt_plus_plus | Apply lt_plus_plus ]; XAuto.
- EApply subst0_weight_le; [ XEAuto | XAuto | XAuto ].
- Qed.
-
- Theorem subst0_tlt_tail: (u,t,z:?) (subst0 (0) u t z) ->
- (tlt (TTail (Bind Abbr) u z)
- (TTail (Bind Abbr) u t)
- ).
- Unfold tlt weight; Intros; Simpl.
- Apply lt_n_S; Apply le_lt_plus_plus; [ XAuto | Idtac ].
- EApply subst0_weight_lt; [ XEAuto | XAuto | XAuto ].
- Qed.
-
- Theorem subst0_tlt: (u,t,z:?) (subst0 (0) u t z) ->
- (tlt z (TTail (Bind Abbr) u t)).
- Intros.
- EApply tlt_trans; [ Idtac | Apply subst0_tlt_tail; XEAuto].
- XAuto.
- Qed.
-
- End subst0_tlt_props.
-
- Hints Resolve subst0_tlt : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require subst0_gen.
-Require subst0_confluence.
-Require subst1_defs.
-Require subst1_gen.
-
- Section subst1_confluence. (**********************************************)
-
- Theorem subst1_confluence_neq: (t0,t1,u1:?; i1:?) (subst1 i1 u1 t0 t1) ->
- (t2,u2:?; i2:?) (subst1 i2 u2 t0 t2) ->
- ~i1=i2 ->
- (EX t | (subst1 i2 u2 t1 t) &
- (subst1 i1 u1 t2 t)
- ).
- Intros until 1; XElim H; Clear t1; Intros.
-(* case 1; subst1_refl *)
- XEAuto.
-(* case 2; subst1_single *)
- XElim H0; Intros; Try Subst0Confluence; XEAuto.
- Qed.
-
- Theorem subst1_confluence_eq : (t0,t1,u:?; i:?) (subst1 i u t0 t1) ->
- (t2:?) (subst1 i u t0 t2) ->
- (EX t | (subst1 i u t1 t) &
- (subst1 i u t2 t)
- ).
- Intros until 1; XElim H; Intros.
-(* case 1; subst1_refl *)
- XEAuto.
-(* case 2; subst1_single *)
- XElim H0; Intros;
- Try Subst0Confluence; Try Rewrite H0; XEAuto.
- Qed.
-
- Theorem subst1_confluence_lift: (t0,t1,u:?; i:?) (subst1 i u t0 (lift (1) i t1)) ->
- (t2:?) (subst1 i u t0 (lift (1) i t2)) ->
- t1 = t2.
- Intros until 1; InsertEq H '(lift (1) i t1); XElim H; Clear y; Intros.
-(* case 1: subst1_refl *)
- Rewrite H in H0; Clear H t0.
- Subst1Gen; SymEqual; LiftGen; XEAuto.
-(* case 2: subst1_single *)
- Rewrite H0 in H; Clear H0 t2.
- InsertEq H1 '(lift (1) i t3); XElim H0; Clear y; Intros.
-(* case 2.1: subst1_refl *)
- Rewrite H0 in H; Clear H0 t0; Subst0Gen.
-(* case 2.2: subst1_single *)
- Rewrite H1 in H0; Clear H1 t2; Subst0ConfluenceLift; XAuto.
- Qed.
-
- End subst1_confluence.
-
- Tactic Definition Subst1Confluence :=
- Match Context With
- | [ H0: (subst1 ?1 ?2 ?3 (lift (1) ?1 ?4));
- H1: (subst1 ?1 ?2 ?3 (lift (1) ?1 ?5)) |- ? ] ->
- LApply (subst1_confluence_lift ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5); [ Clear H0; Intros | XAuto ]
- | [ H0: (subst1 ?1 ?2 ?3 ?4);
- H1: (subst1 ?1 ?2 ?3 ?5) |- ? ] ->
- LApply (subst1_confluence_eq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5); [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros
- | [ H0: (subst0 ?1 ?2 ?3 ?4);
- H1: (subst1 ?1 ?2 ?3 ?5) |- ? ] ->
- LApply (subst1_confluence_eq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?5); [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros
- | [ H0: (subst1 ?1 ?2 ?3 ?4);
- H1: (subst1 ?5 ?6 ?3 ?7) |- ? ] ->
- LApply (subst1_confluence_neq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7 ?6 ?5); [ Clear H0 H1; Intros H0 | XAuto ];
- LApply H0; [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros
- | [ H0: (subst0 ?1 ?2 ?3 ?4);
- H1: (subst1 ?5 ?6 ?3 ?7) |- ? ] ->
- LApply (subst1_confluence_neq ?3 ?4 ?2 ?1); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7 ?6 ?5); [ Clear H0 H1; Intros H0 | XAuto ];
- LApply H0; [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require Export subst0_defs.
-
- Inductive subst1 [i:nat; v:T; t1:T] : T -> Prop :=
- | subst1_refl : (subst1 i v t1 t1)
- | subst1_single : (t2:?) (subst0 i v t1 t2) -> (subst1 i v t1 t2).
-
- Hint subst1 : ltlc := Constructors subst1.
-
- Section subst1_props. (***************************************************)
-
- Theorem subst1_tail: (v,u1,u2:?; i:?) (subst1 i v u1 u2) ->
- (k:?; t1,t2:?) (subst1 (s k i) v t1 t2) ->
- (subst1 i v (TTail k u1 t1) (TTail k u2 t2)).
- Intros until 1; XElim H; Clear u2.
-(* case 1: csubst1_refl *)
- Intros until 1; XElim H; Clear t2; XAuto.
-(* case 2: csubst1_single *)
- Intros until 2; XElim H0; Clear t3; XAuto.
- Qed.
-
- End subst1_props.
-
- Hints Resolve subst1_tail : ltlc.
-
- Section subst1_gen_base. (************************************************)
-
- Theorem subst1_gen_sort : (v,x:?; i,n:?) (subst1 i v (TSort n) x) ->
- x = (TSort n).
- Intros; XElim H; Clear x; Intros;
- Try Subst0GenBase; XAuto.
- Qed.
-
- Theorem subst1_gen_lref : (v,x:?; i,n:?) (subst1 i v (TLRef n) x) ->
- x = (TLRef n) \/
- n = i /\ x = (lift (S n) (0) v).
- Intros; XElim H; Clear x; Intros;
- Try Subst0GenBase; XAuto.
- Qed.
-
- Theorem subst1_gen_tail : (k:?; v,u1,t1,x:?; i:?)
- (subst1 i v (TTail k u1 t1) x) ->
- (EX u2 t2 | x = (TTail k u2 t2) &
- (subst1 i v u1 u2) &
- (subst1 (s k i) v t1 t2)
- ).
- Intros; XElim H; Clear x; Intros;
- Try Subst0GenBase; XEAuto.
- Qed.
-
- End subst1_gen_base.
-
- Tactic Definition Subst1GenBase :=
- Match Context With
- | [ H: (subst1 ?1 ?2 (TTail ?3 ?4 ?5) ?6) |- ? ] ->
- LApply (subst1_gen_tail ?3 ?2 ?4 ?5 ?6 ?1); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_gen.
-Require subst1_defs.
-
- Section subst1_gen_lift. (************************************************)
-
- Theorem subst1_gen_lift_lt : (u,t1,x:?; i,h,d:?) (subst1 i (lift h d u) (lift h (S (plus i d)) t1) x) ->
- (EX t2 | x = (lift h (S (plus i d)) t2) & (subst1 i u t1 t2)).
- Intros; XElim H; Clear x; Intros;
- Try Subst0Gen; XEAuto.
- Qed.
-
- Theorem subst1_gen_lift_eq : (t,u,x:?; h,d,i:?)
- (le d i) -> (lt i (plus d h)) ->
- (subst1 i u (lift h d t) x) ->
- x = (lift h d t).
- Intros; XElim H1; Clear x; Intros;
- Try Subst0Gen; XAuto.
- Qed.
-
- Theorem subst1_gen_lift_ge : (u,t1,x:?; i,h,d:?) (subst1 i u (lift h d t1) x) ->
- (le (plus d h) i) ->
- (EX t2 | x = (lift h d t2) & (subst1 (minus i h) u t1 t2)).
- Intros; XElim H; Clear x; Intros;
- Try Subst0Gen; XEAuto.
- Qed.
-
- End subst1_gen_lift.
-
- Tactic Definition Subst1Gen :=
- Match Context With
- | [ H: (subst1 ?0 (lift ?1 ?2 ?3) (lift ?1 (S (plus ?0 ?2)) ?4) ?5) |- ? ] ->
- LApply (subst1_gen_lift_lt ?3 ?4 ?5 ?0 ?1 ?2); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (subst1 ?0 ?1 (lift (1) ?0 ?2) ?3) |- ? ] ->
- LApply (subst1_gen_lift_eq ?2 ?1 ?3 (1) ?0 ?0); [ Intros H_x | XAuto ];
- LApply H_x; [ Clear H_x; Intros H_x | Rewrite plus_sym; XAuto ];
- LApply H_x; [ Clear H H_x; Intros | XAuto ]
- | [ H0: (subst1 ?0 ?1 (lift (1) ?4 ?2) ?3); H1: (lt ?4 ?0) |- ? ] ->
- LApply (subst1_gen_lift_ge ?1 ?2 ?3 ?0 (1) ?4); [ Clear H0; Intros H0 | XAuto ];
- LApply H0; [ Clear H0; Intros H0 | Rewrite plus_sym; XAuto ];
- XElim H0; Intros
- | _ -> Subst1GenBase.
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_props.
-Require subst0_lift.
-Require subst1_defs.
-
- Section subst1_lift. (****************************************************)
-
- Theorem subst1_lift_lt : (t1,t2,u:?; i:?) (subst1 i u t1 t2) ->
- (d:?) (lt i d) -> (h:?)
- (subst1 i (lift h (minus d (S i)) u) (lift h d t1) (lift h d t2)).
- Intros until 1; XElim H; Clear t2; XAuto.
- Qed.
-
- Theorem subst1_lift_ge : (t1,t2,u:?; i,h:?) (subst1 i u t1 t2) ->
- (d:?) (le d i) ->
- (subst1 (plus i h) u (lift h d t1) (lift h d t2)).
- Intros until 1; XElim H; Clear t2; XAuto.
- Qed.
-
- End subst1_lift.
-
- Hints Resolve subst1_lift_lt subst1_lift_ge : ltlc.
+++ /dev/null
-(*#* #stop file *)
-
-Require subst0_subst0.
-Require subst1_defs.
-
- Section subst1_subst1. (**************************************************)
-
- Theorem subst1_subst1: (t1,t2,u2:?; j:?) (subst1 j u2 t1 t2) ->
- (u1,u:?; i:?) (subst1 i u u1 u2) ->
- (EX t | (subst1 j u1 t1 t) & (subst1 (S (plus i j)) u t t2)).
- Intros until 1; XElim H; Clear t2.
-(* case 1: subst1_refl on first premise *)
- XEAuto.
-(* case 2: subst1_single on first premise *)
- Intros until 2; InsertEq H0 u2; XElim H0; Clear y; Intros.
-(* case 2.1: subst1_refl on second premise *)
- Rewrite H0; Clear H0 u1; XEAuto.
-(* case 2.2: subst1_single on second premise *)
- Rewrite H1 in H0; Clear H1 t0; Subst0Subst0; XEAuto.
- Qed.
-
- Theorem subst1_subst1_back: (t1,t2,u2:?; j:?) (subst1 j u2 t1 t2) ->
- (u1,u:?; i:?) (subst1 i u u2 u1) ->
- (EX t | (subst1 j u1 t1 t) & (subst1 (S (plus i j)) u t2 t)).
- Intros until 1; XElim H; Clear t2.
-(* case 1: subst1_refl on first premise *)
- XEAuto.
-(* case 2: subst1_single on first premise *)
- Intros until 2; XElim H0; Clear u1; Intros;
- Try Subst0Subst0; XEAuto.
- Qed.
-
- Theorem subst1_trans: (t2,t1,v:?; i:?) (subst1 i v t1 t2) ->
- (t3:?) (subst1 i v t2 t3) ->
- (subst1 i v t1 t3).
- Intros until 1; XElim H; Clear t2.
-(* case 1: subst1_refl on first premise *)
- XEAuto.
-(* case 2: subst1_single on first premise *)
- Intros until 2; XElim H0; Clear t3; XEAuto.
- Qed.
-
- End subst1_subst1.
-
- Hints Resolve subst1_trans : ltlc.
-
- Tactic Definition Subst1Subst1 :=
- Match Context With
- | [ H1: (subst1 ?0 ?1 ?2 ?3); H2: (subst1 ?4 ?5 ?6 ?1) |- ? ] ->
- LApply (subst1_subst1 ?2 ?3 ?1 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?6 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ H1: (subst1 ?0 ?1 ?2 ?3); H2: (subst0 ?4 ?5 ?6 ?1) |- ? ] ->
- LApply (subst1_subst1 ?2 ?3 ?1 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?6 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros
- | [ H1: (subst1 ?0 ?1 ?2 ?3); H2: (subst1 ?4 ?5 ?1 ?6) |- ? ] ->
- LApply (subst1_subst1_back ?2 ?3 ?1 ?0); [ Intros H_x | XAuto ];
- LApply (H_x ?6 ?5 ?4); [ Clear H_x; Intros H_x | XAuto ];
- XElim H_x; Intros.
+++ /dev/null
-(*#* #stop file *)
-
-Require Export Base.
-
- Inductive Set B := Abbr: B
- | Abst: B
- | Void: B.
-
- Inductive Set F := Appl: F
- | Cast: F.
-
- Inductive Set K := Bind: B -> K
- | Flat: F -> K.
-
- Inductive Set T := TSort: nat -> T
- | TLRef: nat -> T
- | TTail: K -> T -> T -> T.
-
- Hint f3KTT : ltlc := Resolve (f_equal3 K T T).
-
- Tactic Definition TGenBase :=
- Match Context With
- | [ H: (TSort ?) = (TSort ?) |- ? ] -> Inversion H; Clear H
- | [ H: (TLRef ?) = (TLRef ?) |- ? ] -> Inversion H; Clear H
- | [ H: (TTail ? ? ?) = (TTail ? ? ?) |- ? ] -> Inversion H; Clear H
- | _ -> Idtac.
-
- Definition s: K -> nat -> nat := [k;i] Cases k of
- | (Bind _) => (S i)
- | (Flat _) => i
- end.
-
- Section s_props. (********************************************************)
-
- Theorem s_S: (k:?; i:?) (s k (S i)) = (S (s k i)).
- XElim k; XAuto.
- Qed.
-
- Theorem s_plus: (k:?; i,j:?) (s k (plus i j)) = (plus (s k i) j).
- XElim k; XAuto.
- Qed.
-
- Theorem s_plus_sym: (k:?; i,j:?) (s k (plus i j)) = (plus i (s k j)).
- XElim k; [ Intros; Simpl; Rewrite plus_n_Sm | Idtac ]; XAuto.
- Qed.
-
- Theorem s_minus: (k:?; i,j:?) (le j i) ->
- (s k (minus i j)) = (minus (s k i) j).
- XElim k; [ Intros; Unfold s; Cbv Iota | XAuto ].
- Rewrite minus_Sn_m; XAuto.
- Qed.
-
- Theorem minus_s_s: (k:?; i,j:?) (minus (s k i) (s k j)) = (minus i j).
- XElim k; XAuto.
- Qed.
-
- Theorem s_le: (k:?; i,j:?) (le i j) -> (le (s k i) (s k j)).
- XElim k; Simpl; XAuto.
- Qed.
-
- Theorem s_lt: (k:?; i,j:?) (lt i j) -> (lt (s k i) (s k j)).
- XElim k; Simpl; XAuto.
- Qed.
-
- Theorem s_inj: (k:?; i,j:?) (s k i) = (s k j) -> i = j.
- XElim k; XEAuto.
- Qed.
-
- End s_props.
-
- Hints Resolve s_le s_lt s_inj : ltlc.
-
- Tactic Definition SRw :=
- Repeat (Rewrite s_S Orelse Rewrite s_plus_sym).
-
- Tactic Definition SRwIn H :=
- Repeat (Rewrite s_S in H Orelse Rewrite s_plus in H).
-
- Tactic Definition SRwBack :=
- Repeat (Rewrite <- s_S Orelse Rewrite <- s_plus Orelse Rewrite <- s_plus_sym).
-
- Tactic Definition SRwBackIn H :=
- Repeat (Rewrite <- s_S in H Orelse Rewrite <- s_plus in H Orelse Rewrite <- s_plus_sym in H).
-
- Hint discr : ltlc := Extern 4 (le ? (plus (s ? ?) ?)) SRwBack.
+++ /dev/null
-(*#* #stop file *)
-
-Require Export terms_defs.
-
- Definition wadd : (nat -> nat) -> nat -> (nat -> nat) :=
- [f;w;n] Cases n of (0) => w | (S m) => (f m) end.
-
- Fixpoint weight_map [f:nat->nat; t:T] : nat := Cases t of
- | (TSort n) => (0)
- | (TLRef n) => (f n)
- | (TTail (Bind Abbr) u t) =>
- (S (plus (weight_map f u) (weight_map (wadd f (S (weight_map f u))) t)))
- | (TTail (Bind _) u t) =>
- (S (plus (weight_map f u) (weight_map (wadd f (0)) t)))
- | (TTail _ u t) => (S (plus (weight_map f u) (weight_map f t)))
- end.
-
- Definition weight : T -> nat := (weight_map [_](0)).
-
- Definition tlt : T -> T -> Prop := [t1,t2](lt (weight t1) (weight t2)).
-
- Section wadd_props. (*****************************************************)
-
- Theorem wadd_le: (f,g:?) ((n:?) (le (f n) (g n))) -> (v,w:?) (le v w) ->
- (n:?) (le (wadd f v n) (wadd g w n)).
- XElim n; Simpl; XAuto.
- Qed.
-
- Theorem wadd_lt: (f,g:?) ((n:?) (le (f n) (g n))) -> (v,w:?) (lt v w) ->
- (n:?) (le (wadd f v n) (wadd g w n)).
- XElim n; Simpl; XAuto.
- Qed.
-
- Theorem wadd_O: (n:?) (wadd [_](0) (0) n) = (0).
- XElim n; XAuto.
- Qed.
-
- End wadd_props.
-
- Hints Resolve wadd_le wadd_lt wadd_O : ltlc.
-
- Section weight_props. (***************************************************)
-
- Theorem weight_le : (t:?; f,g:?) ((n:?) (le (f n) (g n))) ->
- (le (weight_map f t) (weight_map g t)).
- XElim t; [ XAuto | Simpl; XAuto | Idtac ].
- XElim k; Simpl; [ Idtac | XAuto ].
- XElim b; Auto 7 with ltlc. (**)
- Qed.
-
- Theorem weight_eq : (t:?; f,g:?) ((n:?) (f n) = (g n)) ->
- (weight_map f t) = (weight_map g t).
- Intros; Apply le_antisym; Apply weight_le;
- Intros; Rewrite (H n); XAuto.
- Qed.
-
- Hints Resolve weight_le weight_eq : ltlc.
-
- Theorem weight_add_O : (t:?) (weight_map (wadd [_](0) (0)) t) = (weight_map [_](0) t).
- XAuto.
- Qed.
-
- Theorem weight_add_S : (t:?; m:?) (le (weight_map (wadd [_](0) (0)) t) (weight_map (wadd [_](0) (S m)) t)).
- XAuto.
- Qed.
-
- End weight_props.
-
- Hints Resolve weight_le weight_add_S : ltlc.
-
- Section tlt_props. (******************************************************)
-
- Theorem tlt_trans: (v,u,t:?) (tlt u v) -> (tlt v t) -> (tlt u t).
- Unfold tlt; XEAuto.
- Qed.
-
- Theorem tlt_tail_sx: (k:?; u,t:?) (tlt u (TTail k u t)).
- Unfold tlt weight.
- XElim k; Simpl; [ XElim b | Idtac ]; XAuto.
- Qed.
-
- Theorem tlt_tail_dx: (k:?; u,t:?) (tlt t (TTail k u t)).
- Unfold tlt weight.
- XElim k; Simpl; [ Idtac | XAuto ].
- XElim b; Intros; Try Rewrite weight_add_O; [ Idtac | XAuto | XAuto ].
- EApply lt_le_trans; [ Apply lt_n_Sn | Apply le_n_S ].
- EApply le_trans; [ Rewrite <- (weight_add_O t); Apply weight_add_S | XAuto ].
- Qed.
-
- End tlt_props.
-
- Hints Resolve tlt_tail_sx tlt_tail_dx tlt_trans : ltlc.
-
- Section tlt_wf. (*********************************************************)
-
- Local Q: (T -> Prop) -> nat -> Prop :=
- [P;n] (t:?) (weight t) = n -> (P t).
-
- Remark q_ind: (P:T->Prop)((n:?) (Q P n)) -> (t:?) (P t).
- Unfold Q; Intros.
- Apply (H (weight t) t); XAuto.
- Qed.
-
- Theorem tlt_wf_ind: (P:T->Prop)
- ((t:?)((v:?)(tlt v t) -> (P v)) -> (P t)) ->
- (t:?)(P t).
- Unfold tlt; Intros.
- XElimUsing q_ind t; Intros.
- Apply lt_wf_ind; Clear n; Intros.
- Unfold Q in H0; Unfold Q; Intros.
- Rewrite <- H1 in H0; Clear H1.
- Apply H; XEAuto.
- Qed.
-
- End tlt_wf.
+++ /dev/null
-Require Export pc3_defs.
-
-(*#* #stop record *)
-
- Record G : Set := {
- next : nat -> nat;
- base : nat;
- next_lt : (n:?) (lt n (next n));
- base_next: (n:?) (le base n) -> (next n) = (S n)
- }.
-
-(*#* #start record *)
-
-(*#* #caption "current axioms for typing",
- "well formed context sort", "well formed context binder",
- "conversion rule", "typed sort", "typed reference to abbreviation",
- "typed reference to abstraction", "typed binder", "typed application",
- "typed cast"
-*)
-(*#* #cap #cap c, d, t, t0, t1, t2, w #alpha m in h, n in i, u in V, v in U *)
-
- Inductive wf0 [g:G] : C -> Prop :=
- | wf0_sort: (m:?) (wf0 g (CSort m))
- | wf0_bind: (c:?; u,t:?) (ty0 g c u t) ->
- (b:?) (wf0 g (CTail c (Bind b) u))
- with ty0 [g:G] : C -> T -> T -> Prop :=
-(* structural rules *)
- | ty0_conv: (c:?; t2,t:?) (ty0 g c t2 t) ->
- (u,t1:?) (ty0 g c u t1) -> (pc3 c t1 t2) ->
- (ty0 g c u t2)
-(* axiom rules *)
- | ty0_sort: (c:?) (wf0 g c) ->
- (m:?) (ty0 g c (TSort m) (TSort (next g m)))
- | ty0_abbr: (c:?) (wf0 g c) ->
- (n:?; d:?; u:?) (drop n (0) c (CTail d (Bind Abbr) u)) ->
- (t:?) (ty0 g d u t) ->
- (ty0 g c (TLRef n) (lift (S n) (0) t))
- | ty0_abst: (c:?) (wf0 g c) ->
- (n:?; d:?; u:?) (drop n (0) c (CTail d (Bind Abst) u)) ->
- (t:?) (ty0 g d u t) ->
- (ty0 g c (TLRef n) (lift (S n) (0) u))
- | ty0_bind: (c:?; u,t:?) (ty0 g c u t) ->
- (b:?; t1,t2:?) (ty0 g (CTail c (Bind b) u) t1 t2) ->
- (t0:?) (ty0 g (CTail c (Bind b) u) t2 t0) ->
- (ty0 g c (TTail (Bind b) u t1) (TTail (Bind b) u t2))
- | ty0_appl: (c:?; w,u:?) (ty0 g c w u) ->
- (v,t:?) (ty0 g c v (TTail (Bind Abst) u t)) ->
- (ty0 g c (TTail (Flat Appl) w v)
- (TTail (Flat Appl) w (TTail (Bind Abst) u t))
- )
- | ty0_cast: (c:?; t1,t2:?) (ty0 g c t1 t2) ->
- (t0:?) (ty0 g c t2 t0) ->
- (ty0 g c (TTail (Flat Cast) t2 t1) t2).
-
-(*#* #stop file *)
-
- Hint wf0 : ltlc := Constructors wf0.
-
- Hint ty0 : ltlc := Constructors ty0.
-
- Section wf0_props. (******************************************************)
-
- Theorem wf0_ty0: (g:?; c:?; u,t:?) (ty0 g c u t) -> (wf0 g c).
- Intros; XElim H; XAuto.
- Qed.
-
- Hints Resolve wf0_ty0 : ltlc.
-
- Theorem wf0_drop_O: (c,e:?; h:?) (drop h (0) c e) ->
- (g:?) (wf0 g c) -> (wf0 g e).
- XElim c.
-(* case 1 : CSort *)
- Intros; DropGenBase; Rewrite H; XAuto.
-(* case 2 : CTail k *)
- Intros c IHc; XElim k; (
- XElim h; Intros; DropGenBase;
- [ Rewrite H in H0; XAuto | Inversion H1; XEAuto ] ).
- Qed.
-
- End wf0_props.
-
- Hints Resolve wf0_ty0 wf0_drop_O : ltlc.
-
- Tactic Definition Wf0Ty0 :=
- Match Context With
- [ _: (ty0 ?1 ?2 ?3 ?4) |- ? ] ->
- LApply (wf0_ty0 ?1 ?2 ?3 ?4); [ Intros H_x | XAuto ];
- Inversion_clear H_x.
-
- Tactic Definition Wf0DropO :=
- Match Context With
- | [ _: (drop ?1 (0) ?2 ?3); _: (wf0 ?4 ?2) |- ? ] ->
- LApply (wf0_drop_O ?2 ?3 ?1); [ Intros H_x | XAuto ];
- LApply (H_x ?4); [ Clear H_x; Intros | XAuto ].
-
- Section wf0_facilities. (*************************************************)
-
- Theorem wf0_drop_wf0: (g:?; c:?) (wf0 g c) ->
- (b:?; e:?; u:?; h:?)
- (drop h (0) c (CTail e (Bind b) u)) -> (wf0 g e).
- Intros.
- Wf0DropO; Inversion H1; XEAuto.
- Qed.
-
- Theorem ty0_drop_wf0: (g:?; c:?; t1,t2:?) (ty0 g c t1 t2) ->
- (b:?; e:?; u:?; h:?)
- (drop h (0) c (CTail e (Bind b) u)) -> (wf0 g e).
- Intros.
- EApply wf0_drop_wf0; [ Idtac | EApply H0 ]; XEAuto.
- Qed.
-
- End wf0_facilities.
-
- Hints Resolve wf0_drop_wf0 ty0_drop_wf0 : ltlc.
-
- Tactic Definition DropWf0 :=
- Match Context With
- | [ _: (ty0 ?1 ?2 ?3 ?4);
- _: (drop ?5 (0) ?2 (CTail ?6 (Bind ?7) ?8)) |- ? ] ->
- LApply (ty0_drop_wf0 ?1 ?2 ?3 ?4); [ Intros H_x | XAuto ];
- LApply (H_x ?7 ?6 ?8 ?5); [ Clear H_x; Intros | XAuto ]
- | [ _: (wf0 ?1 ?2);
- _: (drop ?5 (0) ?2 (CTail ?6 (Bind ?7) ?8)) |- ? ] ->
- LApply (wf0_drop_wf0 ?1 ?2); [ Intros H_x | XAuto ];
- LApply (H_x ?7 ?6 ?8 ?5); [ Clear H_x; Intros | XAuto ].
+++ /dev/null
-Require pc3_props.
-Require ty0_defs.
-
-(*#* #caption "generation lemma of typing" #clauses *)
-
- Section ty0_gen_base. (***************************************************)
-
-(*#* #caption "generation lemma for sorts" *)
-(*#* #cap #cap c #alpha x in T, n in h *)
-
- Theorem ty0_gen_sort: (g:?; c:?; x:?; n:?)
- (ty0 g c (TSort n) x) ->
- (pc3 c (TSort (next g n)) x).
-
-(*#* #stop proof *)
-
- Intros until 1; InsertEq H '(TSort n); XElim H; Intros.
-(* case 1 : ty0_conv *)
- XEAuto.
-(* case 2 : ty0_sort *)
- Inversion H0; XAuto.
-(* case 3 : ty0_abbr *)
- Inversion H3.
-(* case 4 : ty0_abst *)
- Inversion H3.
-(* case 5 : ty0_bind *)
- Inversion H5.
-(* case 6 : ty0_appl *)
- Inversion H3.
-(* case 7 : ty0_cast *)
- Inversion H3.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "generation lemma for bound references" *)
-(*#* #cap #cap c, e #alpha x in T, t in U, u in V, n in i *)
-
- Theorem ty0_gen_lref: (g:?; c:?; x:?; n:?) (ty0 g c (TLRef n) x) ->
- (EX e u t | (pc3 c (lift (S n) (0) t) x) &
- (drop n (0) c (CTail e (Bind Abbr) u)) &
- (ty0 g e u t)
- ) \/
- (EX e u t | (pc3 c (lift (S n) (0) u) x) &
- (drop n (0) c (CTail e (Bind Abst) u)) &
- (ty0 g e u t)
- ).
-
-(*#* #stop proof *)
-
- Intros until 1; InsertEq H '(TLRef n); XElim H; Intros.
-(* case 1 : ty0_conv *)
- LApply H2; [ Clear H2; Intros H2 | XAuto ].
- XElim H2; Intros; XElim H2; XEAuto.
-(* case 2 : ty0_sort *)
- Inversion H0.
-(* case 3 : ty0_abbr *)
- Inversion H3 ; Rewrite H5 in H0; XEAuto.
-(* case 4 : ty0_abst *)
- Inversion H3; Rewrite H5 in H0; XEAuto.
-(* case 5 : ty0_bind *)
- Inversion H5.
-(* case 6 : ty0_appl *)
- Inversion H3.
-(* case 7 : ty0_cast *)
- Inversion H3.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "generation lemma for binders" *)
-(*#* #cap #cap c #alpha x in T, t1 in U1, t2 in U2, u in V, t in U, t0 in U3 *)
-
- Theorem ty0_gen_bind: (g:?; b:?; c:?; u,t1,x:?) (ty0 g c (TTail (Bind b) u t1) x) ->
- (EX t2 t t0 | (pc3 c (TTail (Bind b) u t2) x) &
- (ty0 g c u t) &
- (ty0 g (CTail c (Bind b) u) t1 t2) &
- (ty0 g (CTail c (Bind b) u) t2 t0)
- ).
-
-(*#* #stop proof *)
-
- Intros until 1; InsertEq H '(TTail (Bind b) u t1); XElim H; Intros.
-(* case 1 : ty0_conv *)
- LApply H2; [ Clear H2; Intros H2 | XAuto ].
- XElim H2; XEAuto.
-(* case 2 : ty0_sort *)
- Inversion H0.
-(* case 3 : ty0_abbr *)
- Inversion H3.
-(* case 4 : ty0_abst *)
- Inversion H3.
-(* case 5 : ty0_bind *)
- Inversion H5.
- Rewrite H7 in H1; Rewrite H7 in H3.
- Rewrite H8 in H; Rewrite H8 in H1; Rewrite H8 in H3.
- Rewrite H9 in H1; XEAuto.
-(* case 6 : ty0_appl *)
- Inversion H3.
-(* case 7 : ty0_cast *)
- Inversion H3.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "generation lemma for applications" *)
-(*#* #cap #cap c #alpha x in T, v in U1, w in V1, u in V2, t in U2 *)
-
- Theorem ty0_gen_appl: (g:?; c:?; w,v,x:?) (ty0 g c (TTail (Flat Appl) w v) x) ->
- (EX u t | (pc3 c (TTail (Flat Appl) w (TTail (Bind Abst) u t)) x) &
- (ty0 g c v (TTail (Bind Abst) u t)) &
- (ty0 g c w u)
- ).
-
-(*#* #stop proof *)
-
- Intros until 1; InsertEq H '(TTail (Flat Appl) w v); XElim H; Intros.
-(* case 1 : ty0_conv *)
- LApply H2; [ Clear H2; Intros H2 | XAuto ].
- XElim H2; XEAuto.
-(* case 2 : ty0_sort *)
- Inversion H0.
-(* case 3 : ty0_abbr *)
- Inversion H3.
-(* case 4 : ty0_abst *)
- Inversion H3.
-(* case 5 : ty0_bind *)
- Inversion H5.
-(* case 6 : ty0_appl *)
- Inversion H3; Rewrite H5 in H; Rewrite H6 in H1; XEAuto.
-(* case 7 : ty0_cast *)
- Inversion H3.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "generation lemma for type casts" *)
-(*#* #cap #cap c #alpha x in T, t2 in V, t1 in U *)
-
- Theorem ty0_gen_cast: (g:?; c:?; t1,t2,x:?)
- (ty0 g c (TTail (Flat Cast) t2 t1) x) ->
- (pc3 c t2 x) /\ (ty0 g c t1 t2).
-
-(*#* #stop proof *)
-
- Intros until 1; InsertEq H '(TTail (Flat Cast) t2 t1); XElim H; Intros.
-(* case 1 : ty0_conv *)
- LApply H2; [ Clear H2; Intros H2 | XAuto ].
- XElim H2; XEAuto.
-(* case 2 : ty0_sort *)
- Inversion H0.
-(* case 3 : ty0_abbr *)
- Inversion H3.
-(* case 4 : ty0_abst *)
- Inversion H3.
-(* case 5 : ty0_bind *)
- Inversion H5.
-(* case 6 : ty0_appl *)
- Inversion H3.
-(* case 7 : ty0_cast *)
- Inversion H3; Rewrite H5 in H; Rewrite H5 in H1; Rewrite H6 in H; XAuto.
- Qed.
-
- End ty0_gen_base.
-
- Tactic Definition Ty0GenBase :=
- Match Context With
- | [ H: (ty0 ?1 ?2 (TSort ?3) ?4) |- ? ] ->
- LApply (ty0_gen_sort ?1 ?2 ?4 ?3); [ Clear H; Intros | XAuto ]
- | [ H: (ty0 ?1 ?2 (TLRef ?3) ?4) |- ? ] ->
- LApply (ty0_gen_lref ?1 ?2 ?4 ?3); [ Clear H; Intros H | XAuto ];
- XElim H; Intros H; XElim H; Intros
- | [ H: (ty0 ?1 ?2 (TTail (Bind ?3) ?4 ?5) ?6) |- ? ] ->
- LApply (ty0_gen_bind ?1 ?3 ?2 ?4 ?5 ?6); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (ty0 ?1 ?2 (TTail (Flat Appl) ?3 ?4) ?5) |- ? ] ->
- LApply (ty0_gen_appl ?1 ?2 ?3 ?4 ?5); [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (ty0 ?1 ?2 (TTail (Flat Cast) ?3 ?4) ?5) |- ? ] ->
- LApply (ty0_gen_cast ?1 ?2 ?4 ?3 ?5); [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-(*#* #stop file *)
-
-Require lift_gen.
-Require lift_props.
-Require subst1_defs.
-Require subst1_lift.
-Require subst1_confluence.
-Require drop_props.
-Require csubst1_defs.
-Require pc3_gen.
-Require pc3_gen_context.
-Require ty0_defs.
-Require ty0_lift.
-
-(* NOTE: these break the recursion between ty0_sred_cpr0_pr0 and ty0_gen_lift *)
-
- Section ty0_gen_cabbr. (**************************************************)
-
- Tactic Definition IH d a0 a :=
- Match Context With
- [ H: (e:?; u:?; d:?) ? -> (a0:?) ? -> (a:?) ? -> ? -> ? |- ? ] ->
- LApply (H e u0 d); [ Clear H; Intros H | XAuto ];
- LApply (H a0); [ Clear H; Intros H | XAuto ];
- LApply (H a); [ Clear H; Intros H | XEAuto ];
- LApply H; [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
-(* NOTE: This can be generalized removing the last three premises *)
- Theorem ty0_gen_cabbr: (g:?; c:?; t1,t2:?) (ty0 g c t1 t2) ->
- (e:?; u:?; d:?) (drop d (0) c (CTail e (Bind Abbr) u)) ->
- (a0:?) (csubst1 d u c a0) ->
- (a:?) (wf0 g a) -> (drop (1) d a0 a) ->
- (EX y1 y2 | (subst1 d u t1 (lift (1) d y1)) &
- (subst1 d u t2 (lift (1) d y2)) &
- (ty0 g a y1 y2)
- ).
- Intros until 1; XElim H; Intros.
-(* case 1: ty0_conv *)
- Repeat IH d a0 a; EApply ex3_2_intro;
- [ XEAuto | XEAuto | EApply ty0_conv; Try EApply pc3_gen_cabbr; XEAuto ].
-(* case 2: ty0_sort *)
- EApply ex3_2_intro; Try Rewrite lift_sort; XAuto.
-(* case 3: ty0_abbr *)
- Apply (lt_eq_gt_e n d0); Intros; Clear c t1 t2.
-(* case 3.1: n < d0 *)
- Clear H1; DropDis; Rewrite minus_x_Sy in H1; [ DropGenBase | XAuto ].
- CSubst1Drop; Rewrite minus_x_Sy in H0; [ Idtac | XAuto ].
- CSubst1GenBase; Rewrite H0 in H8; Clear H0 x; Simpl in H9.
- Rewrite (lt_plus_minus n d0) in H6; [ Idtac | XAuto ].
- DropDis; Rewrite H0 in H9; Clear H0 x0.
- IH '(minus d0 (S n)) x1 x3.
- Subst1Confluence; Rewrite H0 in H11; Clear H0 x0.
- Pattern 3 d0; Rewrite (le_plus_minus_sym (S n) d0); [ Idtac | XAuto ].
- Pattern 4 d0; Rewrite (le_plus_minus (S n) d0); [ Idtac | XAuto ].
- EApply ex3_2_intro;
- [ Rewrite lift_lref_lt | Rewrite lift_d | EApply ty0_abbr ]; XEAuto.
-(* case 3.2: n = d0 *)
- Rewrite H7; Rewrite H7 in H0; Clear H2 H7 n.
- DropDis; Inversion H0; Rewrite H8 in H4; Clear H0 H7 H8 e u0.
- CSubst1Drop; DropDis.
- EApply ex3_2_intro;
- [ EApply subst1_single; Rewrite lift_free; Simpl; XEAuto
- | Rewrite lift_free; Simpl; XEAuto
- | XEAuto ].
-(* case 3.3: n > d0 *)
- Clear H2 H3 e; CSubst1Drop; DropDis.
- Pattern 1 n; Rewrite (lt_plus_minus (0) n); [ Idtac | XEAuto ].
- Arith4c '(0) '(minus n (1)).
- EApply ex3_2_intro;
- [ Rewrite lift_lref_ge
- | Rewrite lift_free; Simpl
- | Pattern 2 n; Rewrite (minus_x_SO n)
- ]; XEAuto.
-(* case 4: ty0_abst *)
- Apply (lt_eq_gt_e n d0); Intros; Clear c t1 t2.
-(* case 4.1: n < d0 *)
- Clear H1; DropDis; Rewrite minus_x_Sy in H1; [ DropGenBase | XAuto ].
- CSubst1Drop; Rewrite minus_x_Sy in H0; [ Idtac | XAuto ].
- CSubst1GenBase; Rewrite H0 in H8; Clear H0 x; Simpl in H9.
- Rewrite (lt_plus_minus n d0) in H6; [ Idtac | XAuto ].
- DropDis; Rewrite H0 in H9; Clear H0 x0.
- IH '(minus d0 (S n)) x1 x3.
- Subst1Confluence; Rewrite H0 in H11; Clear H0 x0.
- Pattern 3 d0; Rewrite (le_plus_minus_sym (S n) d0); [ Idtac | XAuto ].
- Pattern 4 d0; Rewrite (le_plus_minus (S n) d0); [ Idtac | XAuto ].
- EApply ex3_2_intro;
- [ Rewrite lift_lref_lt | Rewrite lift_d | EApply ty0_abst ]; XEAuto.
-(* case 4.2: n = d0 *)
- Rewrite H7; Rewrite H7 in H0; DropDis; Inversion H0.
-(* case 4.3: n > d0 *)
- Clear H2 H3 e; CSubst1Drop; DropDis.
- Pattern 1 n; Rewrite (lt_plus_minus (0) n); [ Idtac | XEAuto ].
- Arith4c '(0) '(minus n (1)).
- EApply ex3_2_intro;
- [ Rewrite lift_lref_ge
- | Rewrite lift_free; Simpl
- | Pattern 2 n; Rewrite (minus_x_SO n)
- ]; XEAuto.
-(* case 5: ty0_bind *)
- IH d a0 a; Clear H H1 H3 c t1 t2.
- IH '(S d) '(CTail a0 (Bind b) (lift (1) d x0)) '(CTail a (Bind b) x0).
- IH '(S d) '(CTail a0 (Bind b) (lift (1) d x0)) '(CTail a (Bind b) x0).
- Subst1Confluence; Rewrite H4 in H11; Clear H4 x5.
- EApply ex3_2_intro; Try Rewrite lift_bind; XEAuto.
-(* case 6: ty0_appl *)
- Repeat IH d a0 a; Clear H H1 c t1 t2.
- Subst1GenBase; SymEqual; LiftGenBase; Rewrite H in H8; Rewrite H11 in H1; Rewrite H12 in H7; Clear H H11 H12 x1 x4 x5.
- Subst1Confluence; Rewrite H in H8; Clear H x6.
- EApply ex3_2_intro; Try Rewrite lift_flat;
- [ Idtac | EApply subst1_tail; [ Idtac | Rewrite lift_bind ] | Idtac ]; XEAuto.
-(* case 7: ty0_cast *)
- Rename u into u0; Repeat IH d a0 a; Clear H H1 c t1 t2.
- Subst1Confluence; Rewrite H in H10; Clear H x3.
- EApply ex3_2_intro; [ Rewrite lift_flat | Idtac | Idtac ]; XEAuto.
- Qed.
-
- End ty0_gen_cabbr.
-
- Section ty0_gen_cvoid. (**************************************************)
-
- Tactic Definition IH d a :=
- Match Context With
- [ H: (e:?; u:?; d:?) ? -> (a:?) ? -> ? -> ? |- ? ] ->
- LApply (H e u0 d); [ Clear H; Intros H | XAuto ];
- LApply (H a); [ Clear H; Intros H | XEAuto ];
- LApply H; [ Clear H; Intros H | XAuto ];
- XElim H; Intros.
-
-(* NOTE: This can be generalized removing the last two premises *)
- Theorem ty0_gen_cvoid: (g:?; c:?; t1,t2:?) (ty0 g c t1 t2) ->
- (e:?; u:?; d:?) (drop d (0) c (CTail e (Bind Void) u)) ->
- (a:?) (wf0 g a) -> (drop (1) d c a) ->
- (EX y1 y2 | t1 = (lift (1) d y1) &
- t2 = (lift (1) d y2) &
- (ty0 g a y1 y2)
- ).
- Intros until 1; XElim H; Intros.
-(* case 1: ty0_conv *)
- Repeat IH d a; Rewrite H0 in H3; Rewrite H7 in H3; Pc3Gen; XEAuto.
-(* case 2: ty0_sort *)
- EApply ex3_2_intro; Try Rewrite lift_sort; XEAuto.
-(* case 3: ty0_abbr *)
- Apply (lt_eq_gt_e n d0); Intros.
-(* case 3.1: n < d0 *)
- DropDis; Rewrite minus_x_Sy in H7; [ DropGenBase | XAuto ].
- Rewrite (lt_plus_minus n d0) in H5; [ Idtac | XAuto ].
- DropDis; Rewrite H0 in H2; Clear H0 H1 u.
- IH '(minus d0 (S n)) x1; Rewrite H1; Clear H1 t.
- LiftGen; Rewrite <- H0 in H2; Clear H0 x2.
- Rewrite <- lift_d; [ Idtac | XAuto ].
- Rewrite <- le_plus_minus; [ Idtac | XAuto ].
- EApply ex3_2_intro; [ Rewrite lift_lref_lt | Idtac | EApply ty0_abbr ]; XEAuto.
-(* case 3.2: n = d0 *)
- Rewrite H6 in H0; DropDis; Inversion H0.
-(* case 3.3: n > d0 *)
- Clear H2 H3 c e t1 t2 u0; DropDis.
- Pattern 1 n; Rewrite (lt_plus_minus (0) n); [ Idtac | XEAuto ].
- Arith4c '(0) '(minus n (1)).
- EApply ex3_2_intro;
- [ Rewrite lift_lref_ge
- | Rewrite lift_free; Simpl
- | Pattern 2 n; Rewrite (minus_x_SO n)
- ]; XEAuto.
-(* case 4: ty0_abst *)
- Apply (lt_eq_gt_e n d0); Intros.
-(* case 4.1: n < d0 *)
- DropDis; Rewrite minus_x_Sy in H7; [ DropGenBase | XAuto ].
- Rewrite (lt_plus_minus n d0) in H5; [ Idtac | XAuto ].
- DropDis; Rewrite H0; Rewrite H0 in H2; Clear H0 H1 u.
- IH '(minus d0 (S n)) x1; Clear H1 t.
- LiftGen; Rewrite <- H0 in H2; Clear H0 x2.
- Rewrite <- lift_d; [ Idtac | XAuto ].
- Rewrite <- le_plus_minus; [ Idtac | XAuto ].
- EApply ex3_2_intro; [ Rewrite lift_lref_lt | Idtac | EApply ty0_abst ]; XEAuto.
-(* case 4.2: n = d0 *)
- Rewrite H6 in H0; DropDis; Inversion H0.
-(* case 4.3: n > d0 *)
- Clear H2 H3 c e t1 t2 u0; DropDis.
- Pattern 1 n; Rewrite (lt_plus_minus (0) n); [ Idtac | XEAuto ].
- Arith4c '(0) '(minus n (1)).
- EApply ex3_2_intro;
- [ Rewrite lift_lref_ge
- | Rewrite lift_free; [ Simpl | Simpl | Idtac ]
- | Pattern 2 n; Rewrite (minus_x_SO n)
- ]; XEAuto.
-(* case 5: ty0_bind *)
- IH d a; Rewrite H0; Rewrite H0 in H2; Rewrite H0 in H4; Clear H H0 H1 H3 H8 u t.
- IH '(S d) '(CTail a (Bind b) x0); Rewrite H; Rewrite H in H2; Clear H H0 t3 t4.
- IH '(S d) '(CTail a (Bind b) x0); Rewrite H; Clear H t0.
- LiftGen; Rewrite <- H in H2; Clear H x5.
- LiftTailRwBack; XEAuto.
-(* case 6: ty0_appl *)
- IH d a; Rewrite H2; Clear H H1 H2 v.
- LiftGenBase; Rewrite H in H7; Rewrite H1; Rewrite H1 in H0; Rewrite H2; Clear H H1 H2 u t x1.
- IH d a; Rewrite H; Clear H w.
- LiftGen; Rewrite <- H in H1; Clear H x4.
- LiftTailRwBack; XEAuto.
-(* case 7: ty0_cast *)
- Rename u into u0.
- IH d a; Rewrite H2 in H0; Rewrite H2; Clear H H1 H2 H6 t3 t4.
- IH d a; Rewrite H; Clear H t0.
- LiftGen; Rewrite <- H in H1; Clear H x3.
- LiftTailRwBack; XEAuto.
- Qed.
-
- End ty0_gen_cvoid.
-
- Tactic Definition Ty0GenContext :=
- Match Context With
- | [ H: (ty0 ?1 (CTail ?2 (Bind Abbr) ?3) ?4 ?5) |- ? ] ->
- LApply (ty0_gen_cabbr ?1 (CTail ?2 (Bind Abbr) ?3) ?4 ?5); [ Clear H; Intros H | XAuto ];
- LApply (H ?2 ?3 (0)); [ Clear H; Intros H | XAuto ];
- LApply (H (CTail ?2 (Bind Abbr) ?3)); [ Clear H; Intros H | XAuto ];
- LApply (H ?2); [ Clear H; Intros H | XAuto ];
- LApply H; [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | [ H: (ty0 ?1 (CTail ?2 (Bind Void) ?3) ?4 ?5) |- ? ] ->
- LApply (ty0_gen_cvoid ?1 (CTail ?2 (Bind Void) ?3) ?4 ?5); [ Clear H; Intros H | XAuto ];
- LApply (H ?2 ?3 (0)); [ Clear H; Intros H | XAuto ];
- LApply (H ?2); [ Clear H; Intros H | XAuto ];
- LApply H; [ Clear H; Intros H | XAuto ];
- XElim H; Intros
- | _ -> Ty0GenBase.
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-Require lift_props.
-Require drop_props.
-Require pc3_props.
-Require ty0_defs.
-
-(*#* #caption "main properties of typing" #clauses ty0_props *)
-
- Section ty0_lift. (*******************************************************)
-
-(*#* #caption "lift preserves types" *)
-(*#* #cap #cap t1, t2 #alpha c in C1, e in C2, d in i *)
-
- Theorem ty0_lift : (g:?; e:?; t1,t2:?) (ty0 g e t1 t2) ->
- (c:?) (wf0 g c) -> (d,h:?) (drop h d c e) ->
- (ty0 g c (lift h d t1) (lift h d t2)).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Intros.
-(* case 1 : ty0_conv *)
- XEAuto.
-(* case 2 : ty0_sort *)
- Repeat Rewrite lift_sort; XAuto.
-(* case 3 : ty0_abbr *)
- Apply (lt_le_e n d0); Intros; DropDis.
-(* case 3.1 : n < d0 *)
- Rewrite minus_x_Sy in H4; [ Idtac | XAuto ].
- DropGenBase; Rewrite H4 in H0; Clear H4 x.
- Rewrite lift_lref_lt; [ Idtac | XAuto ].
- Arith8 d0 '(S n); Rewrite lift_d; [ Arith8' d0 '(S n) | XAuto ].
- EApply ty0_abbr; XEAuto.
-(* case 3.2 : n >= d0 *)
- Rewrite lift_lref_ge; [ Idtac | XAuto ].
- Arith7' n; Rewrite lift_free; [ Idtac | Simpl; XAuto | XAuto ].
- Rewrite (plus_sym h (S n)); Simpl; XEAuto.
-(* case 4: ty0_abst *)
- Apply (lt_le_e n d0); Intros; DropDis.
-(* case 4.1 : n < d0 *)
- Rewrite minus_x_Sy in H4; [ Idtac | XAuto ].
- DropGenBase; Rewrite H4 in H0; Clear H4 x.
- Rewrite lift_lref_lt; [ Idtac | XAuto ].
- Arith8 d0 '(S n); Rewrite lift_d; [ Arith8' d0 '(S n) | XAuto ].
- EApply ty0_abst; XEAuto.
-(* case 4.2 : n >= d0 *)
- Rewrite lift_lref_ge; [ Idtac | XAuto ].
- Arith7' n; Rewrite lift_free; [ Idtac | Simpl; XAuto | XAuto ].
- Rewrite (plus_sym h (S n)); Simpl; XEAuto.
-(* case 5: ty0_bind *)
- LiftTailRw; Simpl; EApply ty0_bind; XEAuto.
-(* case 6: ty0_appl *)
- LiftTailRw; Simpl; EApply ty0_appl; [ Idtac | Rewrite <- lift_bind ]; XEAuto.
-(* case 7: ty0_cast *)
- LiftTailRw; XEAuto.
- Qed.
-
- End ty0_lift.
-
- Hints Resolve ty0_lift : ltlc.
-
- Tactic Definition Ty0Lift b u :=
- Match Context With
- [ H: (ty0 ?1 ?2 ?3 ?4) |- ? ] ->
- LApply (ty0_lift ?1 ?2 ?3 ?4); [ Intros H_x | XAuto ];
- LApply (H_x (CTail ?2 (Bind b) u)); [ Clear H_x; Intros H_x | XEAuto ];
- LApply (H_x (0) (1)); [ Clear H_x; Intros | XAuto ].
+++ /dev/null
-Require drop_props.
-Require pc3_props.
-Require ty0_defs.
-Require ty0_gen.
-Require ty0_lift.
-
- Section ty0_correct. (****************************************************)
-
-(*#* #caption "correctness of types" *)
-(*#* #cap #cap c, t1, t2 #alpha t in T3 *)
-
- Theorem ty0_correct : (g:?; c:?; t1,t2:?)
- (ty0 g c t1 t2) -> (EX t | (ty0 g c t2 t)).
-
-(*#* #stop file *)
-
- Intros; XElim H; Intros.
-(* case 1 : ty0_conv *)
- XEAuto.
-(* case 2 : ty0_sort *)
- XEAuto.
-(* case 3 : ty0_abbr *)
- XElim H2; XEAuto.
-(* case 4 : ty0_abst *)
- XEAuto.
-(* case 5 : ty0_bind *)
- XElim H4; XEAuto.
-(* case 6 : ty0_appl *)
- XElim H0; XElim H2; Intros.
- Ty0GenBase; XEAuto.
-(* case 7 : ty0_cast *)
- XAuto.
- Qed.
-
- End ty0_correct.
-
- Tactic Definition Ty0Correct :=
- Match Context With
- [ _: (ty0 ?1 ?2 ?3 ?4) |- ? ] ->
- LApply (ty0_correct ?1 ?2 ?3 ?4); [ Intros H_x | XAuto ];
- XElim H_x; Intros.
-
-(*#* #start file *)
-
- Section ty0_shift. (******************************************************)
-
-(*#* #caption "shift lemma for types" *)
-(*#* #cap #cap t1, t2 #alpha c in C1, e in C2 *)
-
- Theorem ty0_shift : (h:?; c,e:?) (drop h (0) c e) ->
- (g:?; t1,t2:?) (ty0 g c t1 t2) -> (wf0 g e) ->
- (ty0 g e (app c h t1) (app c h t2)).
-
-(*#* #stop file *)
-
- XElim h.
-(* case 1 : h = 0 *)
- Intros; DropGenBase; Rewrite <- H.
- Repeat Rewrite app_O; XAuto.
-(* case 2 : h > 0 *)
- Intros h IHh; XElim c.
-(* case 2.1 : CSort *)
- Intros; DropGenBase; Rewrite H.
- Simpl; XAuto.
-(* case 2.2 : CTail k *)
- Intros c IHc; Clear IHc; XElim k; Intros; Wf0Ty0.
- DropGenBase; Move H0 after H2; Ty0Correct.
- Simpl; Apply IHh; [ Idtac | EApply ty0_bind | Idtac ]; XEAuto.
- Qed.
-
- End ty0_shift.
-
- Hints Resolve ty0_shift : ltlc.
-
- Section ty0_unique. (*****************************************************)
-
- Opaque pc3.
-
-(*#* #start file *)
-
-(*#* #caption "uniqueness of types" *)
-(*#* #cap #cap c, t1, t2 #alpha u in T *)
-
- Theorem ty0_unique : (g:?; c:?; u,t1:?) (ty0 g c u t1) ->
- (t2:?) (ty0 g c u t2) -> (pc3 c t1 t2).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Intros.
-(* case 1 : ty0_conv *)
- XEAuto.
-(* case 2 : ty0_sort *)
- Ty0GenBase; XAuto.
-(* case 3 : ty0_abbr *)
- Ty0GenBase; DropDis; Inversion H4.
- Rewrite H7 in H2; Rewrite H8 in H2; XEAuto.
-(* case 4 : ty0_abst *)
- Ty0GenBase; DropDis; Inversion H4.
- Rewrite H7 in H2; Rewrite H8 in H2; XEAuto.
-(* case 5 : ty0_bind *)
- Ty0GenBase; XEAuto.
-(* case 6 : ty0_appl *)
- Ty0GenBase; EApply pc3_t; [ Idtac | EApply H3 ]; XEAuto.
-(* case 7 : ty0_cast *)
- Ty0GenBase; XEAuto.
- Qed.
-
- End ty0_unique.
-
- Hints Resolve ty0_unique : ltlc.
+++ /dev/null
-Require lift_gen.
-Require subst1_gen.
-Require csubst1_defs.
-Require pr0_lift.
-Require pr0_subst1.
-Require cpr0_defs.
-Require pc1_props.
-Require pc3_props.
-Require pc3_gen.
-Require ty0_defs.
-Require ty0_gen.
-Require ty0_lift.
-Require ty0_props.
-Require ty0_subst0.
-Require ty0_gen_context.
-Require csub0_defs.
-Require csub0_props.
-
-(*#* #caption "subject reduction" #clauses *)
-
-(*#* #stop file *)
-
- Section ty0_sred_cpr0_pr0. (**********************************************)
-
- Tactic Definition IH H c2 t2 :=
- LApply (H c2); [ Intros H_x | XEAuto ];
- LApply H_x; [ Clear H_x; Intros H_x | XAuto ];
- LApply (H_x t2); [ Clear H_x; Intros | XEAuto ].
-
- Tactic Definition IH0 :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (ty0 ?1 ?2 ?3 ?4) |- ? ] ->
- IH H1 ?5 ?3.
-
- Tactic Definition IH0c :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (ty0 ?1 ?2 ?3 ?4) |- ? ] ->
- IH H1 ?5 ?3; Clear H1.
-
- Tactic Definition IH0B :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 (CTail ?2 (Bind ?6) ?7) c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (ty0 ?1 (CTail ?2 (Bind ?6) ?7) ?3 ?4) |- ? ] ->
- IH H1 '(CTail ?5 (Bind ?6) ?7) ?3.
-
- Tactic Definition IH0Bc :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 (CTail ?2 (Bind ?6) ?7) c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (ty0 ?1 (CTail ?2 (Bind ?6) ?7) ?3 ?4) |- ? ] ->
- IH H1 '(CTail ?5 (Bind ?6) ?7) ?3; Clear H1.
-
- Tactic Definition IH1 :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6) |- ? ] ->
- IH H1 ?5 ?6.
-
- Tactic Definition IH1c :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6) |- ? ] ->
- IH H1 ?5 ?6; Clear H1.
-
- Tactic Definition IH1Bc :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 (CTail ?2 (Bind ?7) ?8) c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6) |- ? ] ->
- IH H1 '(CTail ?5 (Bind ?7) ?8) ?6; Clear H1.
-
- Tactic Definition IH1BLc :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 (CTail ?2 (Bind ?7) ?8) c2)->(t2:T)(pr0 (lift ?10 ?11 ?3) t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6) |- ? ] ->
- IH H1 '(CTail ?5 (Bind ?7) ?8) '(lift ?10 ?11 ?6); Clear H1.
-
- Tactic Definition IH1T :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 (TTail ?7 ?8 ?3) t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6) |- ? ] ->
- IH H1 ?5 '(TTail ?7 ?8 ?6).
-
- Tactic Definition IH1T2c :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 ?2 c2)->(t2:T)(pr0 (TTail ?7 ?8 ?3) t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6); H4: (pr0 ?8 ?9) |- ? ] ->
- IH H1 ?5 '(TTail ?7 ?9 ?6); Clear H1.
-
- Tactic Definition IH3B :=
- Match Context With
- [ H1: (c2:C) (wf0 ?1 c2)->(cpr0 (CTail ?2 (Bind ?7) ?8) c2)->(t2:T)(pr0 ?3 t2)->(ty0 ?1 c2 t2 ?4);
- H2: (cpr0 ?2 ?5); H3: (pr0 ?3 ?6); H4: (pr0 ?8 ?9) |- ? ] ->
- IH H1 '(CTail ?5 (Bind ?7) ?9) ?6.
-
-(*#* #start file *)
-
-(*#* #caption "base case" *)
-(*#* #cap #cap c1, c2 #alpha t1 in T, t2 in T1, t in T2 *)
-
- Theorem ty0_sred_cpr0_pr0: (g:?; c1:?; t1,t:?) (ty0 g c1 t1 t) ->
- (c2:?) (wf0 g c2) -> (cpr0 c1 c2) ->
- (t2:?) (pr0 t1 t2) -> (ty0 g c2 t2 t).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Intros.
-(* case 1: ty0_conv *)
- IH1c; IH0c; EApply ty0_conv; XEAuto.
-(* case 2: ty0_sort *)
- Inversion H2; XAuto.
-(* case 3: ty0_abbr *)
- Inversion H5; Cpr0Drop; IH1c; XEAuto.
-(* case 4: ty0_abst *)
- Intros; Inversion H5; Cpr0Drop; IH0; IH1.
- EApply ty0_conv;
- [ EApply ty0_lift; [ Idtac | XAuto | XEAuto ]
- | EApply ty0_abst
- | EApply pc3_lift ]; XEAuto.
-(* case 5: ty0_bind *)
- Intros; Inversion H7; Clear H7.
-(* case 5.1: pr0_refl *)
- IH0c; IH0Bc; IH0Bc.
- EApply ty0_bind; XEAuto.
-(* case 5.2: pr0_cont *)
- IH0; IH0B; Ty0Correct; IH3B; Ty0Correct.
- EApply ty0_conv; [ EApply ty0_bind | EApply ty0_bind | Idtac ]; XEAuto.
-(* case 5.3: pr0_delta *)
- Rewrite <- H8 in H1; Rewrite <- H8 in H2;
- Rewrite <- H8 in H3; Rewrite <- H8 in H4; Clear H8 b.
- IH0; IH0B; Ty0Correct; IH3B; Ty0Correct.
- EApply ty0_conv; [ EApply ty0_bind | EApply ty0_bind | Idtac ]; XEAuto.
-(* case 5.4: pr0_zeta *)
- Rewrite <- H11 in H1; Rewrite <- H11 in H2; Clear H8 H9 H10 H11 b0 t2 t7 u0.
- IH0; IH1BLc; Move H3 after H8; IH0Bc; Ty0Correct; Move H8 after H4; Clear H H0 H1 H3 H6 c c1 t t1;
- NewInduction b.
-(* case 5.4.1: Abbr *)
- Ty0GenContext; Subst1Gen; LiftGen; Rewrite H in H1; Clear H x0.
- EApply ty0_conv;
- [ EApply ty0_bind; XEAuto | XEAuto
- | EApply pc3_pr3_x;
- EApply (pr3_t (TTail (Bind Abbr) u (lift (1) (0) x1))); XEAuto ].
-(* case 5.4.2: Abst *)
- EqFalse.
-(* case 5.4.3: Void *)
- Ty0GenContext; Rewrite H0; Rewrite H0 in H2; Clear H0 t3.
- LiftGen; Rewrite <- H in H1; Clear H x0.
- EApply ty0_conv; [ EApply ty0_bind; XEAuto | XEAuto | XAuto ].
-(* case 6: ty0_appl *)
- Intros; Inversion H5; Clear H5.
-(* case 6.1: pr0_refl *)
- IH0c; IH0c; EApply ty0_appl; XEAuto.
-(* case 6.2: pr0_cont *)
- Clear H6 H7 H8 H9 c1 k t t1 t2 t3 u1.
- IH0; Ty0Correct; Ty0GenBase; IH1c; IH0; IH1c.
- EApply ty0_conv;
- [ EApply ty0_appl; [ XEAuto | EApply ty0_bind; XEAuto ]
- | EApply ty0_appl; XEAuto
- | XEAuto ].
-(* case 6.3: pr0_beta *)
- Rewrite <- H7 in H1; Rewrite <- H7 in H2; Clear H6 H7 H9 c1 t t1 t2 v v1.
- IH1T; IH0c; Ty0Correct; Ty0GenBase; IH0; IH1c.
- Move H5 after H13; Ty0GenBase; Pc3Gen; Repeat CSub0Ty0.
- EApply ty0_conv;
- [ Apply ty0_appl; [ Idtac | EApply ty0_bind ]
- | EApply ty0_bind
- | Apply (pc3_t (TTail (Bind Abbr) v2 t0))
- ]; XEAuto.
-(* case 6.4: pr0_delta *)
- Rewrite <- H7 in H1; Rewrite <- H7 in H2; Clear H6 H7 H11 c1 t t1 t2 v v1.
- IH1T2c; Clear H1; Ty0Correct; NonLinear; Ty0GenBase; IH1; IH0c.
- Move H5 after H1; Ty0GenBase; Pc3Gen; Rewrite lift_bind in H0.
- Move H1 after H0; Ty0Lift b u2; Rewrite lift_bind in H17.
- Ty0GenBase.
- EApply ty0_conv;
- [ Apply ty0_appl; [ Idtac | EApply ty0_bind ]; XEAuto
- | EApply ty0_bind;
- [ Idtac
- | EApply ty0_appl; [ EApply ty0_lift | EApply ty0_conv ]
- | EApply ty0_appl; [ EApply ty0_lift | EApply ty0_bind ]
- ]; XEAuto
- | Idtac ].
- Rewrite <- lift_bind; Apply pc3_pc1;
- Apply (pc1_pr0_u2 (TTail (Flat Appl) v2 (TTail (Bind b) u2 (lift (1) (0) (TTail (Bind Abst) u t0))))); XAuto.
-(* case 7: ty0_cast *)
- Intros; Inversion H5; Clear H5.
-(* case 7.1: pr0_refl *)
- IH0c; IH0c; EApply ty0_cast; XEAuto.
-(* case 7.2: pr0_cont *)
- Clear H6 H7 H8 H9 c1 k u1 t t1 t4 t5.
- IH0; IH1c; IH1c.
- EApply ty0_conv;
- [ XEAuto
- | EApply ty0_cast; [ EApply ty0_conv; XEAuto | XEAuto ]
- | XAuto ].
-(* case 7.3: pr0_epsilon *)
- XAuto.
- Qed.
-
- End ty0_sred_cpr0_pr0.
-
- Section ty0_sred_pr3. (**********************************************)
-
- Theorem ty0_sred_pr1: (c:?; t1,t2:?) (pr1 t1 t2) ->
- (g:?; t:?) (ty0 g c t1 t) ->
- (ty0 g c t2 t).
- Intros until 1; XElim H; Intros.
-(* case 1: pr1_r *)
- XAuto.
-(* case 2: pr1_u *)
- EApply H1; EApply ty0_sred_cpr0_pr0; XEAuto.
- Qed.
-
- Theorem ty0_sred_pr2: (c:?; t1,t2:?) (pr2 c t1 t2) ->
- (g:?; t:?) (ty0 g c t1 t) ->
- (ty0 g c t2 t).
- Intros until 1; XElim H; Intros.
-(* case 1: pr2_free *)
- EApply ty0_sred_cpr0_pr0; XEAuto.
-(* case 2: pr2_u *)
- EApply ty0_subst0; Try EApply ty0_sred_cpr0_pr0; XEAuto.
- Qed.
-
-(*#* #start file *)
-
-(*#* #caption "general case without the reduction in the context" *)
-(*#* #cap #cap c #alpha t1 in T, t2 in T1, t in T2 *)
-
- Theorem ty0_sred_pr3: (c:?; t1,t2:?) (pr3 c t1 t2) ->
- (g:?; t:?) (ty0 g c t1 t) ->
- (ty0 g c t2 t).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H; Intros.
-(* case 1: pr3_refl *)
- XAuto.
-(* case 2: pr3_sing *)
- EApply H1; EApply ty0_sred_pr2; XEAuto.
- Qed.
-
- End ty0_sred_pr3.
-
- Tactic Definition Ty0SRed :=
- Match Context With
- | [ H1: (pr3 ?1 ?2 ?3); H2: (ty0 ?4 ?1 ?2 ?5) |- ? ] ->
- LApply (ty0_sred_pr3 ?1 ?2 ?3); [ Intros H_x | XAuto ];
- LApply (H_x ?4 ?5); [ Clear H2 H_x; Intros | XAuto ].
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-Require lift_props.
-Require drop_props.
-Require pc3_props.
-Require pc3_gen.
-Require ty0_defs.
-Require ty0_gen.
-Require ty0_props.
-Require ty0_sred.
-
-(*#* #caption "corollaries of subject reduction" #clauses *)
-
-(*#* #stop file *)
-
- Section ty0_gen. (********************************************************)
-
- Tactic Definition IH e :=
- Match Context With
- [ H0: (t:?; d:?) ?1 = (lift ?2 d t) -> ?; H1: ?1 = (lift ?2 ?3 ?4) |- ? ] ->
- LApply (H0 ?4 ?3); [ Clear H0 H1; Intros H0 | XAuto ];
- LApply (H0 e); [ Clear H0; Intros H0 | XEAuto ];
- LApply H0; [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros.
-
-(*#* #start file *)
-
-(*#* #caption "generation lemma for lift" *)
-(*#* #cap #cap t2 #alpha c in C1, e in C2, t1 in T, x in T1, d in i *)
-
- Theorem ty0_gen_lift: (g:?; c:?; t1,x:?; h,d:?)
- (ty0 g c (lift h d t1) x) ->
- (e:?) (wf0 g e) -> (drop h d c e) ->
- (EX t2 | (pc3 c (lift h d t2) x) & (ty0 g e t1 t2)).
-
-(*#* #stop file *)
-
- Intros until 1; InsertEq H '(lift h d t1);
- UnIntro H d; UnIntro H t1; XElim H; Intros;
- Rename x0 into t3; Rename x1 into d0.
-(* case 1: ty0_conv *)
- IH e; XEAuto.
-(* case 2: ty0_sort *)
- LiftGenBase; Rewrite H0; Clear H0 t.
- EApply ex2_intro; [ Rewrite lift_sort; XAuto | XAuto ].
-(* case 3: ty0_abbr *)
- Apply (lt_le_e n d0); Intros.
-(* case 3.1: n < d0 *)
- LiftGenBase; DropS; Rewrite H3; Clear H3 t3.
- Rewrite (le_plus_minus (S n) d0); [ Idtac | XAuto ].
- Rewrite (lt_plus_minus n d0) in H5; [ DropDis; IH x1 | XAuto ].
- EApply ex2_intro;
- [ Rewrite lift_d; [ EApply pc3_lift; XEAuto | XEAuto ]
- | EApply ty0_abbr; XEAuto ].
-(* case 3.2: n >= d0 *)
- Apply (lt_le_e n (plus d0 h)); Intros.
-(* case 3.2.1: n < d0 + h *)
- LiftGenBase.
-(* case 3.2.2: n >= d0 + h *)
- Rewrite (le_plus_minus_sym h n) in H3; [ Idtac | XEAuto ].
- LiftGenBase; DropDis; Rewrite H3; Clear H3 t3.
- EApply ex2_intro; [ Idtac | EApply ty0_abbr; XEAuto ].
- Rewrite lift_free; [ Idtac | XEAuto | XAuto ].
- Rewrite <- plus_n_Sm; Rewrite <- le_plus_minus; XEAuto.
-(* case 4: ty0_abst *)
- Apply (lt_le_e n d0); Intros.
-(* case 4.1: n < d0 *)
- LiftGenBase; Rewrite H3; Clear H3 t3.
- Rewrite (le_plus_minus (S n) d0); [ Idtac | XAuto ].
- Rewrite (lt_plus_minus n d0) in H5; [ DropDis; Rewrite H0; IH x1 | XAuto ].
- EApply ex2_intro; [ Rewrite lift_d | EApply ty0_abst ]; XEAuto.
-(* case 4.2: n >= d0 *)
- Apply (lt_le_e n (plus d0 h)); Intros.
-(* case 4.2.1: n < d0 + h *)
- LiftGenBase.
-(* case 4.2.2: n >= d0 + h *)
- Rewrite (le_plus_minus_sym h n) in H3; [ Idtac | XEAuto ].
- LiftGenBase; DropDis; Rewrite H3; Clear H3 t3.
- EApply ex2_intro; [ Idtac | EApply ty0_abst; XEAuto ].
- Rewrite lift_free; [ Idtac | XEAuto | XAuto ].
- Rewrite <- plus_n_Sm; Rewrite <- le_plus_minus; XEAuto.
-(* case 5: ty0_bind *)
- LiftGenBase; Rewrite H5; Rewrite H8; Rewrite H8 in H2; Clear H5 t3.
- Move H0 after H2; IH e; IH '(CTail e (Bind b) x0); Ty0Correct.
- EApply ex2_intro; [ Rewrite lift_bind; XEAuto | XEAuto ].
-(* case 6: ty0_appl *)
- LiftGenBase; Rewrite H3; Rewrite H6; Clear H3 c t3 x y.
- IH e; IH e; Pc3Gen; Pc3T; Pc3Gen; Pc3T.
- Move H3 after H12; Ty0Correct; Ty0SRed; Ty0GenBase; Wf0Ty0.
- EApply ex2_intro;
- [ Rewrite lift_flat; Apply pc3_thin_dx;
- Rewrite lift_bind; Apply pc3_tail_21; [ EApply pc3_pr3_x | Idtac ]
- | EApply ty0_appl;
- [ EApply ty0_conv
- | EApply ty0_conv; [ EApply ty0_bind | Idtac | Idtac ] ]
- ]; XEAuto.
-(* case 7: ty0_cast *)
- LiftGenBase; Rewrite H3; Rewrite H6; Rewrite H6 in H0.
- IH e; IH e; Pc3Gen; XEAuto.
- Qed.
-
- End ty0_gen.
-
- Tactic Definition Ty0Gen :=
- Match Context With
- | [ H0: (ty0 ?1 ?2 (lift ?3 ?4 ?5) ?6);
- H1: (drop ?3 ?4 ?2 ?7) |- ? ] ->
- LApply (ty0_gen_lift ?1 ?2 ?5 ?6 ?3 ?4); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7); [ Clear H0; Intros H0 | XEAuto ];
- LApply H0; [ Clear H0 H1; Intros H0 | XAuto ];
- XElim H0; Intros
- | [ H0: (ty0 ?1 ?2 (lift ?3 ?4 ?5) ?6);
- _: (wf0 ?1 ?7) |- ? ] ->
- LApply (ty0_gen_lift ?1 ?2 ?5 ?6 ?3 ?4); [ Clear H0; Intros H0 | XAuto ];
- LApply (H0 ?7); [ Clear H0; Intros H0 | XAuto ];
- LApply H0; [ Clear H0; Intros H0 | XAuto ];
- XElim H0; Intros
- | _ -> Ty0GenContext.
-
- Section ty0_sred_props. (*************************************************)
-
-(*#* #start file *)
-
-(*#* #caption "drop preserves well-formedness" *)
-(*#* #cap #alpha c in C1, e in C2, d in i *)
-
- Theorem wf0_drop: (c,e:?; d,h:?) (drop h d c e) ->
- (g:?) (wf0 g c) -> (wf0 g e).
-
-(*#* #stop proof *)
-
- XElim c.
-(* case 1: CSort *)
- Intros; DropGenBase; Rewrite H; XAuto.
-(* case 2: CTail k *)
- Intros c IHc; XElim k; (
- XElim d;
- [ XEAuto
- | Intros d IHd; Intros;
- DropGenBase; Rewrite H; Rewrite H1 in H0; Clear IHd H H1 e t;
- Inversion H0; Clear H3 H4 b0 u ]).
-(* case 2.1: Bind, d > 0 *)
- Ty0Gen; XEAuto.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "type reduction" *)
-(*#* #cap #cap c, t1, t2 #alpha u in T *)
-
- Theorem ty0_tred: (g:?; c:?; u,t1:?) (ty0 g c u t1) ->
- (t2:?) (pr3 c t1 t2) -> (ty0 g c u t2).
-
-(*#* #stop proof *)
-
- Intros; Ty0Correct; Ty0SRed; EApply ty0_conv; XEAuto.
- Qed.
-
-(*#* #start proof *)
-
-(*#* #caption "subject conversion" *)
-(*#* #cap #cap c, u1, u2, t1, t2 *)
-
- Theorem ty0_sconv: (g:?; c:?; u1,t1:?) (ty0 g c u1 t1) ->
- (u2,t2:?) (ty0 g c u2 t2) ->
- (pc3 c u1 u2) -> (pc3 c t1 t2).
-
-(*#* #stop file *)
-
- Intros; Pc3Unfold; Repeat Ty0SRed; XEAuto.
- Qed.
-
-
- End ty0_sred_props.
-
-(*#* #start file *)
-
-(*#* #single *)
+++ /dev/null
-Require drop_props.
-Require csubst0_defs.
-Require fsubst0_defs.
-Require pc3_props.
-Require pc3_subst0.
-Require ty0_defs.
-Require ty0_gen.
-Require ty0_lift.
-Require ty0_props.
-
- Section ty0_fsubst0. (****************************************************)
-
-(*#* #stop macro *)
-
- Tactic Definition IH H0 v1 v2 v3 v4 v5 :=
- LApply (H0 v1 v2 v3 v4); [ Intros H_x | XEAuto ];
- LApply H_x; [ Clear H_x; Intros H_x | XEAuto ];
- LApply (H_x v5); [ Clear H_x; Intros | XEAuto ].
-
- Tactic Definition IHT :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 ?1 ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) ?1 (CTail e (Bind Abbr) u0)) -> ?;
- _: (subst0 ?4 ?5 ?2 ?6);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H ?4 ?5 ?1 ?6 ?9.
-
- Tactic Definition IHTb1 :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (subst0 ?4 ?5 ?10 ?6);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?1 (Bind ?11) ?6) ?2 ?9.
-
- Tactic Definition IHTb2 :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (subst0 (s (Bind ?11) ?4) ?5 ?2 ?6);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?1 (Bind ?11) ?10) ?6 ?9.
-
- Tactic Definition IHC :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 ?1 ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) ?1 (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H ?4 ?5 ?6 ?2 ?9.
-
- Tactic Definition IHCb :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?6 (Bind ?11) ?10) ?2 ?9.
-
- Tactic Definition IHTTb :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (subst0 ?4 ?5 ?10 ?6);
- _: (subst0 (s (Bind ?11) ?4) ?5 ?2 ?7);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?1 (Bind ?11) ?6) ?7 ?9.
-
- Tactic Definition IHCT :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 ?1 ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) ?1 (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (subst0 ?4 ?5 ?2 ?7);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H ?4 ?5 ?6 ?7 ?9.
-
- Tactic Definition IHCTb1 :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (subst0 ?4 ?5 ?10 ?7);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?6 (Bind ?11) ?7) ?2 ?9.
-
- Tactic Definition IHCTb2 :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (subst0 (s (Bind ?11) ?4) ?5 ?2 ?7);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?6 (Bind ?11) ?10) ?7 ?9.
-
- Tactic Definition IHCTTb :=
- Match Context With
- [ H: (i:nat; u0:T; c2:C; t2:T) (fsubst0 i u0 (CTail ?1 (Bind ?11) ?10) ?2 c2 t2) ->
- (wf0 ?3 c2) ->
- (e:C) (drop i (0) (CTail ?1 (Bind ?11) ?10) (CTail e (Bind Abbr) u0)) -> ?;
- _: (csubst0 ?4 ?5 ?1 ?6);
- _: (subst0 ?4 ?5 ?10 ?7);
- _: (subst0 (s (Bind ?11) ?4) ?5 ?2 ?8);
- _: (drop ?4 (0) ?1 (CTail ?9 (Bind Abbr) ?5)) |- ? ] ->
- IH H '(S ?4) ?5 '(CTail ?6 (Bind ?11) ?7) ?8 ?9.
-
-(*#* #start macro *)
-
-(*#* #caption "substitution preserves types" *)
-(*#* #cap #cap c1, c2, e, t1, t2, t #alpha u in V *)
-
-(* NOTE: This breaks the mutual recursion between ty0_subst0 and ty0_csubst0 *)
- Theorem ty0_fsubst0: (g:?; c1:?; t1,t:?) (ty0 g c1 t1 t) ->
- (i:?; u,c2,t2:?) (fsubst0 i u c1 t1 c2 t2) ->
- (wf0 g c2) ->
- (e:?) (drop i (0) c1 (CTail e (Bind Abbr) u)) ->
- (ty0 g c2 t2 t).
-
-(*#* #stop file *)
-
- Intros until 1; XElim H.
-(* case 1: ty0_conv *)
- Intros until 6; XElim H4; Intros.
-(* case 1.1: fsubst0_snd *)
- IHT; EApply ty0_conv; XEAuto.
-(* case 1.2: fsubst0_fst *)
- IHC; EApply ty0_conv; Try EApply pc3_fsubst0; XEAuto.
-(* case 1.3: fsubst0_both *)
- IHCT; IHCT; EApply ty0_conv; Try EApply pc3_fsubst0; XEAuto.
-(* case 2: ty0_sort *)
- Intros until 2; XElim H0; Intros.
-(* case 2.1: fsubst0_snd *)
- Subst0GenBase.
-(* case 2.2: fsubst0_fst *)
- XAuto.
-(* case 2.3: fsubst0_both *)
- Subst0GenBase.
-(* case 3: ty0_abbr *)
- Intros until 5; XElim H3; Intros; Clear c1 c2 t t1 t2.
-(* case 3.1: fsubst0_snd *)
- Subst0GenBase; Rewrite H6; Rewrite <- H3 in H5; Clear H3 H6 i t3.
- DropDis; Inversion H5; Rewrite <- H6 in H0; Rewrite H7 in H1; XEAuto.
-(* case 3.2: fsubst0_fst *)
- Apply (lt_le_e n i); Intros; CSubst0Drop.
-(* case 3.2.1: n < i, none *)
- EApply ty0_abbr; XEAuto.
-(* case 3.2.2: n < i, csubst0_snd *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H10 in H7; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H8;
- Clear H0 H10 H11 H12 x0 x1 x2.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase | XAuto ].
- IHT; EApply ty0_abbr; XEAuto.
-(* case 3.2.3: n < i, csubst0_fst *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H10 in H8; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H7;
- Clear H0 H10 H11 H12 x0 x1 x3.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase; CSubst0Drop | XAuto ].
- IHC; EApply ty0_abbr; XEAuto.
-(* case 3.2.4: n < i, csubst0_both *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H11 in H9; Rewrite <- H12 in H7; Rewrite <- H12 in H8; Rewrite <- H12 in H9; Rewrite <- H13 in H8;
- Clear H0 H11 H12 H13 x0 x1 x3.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase; CSubst0Drop | XAuto ].
- IHCT; EApply ty0_abbr; XEAuto.
-(* case 3.2.5: n >= i *)
- EApply ty0_abbr; XEAuto.
-(* case 3.3: fsubst0_both *)
- Subst0GenBase; Rewrite H7; Rewrite <- H3 in H4; Rewrite <- H3 in H6; Clear H3 H7 i t3.
- DropDis; Inversion H6; Rewrite <- H7 in H0; Rewrite H8 in H1.
- CSubst0Drop; XEAuto.
-(* case 4: ty0_abst *)
- Intros until 5; XElim H3; Intros; Clear c1 c2 t t1 t2.
-(* case 4.1: fsubst0_snd *)
- Subst0GenBase; Rewrite H3 in H0; DropDis; Inversion H0.
-(* case 4.2: fsubst0_fst *)
- Apply (lt_le_e n i); Intros; CSubst0Drop.
-(* case 4.2.1: n < i, none *)
- EApply ty0_abst; XEAuto.
-(* case 4.2.2: n < i, csubst0_snd *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H10 in H7; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H8; Rewrite <- H12;
- Clear H0 H10 H11 H12 x0 x1 x2.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase | XAuto ].
- IHT; EApply ty0_conv;
- [ EApply ty0_lift | EApply ty0_abst | EApply pc3_lift ]; XEAuto.
-(* case 4.2.3: n < i, csubst0_fst *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H10 in H8; Rewrite <- H11 in H7; Rewrite <- H11 in H8; Rewrite <- H12 in H7; Rewrite <- H12;
- Clear H0 H10 H11 H12 x0 x1 x3.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase; CSubst0Drop | XAuto ].
- IHC; EApply ty0_abst; XEAuto.
-(* case 4.2.4: n < i, csubst0_both *)
- Inversion H0; CSubst0Drop.
- Rewrite <- H11 in H9; Rewrite <- H12 in H7; Rewrite <- H12 in H8; Rewrite <- H12 in H9; Rewrite <- H13 in H8; Rewrite <- H13;
- Clear H0 H11 H12 H13 x0 x1 x3.
- DropDis; Rewrite minus_x_Sy in H0; [ DropGenBase; CSubst0Drop | XAuto ].
- IHCT; IHC; EApply ty0_conv;
- [ EApply ty0_lift | EApply ty0_abst
- | EApply pc3_lift; Try EApply pc3_fsubst0; Try Apply H0
- ]; XEAuto.
-(* case 4.2.4: n >= i *)
- EApply ty0_abst; XEAuto.
-(* case 4.3: fsubst0_both *)
- Subst0GenBase; Rewrite H3 in H0; DropDis; Inversion H0.
-(* case 5: ty0_bind *)
- Intros until 7; XElim H5; Intros; Clear H4.
-(* case 5.1: fsubst0_snd *)
- Subst0GenBase; Rewrite H4; Clear H4 t6.
-(* case 5.1.1: subst0 on left argument *)
- Ty0Correct; IHT; IHTb1; Ty0Correct.
- EApply ty0_conv;
- [ EApply ty0_bind | EApply ty0_bind | EApply pc3_fsubst0 ]; XEAuto.
-(* case 5.1.2: subst0 on right argument *)
- IHTb2; Ty0Correct; EApply ty0_bind; XEAuto.
-(* case 5.1.3: subst0 on both arguments *)
- Ty0Correct; IHT; IHTb1; IHTTb; Ty0Correct.
- EApply ty0_conv;
- [ EApply ty0_bind | EApply ty0_bind | EApply pc3_fsubst0 ]; XEAuto.
-(* case 5.2: fsubst0_fst *)
- IHC; IHCb; Ty0Correct; EApply ty0_bind; XEAuto.
-(* case 5.3: fsubst0_both *)
- Subst0GenBase; Rewrite H4; Clear H4 t6.
-(* case 5.3.1: subst0 on left argument *)
- IHC; IHCb; Ty0Correct; Ty0Correct; IHCT; IHCTb1; Ty0Correct.
- EApply ty0_conv;
- [ EApply ty0_bind | EApply ty0_bind
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
-(* case 5.3.2: subst0 on right argument *)
- IHC; IHCTb2; Ty0Correct; EApply ty0_bind; XEAuto.
-(* case 5.3.3: subst0 on both arguments *)
- IHC; IHCb; Ty0Correct; Ty0Correct; IHCT; IHCTTb; Ty0Correct.
- EApply ty0_conv;
- [ EApply ty0_bind | EApply ty0_bind
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
-(* case 6: ty0_appl *)
- Intros until 5; XElim H3; Intros.
-(* case 6.1: fsubst0_snd *)
- Subst0GenBase; Rewrite H3; Clear H3 c1 c2 t t1 t2 t3.
-(* case 6.1.1: subst0 on left argument *)
- Ty0Correct; Ty0GenBase; IHT; Ty0Correct.
- EApply ty0_conv;
- [ EApply ty0_appl | EApply ty0_appl | EApply pc3_fsubst0 ]; XEAuto.
-(* case 6.1.2: subst0 on right argument *)
- IHT; EApply ty0_appl; XEAuto.
-(* case 6.1.3: subst0 on both arguments *)
- Ty0Correct; Ty0GenBase; Move H after H10; Ty0Correct; IHT; Clear H2; IHT.
- EApply ty0_conv;
- [ EApply ty0_appl | EApply ty0_appl | EApply pc3_fsubst0 ]; XEAuto.
-(* case 6.2: fsubst0_fst *)
- IHC; Clear H2; IHC; EApply ty0_appl; XEAuto.
-(* case 6.3: fsubst0_both *)
- Subst0GenBase; Rewrite H3; Clear H3 c1 c2 t t1 t2 t3.
-(* case 6.3.1: subst0 on left argument *)
- IHC; Ty0Correct; Ty0GenBase; Clear H2; IHC; IHCT.
- EApply ty0_conv;
- [ EApply ty0_appl | EApply ty0_appl
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
-(* case 6.3.2: subst0 on right argument *)
- IHCT; Clear H2; IHC; EApply ty0_appl; XEAuto.
-(* case 6.3.3: subst0 on both arguments *)
- IHC; Ty0Correct; Ty0GenBase; IHCT; Clear H2; IHC; Ty0Correct; IHCT.
- EApply ty0_conv;
- [ EApply ty0_appl | EApply ty0_appl
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
-(* case 7: ty0_cast *)
- Clear c1 t t1; Intros until 5; XElim H3; Intros; Clear c2 t3.
-(* case 7.1: fsubst0_snd *)
- Subst0GenBase; Rewrite H3; Clear H3 t4.
-(* case 7.1.1: subst0 on left argument *)
- IHT; EApply ty0_conv;
- [ Idtac
- | EApply ty0_cast;
- [ EApply ty0_conv; [ Idtac | Idtac | Apply pc3_s; EApply pc3_fsubst0 ]
- | Idtac ]
- | EApply pc3_fsubst0 ]; XEAuto.
-(* case 7.1.2: subst0 on right argument *)
- IHT; EApply ty0_cast; XEAuto.
-(* case 7.1.3: subst0 on both arguments *)
- IHT; Clear H2; IHT.
- EApply ty0_conv;
- [ Idtac
- | EApply ty0_cast;
- [ EApply ty0_conv; [ Idtac | Idtac | Apply pc3_s; EApply pc3_fsubst0 ]
- | Idtac ]
- | EApply pc3_fsubst0 ]; XEAuto.
-(* case 7.2: fsubst0_fst *)
- IHC; Clear H2; IHC; EApply ty0_cast; XEAuto.
-(* case 6.3: fsubst0_both *)
- Subst0GenBase; Rewrite H3; Clear H3 t4.
-(* case 7.3.1: subst0 on left argument *)
- IHC; IHCT; Clear H2; IHC.
- EApply ty0_conv;
- [ Idtac
- | EApply ty0_cast;
- [ EApply ty0_conv; [ Idtac | Idtac | Apply pc3_s; EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]
- | Idtac ]
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
-(* case 7.3.2: subst0 on right argument *)
- IHCT; IHC; EApply ty0_cast; XEAuto.
-(* case 7.3.3: subst0 on both arguments *)
- IHC; IHCT; Clear H2; IHCT.
- EApply ty0_conv;
- [ Idtac
- | EApply ty0_cast;
- [ EApply ty0_conv; [ Idtac | Idtac | Apply pc3_s; EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]
- | Idtac ]
- | EApply pc3_fsubst0; [ Idtac | Idtac | XEAuto ] ]; XEAuto.
- Qed.
-
- Theorem ty0_csubst0: (g:?; c1:?; t1,t2:?) (ty0 g c1 t1 t2) ->
- (e:?; u:?; i:?) (drop i (0) c1 (CTail e (Bind Abbr) u)) ->
- (c2:?) (wf0 g c2) -> (csubst0 i u c1 c2) ->
- (ty0 g c2 t1 t2).
- Intros; EApply ty0_fsubst0; XEAuto.
- Qed.
-
- Theorem ty0_subst0: (g:?; c:?; t1,t:?) (ty0 g c t1 t) ->
- (e:?; u:?; i:?) (drop i (0) c (CTail e (Bind Abbr) u)) ->
- (t2:?) (subst0 i u t1 t2) -> (ty0 g c t2 t).
- Intros; EApply ty0_fsubst0; XEAuto.
- Qed.
-
- End ty0_fsubst0.
-
- Hints Resolve ty0_subst0 : ltlc.
+++ /dev/null
-Toolbox.vo: Toolbox.v st_base.vo st_logic.vo st_nat.vo st_arith.vo Standard.vo xt_fin.vo tbs_base.vo tbs_rel.vo tbs_op.vo tbs_rop.vo tbs_fun.vo tbs_fin.vo
-tbs_fin.vo: tbs_fin.v tbs_fun.vo
-tbs_fun.vo: tbs_fun.v tbs_rop.vo
-tbs_rop.vo: tbs_rop.v tbs_op.vo
-tbs_op.vo: tbs_op.v tbs_rel.vo
-tbs_rel.vo: tbs_rel.v tbs_base.vo
-tbs_base.vo: tbs_base.v xt_fin.vo
-xt_fin.vo: xt_fin.v Standard.vo
-Standard.vo: Standard.v st_base.vo st_logic.vo st_nat.vo st_arith.vo
-st_arith.vo: st_arith.v st_nat.vo
-st_nat.vo: st_nat.v st_logic.vo
-st_logic.vo: st_logic.v st_base.vo
-st_base.vo: st_base.v
+++ /dev/null
-# List of vernac files to compile
-st_base.v
-st_logic.v
-st_nat.v
-st_arith.v
-Standard.v
-xt_fin.v
-tbs_base.v
-tbs_rel.v
-tbs_op.v
-tbs_rop.v
-tbs_fun.v
-tbs_fin.v
-Toolbox.v
+++ /dev/null
-##############################################################################
-## The Calculus of Inductive Constructions ##
-## ##
-## Projet Coq ##
-## ##
-## INRIA ENS-CNRS ##
-## Rocquencourt Lyon ##
-## ##
-## Coq V7 ##
-## ##
-## ##
-##############################################################################
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
-#
-# This Makefile was generated by the command line :
-# coq_makefile -f Make -o Makefile
-#
-
-##########################
-# #
-# Variables definitions. #
-# #
-##########################
-
-CAMLP4LIB=`camlp4 -where`
-COQSRC=-I $(COQTOP)/kernel -I $(COQTOP)/lib \
- -I $(COQTOP)/library -I $(COQTOP)/parsing -I $(COQTOP)/pretyping \
- -I $(COQTOP)/proofs -I $(COQTOP)/syntax -I $(COQTOP)/tactics \
- -I $(COQTOP)/toplevel -I $(CAMLP4LIB)
-ZFLAGS=$(OCAMLLIBS) $(COQSRC)
-OPT=
-COQFLAGS=-q $(OPT) $(COQLIBS)
-COQC=$(COQBIN)coqc
-GALLINA=gallina
-COQWEB=coqweb
-CAMLC=ocamlc -c
-CAMLOPTC=ocamlopt -c
-CAMLLINK=ocamlc
-CAMLOPTLINK=ocamlopt
-COQDEP=$(COQBIN)coqdep -c
-COQVO2XML=coq_vo2xml
-
-#########################
-# #
-# Libraries definition. #
-# #
-#########################
-
-OCAMLLIBS=-I .
-COQLIBS=-I .
-
-###################################
-# #
-# Definition of the "all" target. #
-# #
-###################################
-
-VFILES=st_base.v\
- st_logic.v\
- st_nat.v\
- st_arith.v\
- Standard.v\
- xt_fin.v\
- tbs_base.v\
- tbs_rel.v\
- tbs_op.v\
- tbs_rop.v\
- tbs_fun.v\
- tbs_fin.v\
- Toolbox.v
-VOFILES=$(VFILES:.v=.vo)
-VIFILES=$(VFILES:.v=.vi)
-GFILES=$(VFILES:.v=.g)
-HTMLFILES=$(VFILES:.v=.html)
-GHTMLFILES=$(VFILES:.v=.g.html)
-
-all: st_base.vo\
- st_logic.vo\
- st_nat.vo\
- st_arith.vo\
- Standard.vo\
- xt_fin.vo\
- tbs_base.vo\
- tbs_rel.vo\
- tbs_op.vo\
- tbs_rop.vo\
- tbs_fun.vo\
- tbs_fin.vo\
- Toolbox.vo
-
-spec: $(VIFILES)
-
-gallina: $(GFILES)
-
-html: $(HTMLFILES)
-
-gallinahtml: $(GHTMLFILES)
-
-all.ps: $(VFILES)
- $(COQWEB) -ps -o $@ `$(COQDEP) -sort -suffix .v $(VFILES)`
-
-all-gal.ps: $(GFILES)
- $(COQWEB) -ps -o $@ `$(COQDEP) -sort -suffix .g $(VFILES)`
-
-xml:: .xml_time_stamp
-.xml_time_stamp: st_base.vo\
- st_logic.vo\
- st_nat.vo\
- st_arith.vo\
- Standard.vo\
- xt_fin.vo\
- tbs_base.vo\
- tbs_rel.vo\
- tbs_op.vo\
- tbs_rop.vo\
- tbs_fun.vo\
- tbs_fin.vo\
- Toolbox.vo
- $(COQVO2XML) $(COQFLAGS) $(?:%.o=%)
- touch .xml_time_stamp
-
-####################
-# #
-# Special targets. #
-# #
-####################
-
-.PHONY: all opt byte archclean clean install depend xml
-
-.SUFFIXES: .v .vo .vi .g .html .tex .g.tex .g.html
-
-.v.vo:
- $(COQC) $(COQDEBUG) $(COQFLAGS) $*
-
-.v.vi:
- $(COQC) -i $(COQDEBUG) $(COQFLAGS) $*
-
-.v.g:
- $(GALLINA) $<
-
-.v.tex:
- $(COQWEB) $< -o $@
-
-.v.html:
- $(COQWEB) -html $< -o $@
-
-.g.g.tex:
- $(COQWEB) $< -o $@
-
-.g.g.html:
- $(COQWEB) -html $< -o $@
-
-byte:
- $(MAKE) all "OPT="
-
-opt:
- $(MAKE) all "OPT=-opt"
-
-include .depend
-
-depend:
- rm .depend
- $(COQDEP) -i $(COQLIBS) *.v *.ml *.mli >.depend
- $(COQDEP) $(COQLIBS) -suffix .html *.v >>.depend
-
-xml::
-
-install:
- mkdir -p `$(COQC) -where`/user-contrib
- cp -f *.vo `$(COQC) -where`/user-contrib
-
-Makefile: Make
- mv -f Makefile Makefile.bak
- $(COQBIN)coq_makefile -f Make -o Makefile
-
-clean:
- rm -f *.cmo *.cmi *.cmx *.o *.vo *.vi *.g *~
- rm -f all.ps all-gal.ps $(HTMLFILES) $(GHTMLFILES)
-
-archclean:
- rm -f *.cmx *.o
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
+++ /dev/null
-
- Contribution Padova/SUBSETS
- ============================
-
-This directory contains a formalization in Coq of the content of this paper
-describing a theory of subsets on a intuitionistic a predicative foundation:
-
-G.Sambin, S.Valentini:
-Building up a toolbox for Martin-Lof's type theory: subset theory.
-In Proc. of Twenty-five years of constructive type theory,
-Oxford U.P. (1998) pp. 221-244.
-
-Author & Date: Ferruccio Guidi
- Department of Computer Science, University of Bologna
- March 2005
-E-mail : fguidi@cs.unibo.it
-WWW : http://www.cs.unibo.it/~fguidi
-
-Installation procedure:
------------------------
-
- To get this contribution compiled, type
-
- make
-
- or
-
- make opt
-
- The main modules produced by the compilation are:
-
- Toolbox provides the theory of subsets and its prerequisites
-
- Base provides just the prerequisites
-
-Description:
-------------
-
-Further information on this contribution:
------------------------------------------
-
- The latest version of this development is maintained in the CVS repository
- of the HELM project <helm.cs.unibo.it> and can be downloaded at:
-
- www.cs.unibo.it/cgi-bin/viewcvs.cgi/helm/coq-contribs/SUBSETS.tgz
+++ /dev/null
-Require Export st_base.
-Require Export st_logic.
-Require Export st_nat.
-Require Export st_arith.
-
+++ /dev/null
-Require Export st_base.
-Require Export st_logic.
-Require Export st_nat.
-Require Export st_arith.
-Require Export Standard.
-Require Export xt_fin.
-Require Export tbs_base.
-Require Export tbs_rel.
-Require Export tbs_op.
-Require Export tbs_rop.
-Require Export tbs_fun.
-Require Export tbs_fin.
+++ /dev/null
-Name: toolbox
-Title: A theory of subsets on an intuitionistic and predicative foundation
-Author: Ferruccio Guidi
-Email: fguidi@cs.unibo.it
-Homepage: http://www.cs.unibo.it/~fguidi
-Institution: Department of Computer Science, University of Bologna
-Address: Mura Anteo Zamboni 7, 40127 Bologna, ITALY
-Date: March 31, 2005
-Description:
-Url:
-Keywords: subsets, toolbox
-Version: 7.3.1
-Require:
+++ /dev/null
-Require Export st_nat.
-
-Section Arith_Functions.
-
- Section head_tail_append.
-
- Variable S:Set.
-(*
-Definition hd: (List S) -> (List S) := (listrec S [_](List S) (empty ?) [_;_](fr ? (empty ?))).
-*)
- Definition hde: S -> (List S) -> S := [a](listrec S [_]S a [_;_;a]a).
-
- Definition tl: (List S) -> (List S) := (listrec S [_](List S) (empty ?) [v;_;_]v).
-
- Definition app: (List S) -> (List S) -> (List S) := [v](listrec S [_](List S) v [_;p;a](fr S p a)).
-
- Definition app_three: (List S) -> (List S) -> (List S) -> (List S) := [v,w](app (app v w)).
-(*
-Definition bs_app: (ListS S) -> N -> (List S) := (bs_iter (List S) (empty S) app).
-
-Definition rbs_app: (ListS S)->N->(List S) := (rbs_iter (List S) (empty S) app).
-*)
- Definition LIn: S -> (List S) -> Set := [a;l](LEx (List S) [v](LEx (List S) [w](Id (List S) (app (fr S v a) w) l))).
-
- End head_tail_append.
-
- Section slicing.
-
- Variable S:Set; n:N; v:(List S).
-
- Definition lskip: N -> (List S) -> (List S) := (natrec [_](List S)->(List S) [w]w [_;p;w](p (tl ? w))).
-(*
-Definition lfirst: N -> (List S) -> (List S) := (natrec [_](List S)->(List S) [_](empty S) [_;p;w](app ? (p (tl ? w)) (hd ? w))).
-
-Definition lslice: N -> N -> (List S) -> (List S) := [m;n;v](lfirst n (lskip m v)).
-
-Definition lix: N -> (List S) -> (List S) := [n;v](hd S (lskip n v)).
-
-Definition lixe: S -> N -> (List S) -> S := [a;n;v](hde S a (lskip n v)).
-
-Definition llen: (List S) -> N := (listrec S [_]N zero [_;p;_](succ p)).
-*)
- End slicing.
-
- Section arithmetic.
-
- Definition pred: N -> N := (tl One).
-
- Definition add: N -> N -> N := (app One).
-
- Definition add_three: N -> N -> N -> N := (app_three One).
-(*
-Definition bs_add: NS -> N -> N := (bs_app One).
-
-Definition rbs_add:NS->N->N := (rbs_app One).
-*)
- Definition sub: N -> N -> N := [m;n](lskip One n m).
-(*
-Definition sub_t: N -> N -> N -> N := [m,n](sub (sub m n)).
-
-Definition absv: N -> N -> N := [m;n](plus (minus m n) (minus n m)).
-*)
- End arithmetic.
-
-End Arith_Functions.
-
-Section Arith_Hints.
-
- Section arith_fold.
-(*
-Theorem bs_app_fold: (n:N; S:Set; ls:(ListS S); P:(List S)->Set) (P (bs_app S ls n)) -> (P (bs_iter (List S) (empty S) (app S) ls n)).
-Intros.
-Assumption.
-Qed.
-*)
- Theorem pred_fold: (n:N; P:N->Set) (P (pred n)) -> (P (tl One n)).
- Intros.
- Assumption.
- Qed.
-(*
-Theorem add_fold: (m,n:N; P:N->Set) (P (add m n)) -> (P (app One m n)).
-Intros.
-Apply (id_repl N (app One m n) (add m n)).
-Apply id_r.
-Assumption.
-Qed.
-
-Theorem bs_add_fold: (n:N; ns:NS; P:N->Set) (P (bs_add ns n)) -> (P (bs_app One ns n)).
-Intros.
-Assumption.
-Qed.
-*)
- End arith_fold.
-
-End Arith_Hints.
-
-Section Arith_Results.
-
- Section head_tail_results.
-
- Theorem fr_ini1: (S:Set; a,b:S; v,w:(List S)) (Id (List S) (fr S v a) (fr S w b)) -> (Id (List S) v w).
- Intros.
- MApply '(id_repl (List S) v (tl S (fr S v a))).
- MApply '(id_repl (List S) w (tl S (fr S w b))).
- MApply '(id_comp (List S)).
- Qed.
-
- Theorem fr_ini2: (S:Set; v,w:(List S); a,b:S) (Id (List S) (fr S v a) (fr S w b)) -> (Id S a b).
- Intros.
- MApply '(id_repl S a (hde S a (fr S v a))).
- MApply '(id_repl S b (hde S a (fr S w b))).
- MApply '(id_comp (List S)).
- Qed.
-(*
-Theorem hd_hde_id: (S:Set; a:S; v:(List S)) (GT (llen S v) zero) -> (Id (List S) (hd S v) (fr S (empty S) (hde S a v))).
-Intros S a v.
-MElim 'v 'listrec.
-MApply '(gt_false zero).
-Qed.
-
-Theorem tl_len: (S:Set; v:(List S)) (Id N (llen S (tl S v)) (pred (llen S v))).
-Intros.
-MElim 'v 'listrec.
-Qed.
-*)
- Theorem app_empty: (S:Set; v:(List S)) (Id (List S) (app S (empty S) v) v).
- Intros.
- MElim 'v 'listrec.
- MApply '(id_comp (List S) (List S) [v:?](fr S v s)).
- Qed.
-(*
-Theorem app_ass: (S:Set; u,v,w:(List S)) (Id (List S) (app S (app S u v) w) (app S u (app S v w))).
-Intros.
-MElim 'w 'listrec.
-MApply '(id_comp (List S) (List S) [v:?](fr S v y)).
-Qed.
-*)
- Theorem lin_i: (S:Set; v,w,l:(List S); a:S) (Id (List S) (app S (fr S v a) w) l) -> (LIn S a l).
- Intros.
- Unfold LIn.
- MApply '(lex_i (List S) v).
- MApply '(lex_i (List S) w).
- Qed.
-
- Theorem lin_e: (S:Set; a:S; l:(List S); P:Set) (LIn S a l) -> ((v,w:(List S)) (Id (List S) (app S (fr S v a) w) l) -> P) -> P.
- Intros.
- MElim 'H 'lex_e.
- MElim 'y 'lex_e.
- MApply '(H0 a0 a1).
- Qed.
-
- Theorem lin_fr_i: (S:Set; a,b:S; l:(List S)) (LOr (LIn S a l) (Id S a b)) -> (LIn S a (fr S l b)).
- Intros.
- MElim 'H '(when (LIn S a l) (Id S a b)).
- MApply '(lin_e S a l).
- MApply '(id_repl (List S) l (app S (fr S v a) w)).
- MApply '(lin_i S v (fr S w b)).
- MApply '(id_repl S b a).
- MApply '(lin_i S l (empty S)).
- Qed.
-
- End head_tail_results.
-(*
-Section slicing_results.
-
-Theorem lskip_empty: (S:Set; n:N) (Id (List S) (lskip S n (empty S)) (empty S)).
-Intros.
-MElim 'n 'natrec.
-Qed.
-
-Theorem lskip_tl: (S:Set; n:N; v:(List S)) (Id (List S) (lskip S n (tl S v)) (tl S (lskip S n v))).
-Intros S n.
-MElim 'n 'natrec.
-MElim 'v 'listrec.
-(MApply '(id_repl ? (lskip S n0 (empty S)) (empty S)); MApply 'id_comm).
-MApply 'lskip_empty.
-MApply '(H l).
-Qed.
-
-Theorem lixe_empty: (n:N; S:Set; a:S) (Id S (lixe S a n (empty S)) a).
-Intros.
-MElim 'n 'natrec.
-Qed.
-
-Theorem lixe_app_v: (S:Set; a,b:S; w,v:(List S); n:N) (GT (llen S v) n) -> (Id S (lixe S a n (app S w v)) (lixe S b n v)).
-Intros S a b w v.
-(Elim v using listrec; MSimpl).
-Intros.
-MApply '(gt_false n).
-Intros l H y n.
-MElim 'n 'natrec.
-(Unfold lixe; Simpl).
-Fold (lixe S a n0 (app S w l)) (lixe S b n0 l). (**)
-MApply '(H n0).
-Qed.
-
-Theorem lixe_le: (S:Set; a:S; v:(List S); n:N) (LE (llen S v) n) -> (Id S (lixe S a n v) a).
-Intros S a v.
-(Elim v using listrec; Simpl).
-Intros n.
-MElim 'n 'natrec.
-MApply 'lixe_empty.
-Intros l H y n.
-MElim 'n 'natrec.
-MApply '(le_false (succ (llen S l))).
-(Unfold lixe; Simpl).
-Fold (lixe S a n0 l). (**)
-MApply '(H n0).
-Qed.
-
-Theorem lslice_lix: (S:Set; k:N; v:(List S)) (Id (List S) (lslice S k one v) (lix S k v)).
-Intros.
-Unfold lslice lfirst.
-MSimpl.
-MApply 'app_empty.
-Qed.
-
-End slicing_results.
-*)
- Section arithmetics_results.
-
- Theorem succ_ini: (m,n:N) (Id N (succ m) (succ n)) -> (Id N m n).
- Intros.
- MApply '(fr_ini1 One tt tt).
- Qed.
-
- Theorem sub_succ: (m,n:N) (LE m n) ->
- (Id N (sub (succ n) m) (succ (sub n m))).
- Intros m.
- Elim m using natrec.
- Intros.
- MSimpl.
- Intros m' H n.
- MElim 'n 'natrec.
- MApply '(le_false m').
- MApply '(H n0).
- Qed.
-(*
-Theorem succ_pred: (n:N) (GT n zero) -> (Id N (succ (pred n)) n).
-Intros n.
-MElim 'n 'natrec.
-MApply '(gt_false zero).
-Qed.
-*)
- Theorem add_zero: (n:N) (Id N (add zero n) n).
- Intros.
- Unfold N add zero.
- MApply 'app_empty.
- Qed.
-(*
-Theorem add_ass: (l,m,n:N) (Id N (add (add l m) n) (add l (add m n))).
-Intros.
-Unfold N add.
-MApply 'app_ass.
-Qed.
-*)
- Theorem add_succ: (m,n:N) (Id N (add (succ m) n) (succ (add m n))).
- Intros.
- (MElim 'n 'natrec; Apply succ_fold). (**)
- MApply '(id_comp N).
- Qed.
-
- Theorem add_comm: (m,n:N) (Id N (add m n) (add n m)).
- Intros m.
- MElim 'm 'natrec.
- MApply 'add_zero.
- MApply '(id_trans ? (succ (add n n0))).
- MApply 'add_succ.
- Apply succ_fold. (**)
- MApply '(id_comp N).
- MApply '(H n0).
- Qed.
-(*
-Theorem add_pred: (n,m:N) (GT n zero) -> (Id N (succ (add (pred n) m)) (add n m)).
-Intros n m.
-MElim 'm 'natrec.
-MApply 'succ_pred.
-(Apply succ_fold; Apply succ_fold). (**)
-MApply '(id_comp N).
-MApply 'H.
-Qed.
-*)
- Theorem le_comp_pred: (m,n:N) (LE m n) -> (LE (pred m) (pred n)).
- Intros m.
- Elim m using natrec.
- Intros.
- MApply 'le_wf.
- Intros m' H n.
- MElim 'n 'natrec.
- MApply '(le_false m').
- Qed.
-
- Theorem le_add: (m,n:N) (LE m (add m n)).
- Intros.
- MElim 'n 'natrec.
- MApply 'le_r.
- MApply '(le_trans (add m n0)).
- Apply succ_fold. (**)
- MApply 'le_succ.
- Qed.
-
- Theorem le_comp_add: (m1,m2,n:N) (LE m1 m2) -> (LE (add m1 n) (add m2 n)).
- Intros m1 m2 n.
- MElim 'n 'natrec.
- (Apply succ_fold; Apply succ_fold). (**)
- MApply 'le_comp_succ.
- MApply 'H.
- Qed.
-
- Theorem le_comp_add2: (m,n1,n2:N) (LE n1 n2) -> (LE (add m n1) (add m n2)).
- Intros.
- MApply '(id_repl N (add m n1) (add n1 m)).
- MApply 'add_comm.
- MApply '(id_repl N (add m n2) (add n2 m)).
- MApply 'add_comm.
- MApply 'le_comp_add.
- Qed.
-
- Theorem gt_comp_add2: (m,n1,n2:N) (GT n1 n2) -> (GT (add m n1) (add m n2)).
- Intros.
- MApply 'le_gt.
- MApply '(id_repl N (succ (add m n2)) (add m (succ n2))).
- MApply 'le_comp_add2.
- MApply 'gt_le.
- Qed.
-
- Theorem le_comp_sub: (n,m1,m2:N) (LE m1 m2) -> (LE (sub m1 n) (sub m2 n)).
- Intros n.
- MElim 'n 'natrec.
- MApply '(H (pred m1) (pred m2)).
- MApply 'le_comp_pred.
- Qed.
-
- Theorem gt_comp_sub: (m1,m2,n:N) (LE n m2) -> (GT m1 m2) -> (GT (sub m1 n) (sub m2 n)).
- Intros.
- MApply 'le_gt.
- MApply '(id_repl N (succ (sub m2 n)) (sub (succ m2) n)).
- MApply 'sub_succ.
- MApply 'le_comp_sub.
- MApply gt_le.
- Qed.
-(*
-Theorem le_zero_add: (m,n:N) (LE (add n m) zero) -> (Id N n zero).
-Intros.
-MApply 'le_zero.
-MApply '(le_trans (add n m)).
-MApply 'le_add.
-Qed.
-
-Theorem sub_pred_l: (n,m:N) (Id N (sub (pred m) n) (pred (sub m n))).
-Intros.
-Unfold N sub pred.
-MApply 'lskip_tl.
-Qed.
-*)
- Theorem sub_zero: (n,m:N) (LE m n) -> (Id N (sub m n) zero).
- Intros n.
- Elim n using natrec.
- Intros.
- MSimpl.
- MApply 'le_zero.
- Intros n' H m.
- Elim m using natrec.
- Intros.
- MSimpl.
- MApply '(H zero).
- Intros m' H1 H2.
- MSimpl.
- MApply '(H m').
- Qed.
-
- Theorem succ_pred_e: (m,n:N) (Id N m (succ n)) -> (Id N (pred m) n).
- Intros m.
- Elim m using natrec.
- Intros.
- MApply '(n_false n).
- Intros m' H n H2.
- MSimpl.
- MApply 'succ_ini.
- Qed.
-
- Theorem add_sub_e: (n,m2,m1:N) (Id N m1 (add m2 n)) -> (Id N (sub m1 m2) n).
- Intros n.
- Elim n using natrec.
- MSimpl.
- Intros.
- MApply 'sub_zero.
- MApply '(id_repl N m2 m1).
- MApply 'le_r.
- Intros n' H m2.
- Elim m2 using natrec.
- Intros.
- MSimpl.
- MApply '(id_repl N (succ n') (add zero (succ n'))).
- MApply 'add_zero.
- Intros m2' H1 m1 H2.
- MSimpl.
- MApply 'pred_fold. (**)
- MApply '(H1 (pred m1)).
- Simpl in H2.
- Fold (succ (add (succ m2') n')) in H2. (**)
- MApply '(id_repl N (add m2' (succ n')) (add (succ m2') n')).
- MApply '(add_succ m2' n').
- MApply 'succ_pred_e.
- Qed.
-
- Theorem sub_add: (m,n:N) (Id N (sub (add m n) n) m).
- Intros.
- MApply 'add_sub_e.
- MApply 'add_comm.
- Qed.
-
- Theorem gt_add_di: (a,m,n:N) (GT (add m n) a) ->
- (LOr (GT m a) (GT n (sub a m))).
- Intros.
- MApply '(lor_e (LE m a) (GT m a)).
- MCut '(GT n (sub a m)).
- MApply '(id_repl N n (sub (add n m) m)).
- MApply 'sub_add.
- MApply 'gt_comp_sub.
- MApply '(id_repl N (add n m) (add m n)).
- MApply 'add_comm.
- MApply 'in_r.
- MApply 'in_l.
- MApply 'le_di.
- Qed.
-(*
-Theorem app_llen: (S:Set; w,v:(List S)) (Id N (llen S (app S w v)) (add (llen S w) (llen S v))).
-Intros.
-MElim 'v 'listrec.
-Apply succ_fold. (**)
-MApply '(id_comp N).
-Qed.
-
-Theorem bsapp_llen: (S:Set; vs:N->(List S); n:N) (Id N (llen S (bs_app S vs n)) (bs_add [n](llen S (vs n)) n)).
-Intros.
-MElim 'n 'natrec.
-MApply '(id_repl ? (bs_add [n:N](llen S (vs n)) n0) (llen S (bs_app S vs n0))).
-MApply 'app_llen.
-Qed.
-
-Theorem rbsapp_llen: (S:Set; vs:N->(List S); n:N) (Id N (llen S (rbs_app S vs n)) (rbs_add [n](llen S (vs n)) n)).
-Intros.
-Unfold rbs_add rbs_app rbs_iter.
-Apply bs_app_fold.
-Apply bs_app_fold.
-Apply bs_add_fold. (**)
-MApply 'bsapp_llen.
-Qed.
-
-Theorem lskip_llen: (S:Set; v:(List S); n:N) (Id N (llen S (lskip S n v)) (sub (llen S v) n)).
-Intros.
-MElim 'n 'natrec.
-Fold (pred (llen S v)). (**)
-MApply '(id_trans ? (pred (llen S (lskip S n0 v)))).
-MApply '(id_repl ? (lskip S n0 (tl S v)) (tl S (lskip S n0 v))).
-(MApply 'id_comm; MApply 'lskip_tl).
-MApply 'tl_len.
-MApply '(id_trans ? (pred (sub (llen S v) n0))).
-MApply '(id_comp N).
-(MApply 'id_comm; MApply 'sub_pred_l).
-Qed.
-
-Theorem lskip_le: (S:Set; v:(List S); n:N) (LE (llen S v) n) -> (Id N (llen S (lskip S n v)) zero).
-Intros.
-MApply '(id_trans ? (sub (llen S v) n)).
-MApply 'lskip_llen.
-MApply 'sub_zero.
-Qed.
-
-Theorem lslice_succ_r: (S:Set; v:(List S); k,n:N) (Id (List S) (lslice S k (succ n) v) (app S (lslice S (succ k) n v) (lix S k v))).
-Intros.
-(Unfold lslice lix; MSimpl).
-MApply '(id_repl ? (tl S (lskip S k v)) (lskip S k (tl S v))).
-MApply 'lskip_tl.
-Qed.
-
-Theorem lslice_succ_l: (S:Set; v:(List S); n,k:N) (Id (List S) (lslice S k (succ n) v) (app S (lix S (add k n) v) (lslice S k n v))).
-Intros S v n.
-MElim 'n 'natrec.
-MApply 'lslice_lix.
-MApply '(id_repl ? (succ (add k n0)) (add (succ k) n0)).
-MApply 'add_succ.
-MApply '(id_repl ? (lslice S k (succ n0) v) (app S (lslice S (succ k) n0 v) (lix S k v))).
-(MApply 'id_comm; MApply 'lslice_succ_r).
-MApply '(id_repl ? (lslice S k (succ (succ n0)) v) (app S (lslice S (succ k) (succ n0) v) (lix S k v))).
-(MApply 'id_comm; MApply 'lslice_succ_r).
-MApply '(id_trans (List S) (app S (app S (lix S (add (succ k) n0) v) (lslice S (succ k) n0 v)) (lix S k v))).
-MApply '(id_comp (List S) (List S) [u:?](app S u (lix S k v))).
-MApply '(H (succ k)).
-Apply succ_fold. (**)
-MApply '(id_repl N (succ (add k n0)) (add (succ k) n0)).
-MApply 'add_succ.
-MApply 'app_ass.
-Qed.
-
-Theorem lslice_add: (S:Set; v:(List S); k,m,n:N) (Id (List S) (lslice S k (add m n) v) (app S (lslice S (add k m) n v) (lslice S k m v))).
-Intros.
-MElim 'n 'natrec.
-MApply '(id_repl ? (lslice S (add k m) zero v) (empty S)).
-(MApply 'id_comm; MApply 'app_empty).
-MApply '(id_trans ? (app S (lix S (add k (add m n0)) v) (lslice S k (add m n0) v))).
-Apply succ_fold. (**)
-MApply 'lslice_succ_l.
-MApply '(id_repl ? (lslice S (add k m) (succ n0) v) (app S (lix S (add (add k m) n0) v) (lslice S (add k m) n0 v))).
-(MApply 'id_comm; MApply 'lslice_succ_l).
-MApply '(id_trans ? (app S (lix S (add (add k m) n0) v) (app S (lslice S (add k m) n0 v) (lslice S k m v)))).
-MApply '(id_repl ? (add k (add m n0)) (add (add k m) n0)).
-MApply 'add_ass.
-MApply '(id_comp (List S) (List S) [w](app S (lix S (add (add k m) n0) v) w)).
-(MApply 'id_comm; MApply 'app_ass).
-Qed.
-
-Theorem lslice_bsadd: (S:Set; v:(List S); k:N; ms:NS; n:N) (Id (List S) (lslice S k (bs_add ms n) v) (bs_app S [m](lslice S (add k (bs_add ms m)) (ms m) v) n)).
-Intros.
-(MElim 'n 'natrec; Fold (add (ms n0) (bs_add ms n0))).
-MApply '(id_repl ? (bs_app S [m:N](lslice S (add k (bs_add ms m)) (ms m) v) n0) (lslice S k (bs_add ms n0) v)).
-MApply '(id_repl ? (add (ms n0) (bs_add ms n0)) (add (bs_add ms n0) (ms n0))).
-MApply 'add_comm.
-MApply 'lslice_add.
-Qed.
-
-Theorem lslice_rbsadd: (S:Set; v:(List S); k:N; ms:NS; n:N) (Id (List S) (lslice S k (rbs_add ms n) v) (rbs_app S [m](lslice S (add k (bs_add ms m)) (ms m) v) n)).
-Intros.
-Unfold rbs_add rbs_app rbs_iter.
-Apply bs_app_fold.
-Apply bs_app_fold.
-Apply bs_add_fold. (**)
-MApply 'lslice_bsadd.
-Qed.
-*)
-End arithmetics_results.
-
-End Arith_Results.
+++ /dev/null
-Section Base_Definitions.
-
- Section inductive_sets.
-
- Inductive Set Empty := .
-
- Inductive Set List [S:Set] := empty: (List S) | fr: (List S) -> S -> (List S).
-
- Inductive Id [S:Set; a:S]: S -> Set := id_r: (Id S a a).
-
- Inductive Set Pi [S:Set; P:S->Set] := abst: ((a:S) (P a)) -> (Pi S P).
-
- Inductive Set Sigma [S:Set; P:S->Set] := pair: (a:S) (P a) -> (Sigma S P).
-
- Inductive Set Plus [S,T:Set] := in_l : S -> (Plus S T) | in_r : T -> (Plus S T).
-(*
-Inductive SId [A:Set] : Set -> Set := sid_r: (SId A A).
-*)
- End inductive_sets.
-
- Section eliminators.
-
- Definition efq := Empty_rec.
-
- Definition listrec := List_rec.
-
- Definition idrec := Id_rec.
-
- Definition fsplit := Pi_rec.
-
- Definition psplit := Sigma_rec.
-
- Definition when := Plus_rec.
-
- Definition EmptyFam := Empty_rect.
-
- Definition ListFam := List_rect.
-
- Definition IdFam := Id_rect.
-
- Definition PiFam := Pi_rect.
-
- Definition SigmaFam := Sigma_rect.
-
- Definition PlusFam := Plus_rect.
-
- Definition ap: (S:Set; P:S->Set) (Pi S P) -> (a:S) (P a).
- Intros.
- Elim H.
- Intros.
- Apply (p a).
- Defined.
-
- Definition sp: (S:Set; P:S->Set) (Sigma S P) -> S.
- Intros.
- Elim H.
- Intros.
- Assumption.
- Defined.
-
- Definition sq: (S:Set; P:S->Set; p:(Sigma S P)) (P (sp S P p)).
- Intros.
- Elim p.
- Intros.
- Unfold sp.
- Simpl.
- Assumption.
- Defined.
-
- End eliminators.
-
- Section functions.
-
- Definition id: (S:Set) S -> S.
- Intros.
- Assumption.
- Defined.
-
- Definition comp: (R,S,T:Set) (R -> S) -> (S -> T) -> (R -> T).
- Intros.
- Apply H0.
- Apply H.
- Assumption.
- Defined.
-
- End functions.
-
-End Base_Definitions.
-
-Section Base_Results.
-
- Section general_results.
-
- Theorem mcut: (S,T:Set) S -> (S -> T) -> T.
- Intros.
- Apply H0.
- Assumption.
- Qed.
-
- End general_results.
-
- Section ID_results.
-
- Theorem id_repl: (S:Set; a,b:S; P:S->Set) (Id ? b a) -> (P b) -> (P a).
- Intros.
- Elim H.
- Assumption.
- Qed.
-
- Theorem id_comm: (S:Set; a,b:S) (Id ? b a) -> (Id ? a b).
- Intros.
- Apply (id_repl S a b).
- Assumption.
- Apply id_r.
- Qed.
-
- Theorem id_trans: (S:Set; c,a,b:S) (Id S a c) -> (Id S c b) -> (Id S a b).
- Intros.
- Apply (id_repl S b c).
- Assumption.
- Assumption.
- Qed.
-
- Theorem id_comp: (S,T:Set; f:S->T; a,b:S) (Id S a b) -> (Id T (f a) (f b)).
- Intros.
- Apply (id_repl ? b a).
- Assumption.
- Apply id_r.
- Qed.
-
- Axiom id_ext: (S,T:Set; f,g:S->T) ((a:S) (Id T (f a) (g a))) -> (Id S->T f g).
-
- End ID_results.
-(*
-Section SID_results.
-
-Theorem sid_repl: (A,B:Set; P:Set->Set) (SId B A) -> (P B) -> (P A).
-Intros.
-Elim H.
-Assumption.
-Qed.
-
-Theorem sid_comp: (P:Set->Set; A,B:Set) (SId A B) -> (SId (P A) (P B)).
-Intros.
-Apply (sid_repl B A).
-Assumption.
-Apply sid_r.
-Qed.
-
-Axiom sid_ext: (S:Set; P:(S->Set)->Set; Q,R:S->Set) ((a:S) (SId (Q a) (R a))) -> (SId (P Q) (P R)).
-
-End SID_results.
-*)
- Section indipendence.
-
- Axiom list_p4: (S:Set; l:(List S); a:S) (Id (List S) (empty S) (fr S l a)) -> Empty.
-
- Axiom plus_p4: (S:Set; a:S; T:Set; b:T) (Id (Plus S T) (in_l S T a) (in_r S T b)) -> Empty.
-(*
-Axiom id_ctt: (S:Set) (P:(a:S)(Id S a a) -> Set) ((a:S) (P a (id_r S a))) -> (a:S; p:(Id S a a)) (P a p).
-*)
- End indipendence.
-
-End Base_Results.
-
-Tactic Definition MTrivial := Try Apply id_r; (* Try Apply sid_r; *)
-(*|*) Try Assumption; Try Apply id_comm;
- Try Assumption; Try Apply id_comm.
-
-Tactic Definition MFold := Idtac.
-
-Tactic Definition MRed := Idtac.
-
-Tactic Definition MAuto := MTrivial; MFold; MRed.
-
-Tactic Definition MSimpl := Simpl; MAuto.
-
-Tactic Definition MElim v e := Pattern v; Elim v using e; Simpl;
- Intros; MAuto.
-
-Tactic Definition MApply t := Apply t; Intros; MTrivial.
-
-Tactic Definition MCut t := MApply '(mcut t).
-
-Tactic Definition UnIntros T t := Apply (mcut T); Try Assumption; Clear t.
+++ /dev/null
-Require Export st_base.
-
-Section Logic_Sets.
-
- Section logic_aliases.
-(*
-Definition All := Pi.
-*)
- Definition LEx := Sigma.
-
- Definition LBot := Empty.
-
- Definition LOr := Plus.
-
- Definition LImp: Set -> Set -> Set := [S,T](Pi S [_:S]T).
-
- Definition LAnd: Set -> Set -> Set := [S,T](Sigma S [_:S]T).
-
- Definition LNot: Set -> Set := [S](LImp S LBot).
-
- Definition LTop: Set := (LNot LBot).
-
- Definition LIff: Set -> Set -> Set := [S,T](LAnd (LImp S T) (LImp T S)).
-
- Definition limp_i: (S,T:Set) (S -> T) -> (LImp S T).
- Intros.
- MApply '(abst S [_]T H).
- Defined.
-
- Definition limp_e: (S,T:Set) (LImp S T) -> (S->T).
- Intros.
- MApply '(ap S [_:S]T H H0).
- Defined.
-
- Definition land_i: (S,T:Set) S -> T -> (LAnd S T).
- Intros.
- MApply '(pair S [_:S]T H H0).
- Defined.
-
- Definition land_e2: (T,S:Set) (LAnd S T) -> S.
- Intros.
- MElim H psplit.
- Defined.
-
- Definition land_e1: (S,T:Set) (LAnd S T) -> T.
- Intros.
- MElim H psplit.
- Defined.
-(*
-Definition all_e: (S:Set; a:S; P:S->Set) (All S P) -> (P a) := [S;a;P,f](ap S P f a).
-*)
- Definition lex_i: (S:Set; a:S; P:S->Set) (P a) -> (LEx S P).
- Intros.
- MApply '(pair S P a H).
- Defined.
-
- Definition lex_e: (S:Set; P:S->Set; P0:(LEx S P)->Set) ((a:S; y:(P a)) (P0 (lex_i S a P y))) -> (s:(LEx S P)) (P0 s).
- Intros.
- MElim s psplit.
- MApply '(H a p).
- Defined.
-
- End logic_aliases.
-
- Section unit.
-
- Definition One: Set := (List Empty).
-
- Definition tt: One := (empty Empty).
-
- Definition onerec: (P:One->Set) (P tt) -> (u:One) (P u).
- Intros.
- MElim 'u 'listrec.
- MElim 's 'efq.
- Defined.
-
- Definition OneFam: (P:One->Type) (P tt) -> (u:One) (P u).
- Intros.
- MElim 'u 'ListFam.
- MElim 's 'EmptyFam.
- Defined.
-
- End unit.
-
- Section booleans.
-
- Definition Boole: Set := (Plus One One).
-
- Definition false: Boole := (in_l One One tt).
-
- Definition true: Boole := (in_r One One tt).
-
- Definition ite: (P:Boole->Set) (P false) -> (P true) -> (b:Boole) (P b).
- Intros.
- MElim 'b 'when.
- MElim 's 'onerec.
- MElim 't 'onerec.
- Defined.
-
- Definition BooleFam: (P:Boole->Type)
- (P false) -> (P true) -> (b:Boole) (P b).
- Intros.
- MElim 'b 'PlusFam.
- MElim 's 'OneFam.
- MElim 't 'OneFam.
- Defined.
-(*
-Definition BF: Set -> Set -> Boole -> Set := (BooleFam [_]Set).
-
-Definition Two: Set := Boole.
-*)
- End booleans.
-
-End Logic_Sets.
-
-Section Logic_Hints.
-(*
-Section logic_fold.
-
-Theorem Top_fold: (P:Set->Set) (P Top) -> (P (Imp Bot Bot)).
-Intros.
-Apply (sid_repl (Imp Bot Bot) Top).
-Apply sid_r.
-Assumption.
-Qed.
-
-End logic_fold.
-*)
- Section logic_red.
-
- Theorem LTop_red: LTop.
- Unfold LTop LNot.
- Apply limp_i.
- Intros.
- Assumption.
- Qed.
-(*
-Theorem Top_And_red: (A:Set) A -> (And Top A).
-Intros.
-Apply and_i.
-Apply Top_red.
-Assumption.
-Qed.
-*)
- End logic_red.
-
-End Logic_Hints.
-
-Section Logic_Results.
-
- Section boole_indipendence.
-
- Axiom lor_p4: (A,B:Set; a:A; b:B)
- (Id (LOr A B) (in_l A B a) (in_r A B b)) -> Empty.
-
- Axiom boole_p4: (Id Boole false true) -> Empty. (**)
-
- End boole_indipendence.
-
- Section logic_results.
-
- Theorem lor_e: (A,B,C:Set) (A -> C) -> (B -> C) -> (LOr A B) -> C.
- Intros.
- MApply '(when A B [_:?]C).
- MApply '(H s).
- MApply '(H0 t).
- Qed.
-
- Theorem lnot_i: (S:Set) (S -> LBot) -> (LNot S).
- Intros.
- Unfold LNot.
- MApply 'limp_i.
- MApply 'H.
- Qed.
-
- Theorem lnot_e: (S:Set) (LNot S) -> S -> LBot.
- Unfold LNot.
- Intros.
- MApply '(limp_e S).
- Qed.
-
- Theorem liff_i: (A,B:Set) (A -> B) -> (B -> A) -> (LIff A B).
- Intros.
- Unfold LIff.
- (MApply land_i; MApply limp_i).
- MApply H.
- MApply H0.
- Qed.
-
- Theorem liff_e1: (A,B:Set) A -> (LIff A B) -> B.
- Unfold LIff.
- Intros.
- MApply '(limp_e A).
- MApply '(land_e2 (LImp B A)).
- Qed.
-
- Theorem liff_e2: (B,A:Set) B -> (LIff A B) -> A.
- Unfold LIff.
- Intros.
- MApply '(limp_e B).
- MApply '(land_e1 (LImp A B)).
- Qed.
-(*
-Theorem iff_trans: (C,A,B:Set) (Iff A C) -> (Iff C B) -> (Iff A B).
-Intros.
-MApply iff_i.
-MApply (iff_e1 C).
-MApply (iff_e1 A).
-MApply (iff_e2 C).
-MApply (iff_e2 B).
-Qed.
-
-Theorem iff_sym: (A,B:Set) (Iff B A) -> (Iff A B).
-Intros.
-MApply iff_i.
-MApply (iff_e2 A).
-MApply (iff_e1 B).
-Qed.
-*)
- Theorem lnot_liff_lbot: (A:Set) (LIff A (LNot A)) -> LBot.
- Intros.
- MApply '(lnot_e (LNot A)).
- MApply 'lnot_i.
- MApply '(lnot_e A).
- MApply '(liff_e2 (LNot A)).
- MApply 'lnot_i.
- MApply '(lnot_e A).
- MApply '(liff_e1 A).
- Qed.
-(*
-Theorem imp_r: (A:Set) (Imp A A).
-Intros.
-MApply imp_i.
-Qed.
-
-Theorem imp_trans: (C,A,B:Set) (Imp A C) -> (Imp C B) -> (Imp A B).
-Intros.
-MApply imp_i.
-MApply (imp_e C).
-MApply (imp_e A).
-Qed.
-
-Theorem all_sigma_l: (S:Set; T:S->Set; P:(Sigma S T)->Set) ((a:S; b:(T a)) (P (pair S T a b))) -> (p:(Sigma S T)) (P p).
-Intros.
-MElim p psplit.
-Apply (H a y).
-Qed.
-*)
- End logic_results.
-
-End Logic_Results.
-
-
+++ /dev/null
-Require Export st_logic.
-
-Section Nat_Sets.
-
- Section natural_numbers.
-
- Definition N: Set := (List One).
-
- Definition zero: N := (empty One).
-
- Definition succ: N -> N := [n](fr One n tt).
-
- Definition natrec: (P:N->Set) (P zero) ->
- ((n:N) (P n) -> (P (succ n))) -> (n:N)(P n).
- Intros.
- MElim 'n 'listrec.
- MElim 's 'onerec.
- MApply '(H0 l).
- Defined.
-
- Definition NatFam: (P:N->Type) (P zero) ->
- ((n:N) (P n) -> (P (succ n))) -> (n:N)(P n).
- Intros.
- MElim 'n 'ListFam.
- MElim 's 'OneFam.
- MApply '(X0 l).
- Defined.
-
- Definition one: N := (succ zero).
-(*
-Definition two:N := (succ one).
-*)
- End natural_numbers.
-(*
-Section sequences.
-
-Definition ListS := [S:Set](N -> (List S)).
-
-Definition BooleS: Set := N -> Boole.
-
-Definition NS := N -> N.
-
-Definition trues:BooleS := [_]true.
-
-End sequences.
-*)
-End Nat_Sets.
-
-Section Nat_Functions.
-(*
-Section bounded_iteration.
-
-Variable S:Set; e:S; f:S->S->S.
-
-Definition bs_iter: (N -> S) -> N -> S := [s](natrec [_]S e [m](f (s m))).
-
-Definition rbs_iter: (N -> S) -> N -> S := [s;n](bs_iter s (succ n)).
-
-End bounded_iteration.
-
-Section nat_boolean_eq.
-
-Variable S:Set.
-
-Definition n_id: N -> N -> Boole := (natrec [_]N->Boole (natrec [_]Boole true [_;_]false)
- [_;pm'](natrec [_]Boole false [n';_](pm' n'))).
-
-Definition ifeq: N -> N -> S -> S -> S := [m,n;a;b](ite [_]S b a (n_id m n)).
-
-Definition ifz: N -> S -> S -> S := [n;a;b](natrec [_]S a [_;_]b n).
-
-End nat_boolean_eq.
-*)
- Section less_equal.
-
- Definition b_le: N -> N -> Boole := (natrec [_]N->Boole [n]true [m';p](natrec [_]Boole false [n';_](p n'))).
-
- Definition LE: N -> N -> Set := [m,n](Id Boole (b_le m n) true).
-
- Definition GT: N -> N -> Set := [m,n](Id Boole (b_le m n) false).
-
- End less_equal.
-
-End Nat_Functions.
-
-Section Nat_Hints.
-
- Section nat_fold.
-
- Theorem succ_fold: (n:N; P:N->Set) (P (succ n)) -> (P (fr One n tt)).
- Intros.
- Assumption.
- Qed.
-(*
-Theorem LE_fold: (m,n:N; P:Set->Set) (P (LE m n)) -> (P (Id Boole (b_le m n) true)).
-Intros.
-Assumption.
-Qed.
-*)
- End nat_fold.
-
-End Nat_Hints.
-
-Section Nat_Results.
-
- Section nat_indipendence.
-
- Theorem n_p4: (n:N) (Id N zero (succ n)) -> Empty.
- Intros.
- MApply '(list_p4 One n tt).
- Qed.
-
- Theorem n_false: (n:N; P:Set) (Id N zero (succ n)) -> P.
- Intros.
- MCut 'Empty.
- MApply '(n_p4 n).
- MElim 'H0 'efq.
- Qed.
-
- End nat_indipendence.
-
- Section b_le_results.
-
- Theorem le_wf: (n:N) (LE zero n).
- Intros.
- Unfold LE.
- MApply 'id_r.
- Qed.
-
- Theorem le_comp_succ: (m,n:N) (LE m n) -> (LE (succ m) (succ n)).
- Intros.
- Assumption.
- Qed.
-(*
-Theorem le_ssucc: (m,n:N) (LE (succ m) (succ n)) -> (LE m n).
-Intros.
-Assumption.
-Qed.
-*)
- Theorem le_false: (n:N; P:Set) (LE (succ n) zero) -> P.
- Intros n P.
- Unfold LE.
- MSimpl.
- Intros.
- MCut 'Empty.
- MApply 'boole_p4.
- MElim 'H0 'efq.
- Qed.
-
- Theorem le_r: (n:N) (LE n n).
- Intros.
- MElim 'n 'natrec.
- MApply 'le_wf.
- Qed.
-
- Theorem le_succ: (n:N) (LE n (succ n)).
- Intros.
- MElim 'n 'natrec.
- MApply 'le_wf.
- Qed.
-
- Theorem le_zero: (n:N) (LE n zero) -> (Id N n zero).
- Intros n.
- MElim 'n 'natrec.
- MApply '(le_false n0).
- Qed.
-
- Theorem le_trans: (b,c,a:N) (LE a b) -> (LE b c) -> (LE a c).
- Intros b.
- Elim b using natrec.
- Intros c a.
- MElim 'a 'natrec.
- MApply '(le_false n).
- Intros b' H c.
- Elim c using natrec.
- Intros.
- MApply '(le_false b').
- Intros c' H' a.
- MElim 'a 'natrec.
- MApply 'le_comp_succ.
- MCut '(LE n b').
- MCut '(LE b' c').
- MApply '(H c' n).
- Qed.
-
- Theorem gt_wf: (n:N) (GT (succ n) zero).
- Intros.
- Unfold GT.
- MApply 'id_r.
- Qed.
-
- Theorem gt_comp_succ: (m,n:N) (GT m n) -> (GT (succ m) (succ n)).
- Intros.
- Assumption.
- Qed.
-
- Theorem gt_false: (n:N; P:Set) (GT zero n) -> P.
- Intros n P.
- Unfold GT.
- MSimpl.
- Intros.
- MCut 'Empty.
- MApply 'boole_p4.
- MElim 'H0 'efq.
- Qed.
-
- Theorem le_gt: (m,n:N) (LE (succ n) m) -> (GT m n).
- Intros m.
- Elim m using natrec.
- Intros.
- MApply '(le_false n).
- Intros m' H n.
- Elim n using natrec.
- Intros.
- MApply 'gt_wf.
- Intros n' H1 H2.
- MApply 'gt_comp_succ.
- MApply '(H n').
- Qed.
-
- Theorem gt_le: (m,n:N) (GT m n) -> (LE (succ n) m).
- Intros m.
- Elim m using natrec.
- Intros.
- MApply '(gt_false n).
- Intros m' H n.
- MElim 'n natrec.
- MApply 'le_comp_succ.
- MApply 'le_wf.
- MApply 'le_comp_succ.
- MApply '(H n0).
- Qed.
-
- Theorem le_gt_trans: (b,c,a:N) (LE b a) -> (GT b c) -> (GT a c).
- Intros.
- MApply 'le_gt.
- MApply '(le_trans b).
- MApply 'gt_le.
- Qed.
-
- Theorem boole_di: (b:Boole) (LOr (Id Boole b true) (Id Boole b false)).
- Intros.
- MElim 'b 'ite.
- MApply 'in_r.
- MApply 'in_l.
- Qed.
-
- Theorem le_di: (m,n:N) (LOr (LE m n) (GT m n)).
- Intros.
- Unfold LE GT.
- MApply '(boole_di (b_le m n)).
- Qed.
-(*
-Theorem ble_trip: (m,n:N; P:N->Set) ((n:N) (LE n m) -> (P n)) -> ((n:N) (GT n m) -> (P n)) -> (P n).
-Intros.
-MApply '(or_e (LE n m) (GT n m)).
-MApply '(H n).
-MApply '(H0 n).
-MApply 'ble_tri.
-Qed.
-*)
- End b_le_results.
-
-End Nat_Results.
+++ /dev/null
-(** This module (Toolbox - subsets: basics) defines:
- - subset membership: [Eps] (epsilon)
- - empty subset: [SBot] (subset bottom)
- - full subset: [STop] (subset top)
- - singleton: [Sing] (singleton)
- - relative universal quantifier: [RAll] (relative all)
- - relative existential quantifier: [REx] (relative exists)
-
- and provides:
- - introduction and elimination rules for the defined constants
- - epsilon conditions: [eps_1], [eps_2]
- - alternative form of epsilon with sigma: [eps2]
-
-% \hrule %
-
- We require the support for finite sets and finite domain functions ([xt_fin])
- that includes the basic type theory (the [st] package).
-
- *)
-Require Export xt_fin.
-
-Section Subset_Definitions.
-
- Section subset_membership.
-
-(** Epsilon: [(Eps S a U)] corresponds to $ a \e_S U $. *)
- Definition Eps: (S:Set) S -> (S -> Set) -> Set.
- Intros S a U.
- Exact (LAnd (U a) (Id S a a)).
- Defined.
-
- End subset_membership.
-
- Section subset_constants.
-
-(** Subset bottom: [(SBot S)] corresponds to $ \sbot_S $. *)
- Definition SBot: (S:Set) S -> Set.
- Intros.
- Exact LBot.
- Defined.
-
-(** Subset top: [(STop S)] corresponds to $ \stop_S $, %{\ie}% to $S$ as a subset of itself. *)
- Definition STop: (S:Set) S -> Set.
- Intros.
- Exact LTop.
- Defined.
-
-(** Singleton: [(Sing S a)] corresponds to $ \subset{a} $. *)
- Definition Sing: (S:Set) S -> (S -> Set).
- Intros S a b.
- Exact (Id S a b).
- Defined.
-
- End subset_constants.
-
- Section relative_quantification.
-
-(** Relative all: [(RAll S U P)] corresponds to $ (\lall x \e U) P(x) $. *)
- Definition RAll: (S:Set) (S -> Set) -> (S -> Set) -> Set.
- Intros S U P.
- Exact (a:S) (Eps S a U) -> (P a).
- Defined.
-
-(** Relative exists: [(REx S U P)] corresponds to $ (\lex x \e U) P(x) $. *)
- Definition REx: (S:Set) (S -> Set) -> (S -> Set) -> Set.
- Intros S U P.
- Exact (LEx S [a](LAnd (Eps S a U) (P a))).
- Defined.
-
- End relative_quantification.
-
-End Subset_Definitions.
-
-Section Subset_Results.
-
- Section epsilon_conditions.
-
-(** Epsilon elimination: $ a \e U \limp U(a) $. *)
- Theorem eps_e: (S:Set; a:S; U:S->Set) (Eps S a U) -> (U a).
- Unfold Eps.
- Intros.
- MApply '(land_e2 (Id S a a)).
- Qed.
-
-(** Epsilon introduction: $ U(a) \limp a \e U $. *)
- Theorem eps_i: (S:Set; a:S; U:S->Set) (U a) -> (Eps S a U).
- Unfold Eps.
- Intros.
- MApply 'land_i.
- Qed.
-
-(** Epsilon condition 1: $ a \e U \liff U(a) $. *)
- Theorem eps_1: (S:Set; U:(S -> Set)) (a:S)(LIff (Eps S a U) (U a)).
- Intros.
- MApply 'liff_i.
- MApply '(eps_e S a).
- MApply 'eps_i.
- Qed.
-
-(** Epsilon condition 2: $ a \e_S U \limp a \in S $. *)
- Theorem eps_2: (S:Set; a:S; U:(S -> Set)) (Eps S a U) -> S.
- Intros.
- Exact a.
- Qed.
-
-(** Epsilon in sigma form: $ a \e_S U \liff (\lex z \in (\Sigma x \in S) U) Id(S, p(z), a) $. *)
- Theorem eps2: (S:Set; a:S; U:(S -> Set)) (LIff (Eps S a U) (LEx (Sigma S U) [z](Id S (sp S U z) a))).
- Intros.
- MApply 'liff_i.
- MCut '(U a).
- MApply 'eps_e.
- MApply '(lex_i (Sigma S U) (pair S U a H0)).
- MApply 'eps_i.
- MElim 'H 'lex_e.
- MApply '(id_repl ? a (sp S U a0)).
- MElim 'a0 psplit.
- Qed.
-
- End epsilon_conditions.
-
- Section subset_top_bottom.
-
-(** Subset top, epsilon introduction: $ a \e \stop $. *)
- Theorem stop_eps_i: (S:Set; a:S) (Eps S a (STop S)).
- Intros.
- MApply 'eps_i.
- Unfold STop.
- MApply 'LTop_red.
- Qed.
-
-(** Subset bottom, epsilon elimination: $ a \e \sbot \limp \lbot $. *)
- Theorem sbot_eps_e: (S:Set; a:S) (Eps S a (SBot S)) -> LBot.
- Intros.
- MApply '(eps_e S a).
- Qed.
-
- End subset_top_bottom.
-
- Section singleton.
-
-(** Singleton, epsilon introduction: $ Id(S, a, b) \limp b \e \subset{a} $. *)
- Theorem sing_eps_i: (S:Set; b,a:S) (Id S a b) -> (Eps S b (Sing S a)).
- Intros.
- MApply 'eps_i.
- Qed.
-
-(** Singleton, epsilon elimination: $ b \e \subset{a} \limp Id(S, a, b) $. *)
- Theorem sing_eps_e: (S:Set; a,b:S) (Eps S b (Sing S a)) -> (Id S a b).
- Intros.
- MApply 'eps_e.
- Qed.
-
- End singleton.
-
- Section relative_universal.
-
-(** Relative all introduction: $ ((\lall a \in S)\ a \e U \limp P(a)) \limp (\lall x \e U) P(x) $. *)
- Theorem rall_i: (S:Set; U:S->Set; P:S->Set) ((a:S) (Eps S a U) -> (P a)) -> (RAll S U P).
- Unfold RAll.
- Intros.
- MApply '(H a).
- Qed.
-
-(** Relative all elimination: $ a \e U \limp (\lall x \e U) P(x) \limp P(a) $. *)
- Theorem rall_e: (S:Set; a:S; U:S->Set; P:S->Set) (Eps S a U) -> (RAll S U P) -> (P a).
- Intros.
- Unfold RAll in H0.
- MApply '(H0 a).
- Qed.
-
- End relative_universal.
-
- Section relative_existential.
-
-(** Relative exists introduction: $ a \e U \limp P(a) \limp (\lex x \e U) P(x) $. *)
- Theorem rex_i: (S:Set; a:S; U:S->Set; P:S->Set) (Eps S a U) -> (P a) -> (REx S U P).
- Intros.
- Unfold REx.
- MApply '(lex_i S a).
- MApply 'land_i.
- Qed.
-
-(** Relative exists elimination: $ ((\lall a \in S)\ a \e U \limp P(a) \limp T) \limp (\lex x \e U) P(x) \limp T $. *)
- Theorem rex_e: (S:Set; U:S->Set; P:S->Set; T:Set) ((a:S) (Eps S a U) -> (P a) -> T) -> (REx S U P) -> T.
- Intros.
- Unfold REx in H0.
- MElim 'H0 'lex_e.
- MApply '(H a).
- MApply '(land_e2 (P a)).
- MApply '(land_e1 (Eps S a U)).
- Qed.
-
- End relative_existential.
-
-End Subset_Results.
+++ /dev/null
-Require Export tbs_fun.
-
-Section Subset_Finite_Definitions.
-
- Section subsets_from_lists.
-
- Definition SList: (S:Set) (List S) -> (S -> Set) := [S](ListFam S [_](S->Set) (SBot S) [_;p;a](SOr S p (Sing S a))).
-
- End subsets_from_lists.
-
- Section subset_finite_predicate.
-
- Definition WFin: (S:Set) (S -> Set) -> Set := [S;U](LEx (FDF S) [z](SbE S U (FDFImg S z))).
-(*
-Definition SFin: (S:Set) (S -> Set) -> Set := [S;U](Ex (FDF S) [z](SEq S U (FDFImg S z))).
-*)
- End subset_finite_predicate.
-(*
-Section subset_finite_quantification.
-
-Definition FAll: (S:Set) ((Part S) -> Set) -> Set := [S;P](z:(FDF S))(P (SFImg S z)).
-
-Definition FEx: (S:Set) ((Part S) -> Set) -> Set := [S;P](Ex (FDF S) [z](P (SFImg S z))).
-
-End subset_finite_quantification.
-*)
-End Subset_Finite_Definitions.
-
-Section Subset_Finite_Results.
-
- Section subset_list.
-
- Theorem slist_eps_i: (S:Set; a:S; l:(List S)) (LIn S a l) -> (Eps S a (SList S l)).
- Intros S a l.
- MElim l listrec.
- MCut Empty.
- Apply (lin_e S a (empty S)).
- Assumption.
- Intros v w.
- MElim w listrec.
- MApply '(list_p4 S v a).
- MApply '(list_p4 S (app S (fr S v a) l0) s).
- MElim H0 efq.
- Apply (lin_e S a (fr S l0 s)).
- Assumption.
- Intros v w.
- MElim w listrec.
- MApply 'sor_eps_i1.
- MApply 'sing_eps_i.
- MApply '(fr_ini2 S l0 v).
- MApply 'sor_eps_i2.
- MApply 'H.
- MApply '(lin_i S v l1).
- MApply '(fr_ini1 S s0 s).
- Qed.
-
-
- Theorem slist_xfdfl: (S:Set; n:N; v:(Fin n)->S) (SbE S (Img (Fin n) S v) (SList S (xfdf_list S n v))).
- Intros.
- MApply 'sbe_i.
- MApply 'slist_eps_i.
- MApply '(img_eps_e (Fin n) S v a).
- MApply '(id_repl S a (v i)).
- MApply 'xfdfl_lin.
- Qed.
-
- Theorem slist_fdfl: (S:Set; v:(FDF S)) (SbE S (FDFImg S v) (SList S (fdfl S v))).
- Intros.
- MApply '(id_repl (List S) (fdfl S v) (xfdf_list S (fdf_n S v) (fdf_f S v))).
- MElim 'v '(fdf_e S).
- Unfold FDFImg.
- MApply 'slist_xfdfl.
- Qed.
-
- End subset_list.
-
- Section weakly_finite.
-
- Theorem wfin_i: (S:Set; v:(FDF S); U:S->Set) (SbE S U (FDFImg S v)) -> (WFin S U).
- Intros.
- Unfold WFin.
- MApply '(lex_i (FDF S) v).
- Qed.
-
- Theorem wfin_e: (S:Set; U:S->Set; P:Set) (WFin S U) -> ((v:(FDF S)) (SbE S U (FDFImg S v)) -> P) -> P.
- Intros.
- MElim 'H 'lex_e.
- MApply '(H0 a).
- Qed.
-
- Theorem wfin_sand: (S:Set; U,V:S->Set) (WFin S U) -> (WFin S (SAnd S U V)).
- Intros.
- MApply '(wfin_e S U).
- MApply '(wfin_i S v).
- MApply '(sbe_t S U).
- MApply 'sand_sbe_e2.
- Qed.
-
- Theorem wfin_sor: (S:Set; U,V:S->Set) (WFin S U) -> (WFin S V) -> (WFin S (SOr S U V)).
- Intros.
- MApply '(wfin_e S U).
- MApply '(wfin_e S V).
- MApply '(wfin_i S (fdf_add S v v0)).
- MApply '(sbe_t S (SOr S (FDFImg S v) (FDFImg S v0))).
- MApply 'sor_sbe_c.
- MApply 'img_fdf_add_i.
- Qed.
-
- Theorem wfin_list: (S:Set; U:S->Set) (WFin S U) -> (LEx (List S) [v](SbE S U (SList S v))).
- Intros.
- MApply '(wfin_e S U).
- MApply '(lex_i (List S) (fdfl S v)).
- MApply '(sbe_t S (FDFImg S v)).
- MApply 'slist_fdfl.
- Qed.
-
- End weakly_finite.
-
-End Subset_Finite_Results.
+++ /dev/null
-Require Export tbs_rop.
-
-Section Subset_From_Functions_Definitions.
-
- Section image_subset.
-
- Definition Img: (I,S:Set) (I -> S) -> (S -> Set) := [I,S;f;a] (LEx I [i](Id S (f i) a)).
-
- Definition FDFImg: (S:Set) (FDF S) -> (S -> Set) := [S;v](Img (Fin (fdf_n S v)) S (fdf_f S v)).
-
- End image_subset.
-
- Section relative_image_domain_subset.
-
- Definition RImg: (I,S:Set) (I -> S) -> (I -> Set) -> (S -> Set) := [I,S;f;T;a](REx I T [i](Id S (f i) a)).
-
- Definition RDom: (I,S:Set) (I -> S) -> (S -> Set) -> (I -> Set) := [I,S;f;U;i](REx S U [a](Id S (f i) a)).
-
- End relative_image_domain_subset.
-
-End Subset_From_Functions_Definitions.
-
-Section Subset_From_Functions_Results.
-
- Section image.
-
- Theorem img_eps_i: (I:Set; i:I; S:Set; a:S; f:I->S) (Id S (f i) a) -> (Eps S a (Img I S f)).
- Intros.
- MApply 'eps_i.
- Unfold Img.
- MApply '(lex_i I i).
- Qed.
-
- Theorem img_eps_e: (I,S:Set; f:I->S; a:S; P:Set) (Eps S a (Img I S f)) -> ((i:I) (Id S (f i) a) -> P) -> P.
- Intros.
- MCut '(LEx I [i](Id S (f i) a)).
- Fold (Img I S f a).
- MApply 'eps_e.
- MElim 'H1 'lex_e.
- MApply '(H0 a0).
- Qed.
-
- Theorem img_seq: (S:Set; U:(S -> Set)) (SEq S U (Img (Sigma S U) S (sp S U))).
- Intros.
- MApply 'seq_i.
- MCut '(U a).
- MApply 'eps_e.
- MApply '(img_eps_i (Sigma S U) (pair S U a H0)).
- MApply 'eps_i.
- MApply '(img_eps_e (Sigma S U) S (sp S U) a).
- MApply '(id_repl S a (sp S U i)).
- MElim 'i 'psplit.
- Qed.
-
- Theorem img_sbe_i: (I,J,S:Set; f:I->S; g:J->S) (LEx I->J [h](i:I)(Id S (f i) (g (h i)))) -> (SbE S (Img I S f) (Img J S g)).
- Intros.
- MElim 'H 'lex_e.
- MApply 'sbe_i.
- MApply '(img_eps_e I S f a0).
- MApply '(img_eps_i J (a i)).
- MApply '(id_repl S a0 (f i)).
- MApply 'id_comm.
- MApply '(y i).
- Qed.
-
- Theorem img_xfdf_add_i: (S:Set; m:N; v:(Fin m)->S; n:N; w:(Fin n)->S) (SbE S (SOr S (Img (Fin m) S v) (Img (Fin n) S w)) (Img (Fin (add m n)) S (xfdf_add S m v n w))).
- Intros.
- MApply 'sor_sbe_e.
- MApply 'img_sbe_i.
- MApply '(lex_i (Fin m)->(Fin (add m n)) (fil m n)).
- MApply 'id_comm.
- MApply 'xfdfa_fil.
- MApply 'img_sbe_i.
- MApply '(lex_i (Fin n)->(Fin (add m n)) (fir m n)).
- MApply 'id_comm.
- MApply 'xfdfa_fir.
- Qed.
-
- End image.
-
- Section fdf_image.
-
- Theorem fdfimg_eps_i: (S:Set; v:(FDF S); i:(Fin (fdf_n S v)); a:S) (Id S (fdf_f S v i) a) -> (Eps S a (FDFImg S v)).
- Intros.
- Unfold FDFImg.
- MApply '(img_eps_i (Fin (fdf_n S v)) i).
- Qed.
-
- Theorem fdfimg_eps_e: (S:Set; v:(FDF S); a:S; P:Set) (Eps S a (FDFImg S v)) -> ((i:(Fin (fdf_n S v))) (Id S (fdf_f S v i) a) -> P) -> P.
- Intros.
- MApply '(img_eps_e (Fin (fdf_n S v)) S (fdf_f S v) a).
- MApply '(H0 i).
- Qed.
-
- Theorem img_fdf_add_i: (S:Set; v,w:(FDF S)) (SbE S (SOr S (FDFImg S v) (FDFImg S w)) (FDFImg S (fdf_add S v w))).
- Intros.
- Unfold FDFImg fdf_add.
- MSimpl.
- MApply 'img_xfdf_add_i.
- Qed.
-
- End fdf_image.
-
- Section relative_image.
-
- Theorem rimg_eps_i: (I:Set; i:I; T:I->Set) (Eps I i T) -> (S:Set; a:S; f:I->S) (Id S (f i) a) -> (Eps S a (RImg I S f T)).
- Intros.
- MApply 'eps_i.
- Unfold RImg.
- MApply '(rex_i I i).
- Qed.
-
- Theorem rimg_eps_e: (I,S:Set; a:S; T:I->Set; f:I->S; P:Set) ((i:I) (Eps I i T) -> (Id S (f i) a) -> P) -> (Eps S a (RImg I S f T)) -> P.
- Intros.
- Unfold RImg in H0.
- MCut '(REx I T [i:I](Id S (f i) a)).
- MApply '(eps_e S a).
- MApply '(rex_e I T [i:I](Id S (f i) a)).
- MApply '(H a0).
- Qed.
-
- Theorem rimg_sbe: (I,S:Set; f:I->S; U,V:I->Set) (SbE I U V) -> (SbE S (RImg I S f U) (RImg I S f V)).
- Intros.
- MApply 'sbe_i.
- MApply '(rimg_eps_e I S a U f).
- MApply '(rimg_eps_i I i).
- MApply '(sbe_e I U).
- Qed.
-
- Theorem rimg_sing_i: (I,S:Set; f:I->S; T:I->Set) (SbE S (SREx I T S [i;_](Sing S (f i))) (SREx S (RImg I S f T) S [a;_](Sing S a))).
- Intros.
- MApply 'sbe_i.
- MCut '(LEx I [i:I](REps (T i) S a [_:?](Sing S (f i)))).
- MApply '(srex_eps_e I T S a [i:I; _:(T i)](Sing S (f i))).
- MElim 'H0 'lex_e.
- MApply '(srex_eps_i S (f a0)).
- MApply '(reps_e (T a0) S a [_:(T a0)](Sing S (f a0))).
- MCut '(RImg I S f T (f a0)).
- MApply 'eps_e.
- MApply '(rimg_eps_i I a0).
- MApply 'eps_i.
- MApply '(reps_i (RImg I S f T (f a0)) H2).
- Qed.
-
- Theorem rimg_sing_e: (I,S:Set; f:I->S; T:I->Set) (SbE S (SREx S (RImg I S f T) S [a;_](Sing S a)) (SREx I T S [i;_](Sing S (f i)))).
- Intros.
- MApply 'sbe_i.
- MCut '(LEx S [a0:?](REps (RImg I S f T a0) S a [_:?](Sing S a0))).
- MApply '(srex_eps_e S (RImg I S f T) S a [a0:S; _:(RImg I S f T a0)](Sing S a0)).
- MElim 'H0 'lex_e.
- MApply '(reps_e (RImg I S f T a0) S a [_:(RImg I S f T a0)](Sing S a0)).
- MCut '(Eps S a0 (RImg I S f T)).
- MApply 'eps_i.
- MApply '(rimg_eps_e I S a0 T f).
- MApply '(srex_eps_i I i0).
- MCut '(T i0).
- MApply 'eps_e.
- MApply '(reps_i (T i0) H5).
- MApply 'sing_eps_i.
- MApply '(id_repl S (f i0) a0).
- MApply 'sing_eps_e.
- Qed.
-
- Theorem rimg_sing: (I,S:Set; f:I->S; T:I->Set) (SEq S (SREx I T S [i;_](Sing S (f i))) (SREx S (RImg I S f T) S [a;_](Sing S a))).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'rimg_sing_i.
- MApply 'rimg_sing_e.
- Qed.
-
- Theorem rimg_srex: (I,S:Set; f:I->S; T:I->Set) (SEq S (SREx I T S [i;_](Sing S (f i))) (RImg I S f T)).
- Intros.
- MApply '(seq_t S (SREx S (RImg I S f T) S [a:S; _:(RImg I S f T a)](Sing S a))).
- MApply 'rimg_sing.
- MApply 'srex_sing.
- Qed.
-
- Theorem rimg_img_i: (I,S:Set; f:I->S; T:I->Set) (SbE S (Img (Sigma I T) S [x](f (sp I T x))) (RImg I S f T)).
- Intros.
- MApply 'sbe_i.
- Apply (img_eps_e (Sigma I T) S [x:(Sigma I T)](f (sp I T x)) a).
- Assumption.
- Intros p.
- MElim 'p 'psplit.
- MApply '(rimg_eps_i I a0).
- MApply 'eps_i.
- Qed.
-
- Theorem rimg_img_e: (I,S:Set; f:I->S; T:I->Set) (SbE S (RImg I S f T) (Img (Sigma I T) S [x](f (sp I T x)))).
- Intros.
- MApply 'sbe_i.
- MApply '(rimg_eps_e I S a T f).
- MCut '(T i).
- MApply 'eps_e.
- MApply '(img_eps_i (Sigma I T) (pair I T i H2)).
- Qed.
-
- Theorem rimg_img: (I,S:Set; f:I->S; T:I->Set) (SEq S (Img (Sigma I T) S [x](f (sp I T x))) (RImg I S f T)).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'rimg_img_i.
- MApply 'rimg_img_e.
- Qed.
-
- End relative_image.
-
-End Subset_From_Functions_Results.
-
+++ /dev/null
-(** This module (Toolbox - subsets: operations) defines:
- - subset binary intersection: [SAnd] (subset and)
- - subset binary union: [SOr] (subset or)
- - subset implication: [SImp] (subset implies)
- - subset opposite: [SNot] (subset not)
- - subset infinitary intersection: [SAll] (subset all)
- - subset infinitary union: [SEx] (subset exists)
-
- and provides:
- - introduction and elimination rules for the defined constants
- - standard properties (idempotency, commutativity, associativity, compatibility, distributivity) for the defined constants
- - Cantor's diagonalization theorem: [cantor_diag]
-
-% \hrule %
-
- We require Toolbox relations and the underlying theory.
-
- *)
-Require Export tbs_rel.
-
-Section Subset_Operations_Definitions.
-
- Section finitary_subset_operations.
-
-(** Subset and: [(SAnd S U V)] corresponds to $ U \sand_S V $. *)
- Definition SAnd: (S:Set) (S -> Set) -> (S -> Set) -> (S -> Set).
- Intros S U V a.
- Exact (LAnd (U a) (V a)).
- Defined.
-
-(** Subset or: [(SOr S U V)] corresponds to $ U \sor_S V $. *)
- Definition SOr: (S:Set) (S -> Set) -> (S -> Set) -> (S -> Set).
- Intros S U V a.
- Exact (LOr (U a) (V a)).
- Defined.
-
-(** Subset implies: [(SImp S U V)] corresponds to $ U \simp_S V $. *)
- Definition SImp: (S:Set) (S -> Set) -> (S -> Set) -> (S -> Set).
- Intros S U V a.
- Exact (U a)->(V a).
- Defined.
-
-(** Subset not: [(SNot S U)] corresponds to $ \snot_S U $. *)
- Definition SNot: (S:Set) (S -> Set) -> (S -> Set).
- Intros S U a.
- Exact (LNot (U a)).
- Defined.
-
- End finitary_subset_operations.
-
- Section infinitary_subset_operations.
-
-(** Subset all: [(SAll I S F)] corresponds to $ \bigsand_S\subset{F(i) \st i \in I} $. *)
- Definition SAll: (I,S:Set) (I -> S -> Set) -> (S -> Set).
- Intros I S F a.
- Exact (i:I)(F i a).
- Defined.
-
-(** Subset exists: [(SEx I S F)] corresponds to $ \bigsor_S\subset{F(i) \st i \in I} $. *)
- Definition SEx: (I,S:Set) (I -> S -> Set) -> (S -> Set).
- Intros I S F a.
- Exact (LEx I [i](F i a)).
- Defined.
-
- End infinitary_subset_operations.
-
-End Subset_Operations_Definitions.
-
-Section Subset_Operations_Results.
-
- Section subset_binary_intersection.
-
-(** Subset and, epsilon introduction: $ a \e U \limp a \e V \limp a \e U \sand V $. *)
- Theorem sand_eps_i: (S:Set; U,V:S->Set; a:S) (Eps S a U) -> (Eps S a V) -> (Eps S a (SAnd S U V)).
- Intros.
- MApply 'eps_i.
- Unfold SAnd.
- MApply 'land_i.
- MApply 'eps_e.
- MApply 'eps_e.
- Qed.
-
-(** Subset and, epsilon elimination 2: $ a \e U \sand V \limp a \e U $. *)
- Theorem sand_eps_e2: (S:Set; V,U:S->Set; a:S) (Eps S a (SAnd S U V)) -> (Eps S a U).
- Intros.
- MApply 'eps_i.
- MApply '(land_e2 (V a)).
- Fold (SAnd S U V a).
- MApply 'eps_e.
- Qed.
-
-(** Subset and, epsilon elimination 1: $ a \e U \sand V \limp a \e V $. *)
- Theorem sand_eps_e1: (S:Set; U,V:S->Set; a:S) (Eps S a (SAnd S U V)) -> (Eps S a V).
- Intros.
- MApply 'eps_i.
- MApply '(land_e1 (U a)).
- Fold (SAnd S U V a).
- MApply 'eps_e.
- Qed.
-
-(** Subset and, epsilon criterion: $ a \e U \land a \e V \liff a \e U \sand V $ *)
- Theorem sand_eps: (S:Set; U,V:S->Set; a:S) (LIff (LAnd (Eps S a U) (Eps S a V)) (Eps S a (SAnd S U V))).
- Intros.
- MApply 'liff_i.
- MApply 'sand_eps_i.
- MApply '(land_e2 (Eps S a V)).
- MApply '(land_e1 (Eps S a U)).
- MApply 'land_i.
- MApply '(sand_eps_e2 S V).
- MApply '(sand_eps_e1 S U).
- Qed.
-
-(** Subset and, sub or equal elimination 2: $ U \sand V \sub U $. *)
- Theorem sand_sbe_e2: (S:Set; U,V:S->Set) (SbE S (SAnd S U V) U).
- Intros.
- MApply 'sbe_i.
- MApply '(sand_eps_e2 S V).
- Qed.
-
-(** Subset and, sub or equal elimination 1: $ U \sand V \sub V $. *)
- Theorem sand_sbe_e1: (S:Set; U,V:S->Set) (SbE S (SAnd S U V) V).
- Intros.
- MApply 'sbe_i.
- MApply '(sand_eps_e1 S U).
- Qed.
-
-(** Subset and, sub or equal introduction: $ W \sub U \limp W \sub V \limp W \sub U \sand V $. *)
- Theorem sand_sbe_i: (S:Set; W,U,V:S->Set) (SbE S W U) -> (SbE S W V) -> (SbE S W (SAnd S U V)).
- Intros.
- MApply 'sbe_i.
- MApply 'sand_eps_i.
- MApply '(sbe_e S W).
- MApply '(sbe_e S W).
- Qed.
-
-(** Subset and, sub or equal compatibility 2: $ U \sub V \limp U \sand W \sub V \sand W $. *)
- Theorem sand_sbe_c2: (S:Set; U,V,W:S->Set) (SbE S U V) -> (SbE S (SAnd S U W) (SAnd S V W)).
- Intros.
- MApply 'sand_sbe_i.
- MApply '(sbe_t S U).
- MApply 'sand_sbe_e2.
- MApply 'sand_sbe_e1.
- Qed.
-
-(** Subset and, sub or equal subset top: $ U \sub \stop \sand U $. *)
- Theorem sand_sbe_stop: (S:Set; U:S->Set) (SbE S U (SAnd S (STop S) U)).
- Intros.
- MApply 'sand_sbe_i.
- MApply 'stop_sbe_i.
- MApply 'sbe_r.
- Qed.
-
-(** Subset and, sub or equal idempotency: $ U \sub U \sand U $. *)
- Theorem sand_sbe_r: (S:Set; U:S->Set) (SbE S U (SAnd S U U)).
- Intros.
- MApply 'sand_sbe_i.
- MApply 'sbe_r.
- MApply 'sbe_r.
- Qed.
-
-(** Subset and, idempotency $ U \sand U = U $. *)
- Theorem sand_r: (S:Set; U:S->Set) (SEq S (SAnd S U U) U).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sand_sbe_e2.
- MApply 'sand_sbe_r.
- Qed.
-
-(** Subset and, sub or equal commutativity: $ V \sand U \sub U \sand V $. *)
- Theorem sand_sbe_s: (S:Set; U,V:S->Set) (SbE S (SAnd S V U) (SAnd S U V)).
- Intros.
- MApply 'sand_sbe_i.
- MApply 'sand_sbe_e1.
- MApply 'sand_sbe_e2.
- Qed.
-
-(** Subset and, commutativity: $ V \sand U = U \sand V $. *)
- Theorem sand_s: (S:Set; U,V:S->Set) (SEq S (SAnd S V U) (SAnd S U V)).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sand_sbe_s.
- MApply 'sand_sbe_s.
- Qed.
-
-(** Subset and, sub or equal associativity 1: $ U \sand (V \sand W) \sub (U \sand V) \sand W $. *)
- Theorem sand_sbe_a1: (S:Set; U,V,W:S->Set) (SbE S (SAnd S U (SAnd S V W)) (SAnd S (SAnd S U V) W)).
- Intros.
- MApply 'sand_sbe_i.
- MApply 'sand_sbe_i.
- MApply 'sand_sbe_e2.
- MApply '(sbe_t S (SAnd S V W)).
- MApply 'sand_sbe_e1.
- MApply 'sand_sbe_e2.
- MApply '(sbe_t S (SAnd S V W)).
- MApply 'sand_sbe_e1.
- MApply 'sand_sbe_e1.
- Qed.
-
-(** Subset and, sub or equal associativity 2: $ (U \sand V) \sand W \sub U \sand (V \sand W) $. *)
- Theorem sand_sbe_a2: (S:Set; U,V,W:S->Set) (SbE S (SAnd S (SAnd S U V) W) (SAnd S U (SAnd S V W))).
- Intros.
- MApply '(sbe_t S (SAnd S W (SAnd S U V))).
- MApply 'sand_sbe_s.
- MApply '(sbe_t S (SAnd S (SAnd S V W) U)).
- MApply '(sbe_t S (SAnd S (SAnd S W U) V)).
- MApply 'sand_sbe_a1.
- MApply '(sbe_t S (SAnd S V (SAnd S W U))).
- MApply 'sand_sbe_s.
- MApply 'sand_sbe_a1.
- MApply 'sand_sbe_s.
- Qed.
-
-(** Subset and, associativity: $ U \sand (V \sand W) = (U \sand V) \sand W $. *)
- Theorem sand_a: (S:Set; U,V,W:S->Set) (SEq S (SAnd S U (SAnd S V W)) (SAnd S (SAnd S U V) W)).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sand_sbe_a1.
- MApply 'sand_sbe_a2.
- Qed.
-
-(** Subset and, sub or equal compatibility 1: $ U \sub V \limp W \sand U \sub W \sand V $. *)
- Theorem sand_sbe_c1: (S:Set; U,V,W:S->Set) (SbE S U V) -> (SbE S (SAnd S W U) (SAnd S W V)).
- Intros.
- MApply '(sbe_t S (SAnd S U W)).
- MApply 'sand_sbe_s.
- MApply '(sbe_t S (SAnd S V W)).
- MApply 'sand_sbe_c2.
- MApply 'sand_sbe_s.
- Qed.
-
-(** Subset and, sub or equal compatibility: $ U \sub V \limp W \sub X \limp U \sand W \sub V \sand X $. *)
- Theorem sand_sbe_c: (S:Set; U,V,W,X:S->Set) (SbE S U V) -> (SbE S W X) -> (SbE S (SAnd S U W) (SAnd S V X)).
- Intros.
- MApply '(sbe_t S (SAnd S V W)).
- MApply 'sand_sbe_c2.
- MApply 'sand_sbe_c1.
- Qed.
-
- End subset_binary_intersection.
-
- Section subset_binary_union.
-
-(** Subset or, epsilon introduction 2: $ a \e U \limp a \e U \sor V $. *)
- Theorem sor_eps_i2: (S:Set; U,V:S->Set; a:S) (Eps S a U) -> (Eps S a (SOr S U V)).
- Intros.
- MApply 'eps_i.
- Unfold SOr.
- MApply 'in_l.
- MApply 'eps_e.
- Qed.
-
-(** Subset or, epsilon introduction 1: $ a \e V \limp a \e U \sor V $. *)
- Theorem sor_eps_i1: (S:Set; U,V:S->Set; a:S) (Eps S a V) -> (Eps S a (SOr S U V)).
- Intros.
- MApply 'eps_i.
- Unfold SOr.
- MApply 'in_r.
- MApply 'eps_e.
- Qed.
-
-(** Subset or, epsilon elimination: $ (a \e U \limp T) \limp (a \e V \limp T) \limp a \e U \sor V \limp T $. *)
- Theorem sor_eps_e: (S:Set; a:S; U,V:S->Set; T:Set) ((Eps S a U) -> T) -> ((Eps S a V) -> T) -> (Eps S a (SOr S U V)) -> T.
- Intros.
- MCut '(SOr S U V a).
- MApply 'eps_e.
- MApply '(lor_e (U a) (V a)).
- MApply 'H.
- MApply 'eps_i.
- MApply 'H0.
- MApply 'eps_i.
- Qed.
-
-(** Subset or, epsilon criterion: $ a \e U \lor a \e V \liff a \e U \sor V $. *)
- Theorem sor_eps: (S:Set; U,V:S->Set; a:S) (LIff (LOr (Eps S a U) (Eps S a V)) (Eps S a (SOr S U V))).
- Intros.
- MApply 'liff_i.
- MApply '(lor_e (Eps S a U) (Eps S a V)).
- MApply 'sor_eps_i2.
- MApply 'sor_eps_i1.
- MApply '(sor_eps_e S a U V).
- MApply 'in_l.
- MApply 'in_r.
- Qed.
-
-(** Subset or, sub or equal introduction 2: $ U \sub U \sor V $. *)
- Theorem sor_sbe_i2: (S:Set; U,V:S->Set) (SbE S U (SOr S U V)).
- Intros.
- MApply 'sbe_i.
- MApply 'sor_eps_i2.
- Qed.
-
-(** Subset or, sub or equal introduction 1: $ V \sub U \sor V $. *)
- Theorem sor_sbe_i1: (S:Set; U,V:S->Set) (SbE S V (SOr S U V)).
- Intros.
- MApply 'sbe_i.
- MApply 'sor_eps_i1.
- Qed.
-
-(** Subset or, sub or equal elimination: $ U \sub W \limp V \sub W \limp U \sor V \sub W $. *)
- Theorem sor_sbe_e: (S:Set; W,U,V:S->Set) (SbE S U W) -> (SbE S V W) -> (SbE S (SOr S U V) W).
- Intros.
- MApply 'sbe_i.
- MApply '(sor_eps_e S a U V).
- MApply '(sbe_e S U).
- MApply '(sbe_e S V).
- Qed.
-
-(** Subset or, sub or equal compatibility 2: $ U \sub V \limp U \sor W \sub V \sor W $. *)
- Theorem sor_sbe_c2: (S:Set; U,V,W:S->Set) (SbE S U V) -> (SbE S (SOr S U W) (SOr S V W)).
- Intros.
- MApply 'sor_sbe_e.
- MApply '(sbe_t S V).
- MApply 'sor_sbe_i2.
- MApply 'sor_sbe_i1.
- Qed.
-
-(** Subset or, sub or equal idempotency: $ U \sor U \sub U $. *)
- Theorem sor_sbe_r: (S:Set; U:S->Set) (SbE S (SOr S U U) U).
- Intros.
- MApply 'sor_sbe_e.
- MApply 'sbe_r.
- MApply 'sbe_r.
- Qed.
-
-(** Subset or, idempotency: $ U \sor U = U $. *)
- Theorem sor_r: (S:Set; U:S->Set) (SEq S (SOr S U U) U).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sor_sbe_r.
- MApply 'sor_sbe_i2.
- Qed.
-
-(** Subset or, sub or equal commutativity: $ V \sor U \sub U \sor V $. *)
- Theorem sor_sbe_s: (S:Set; U,V:S->Set) (SbE S (SOr S V U) (SOr S U V)).
- Intros.
- MApply 'sor_sbe_e.
- MApply 'sor_sbe_i1.
- MApply 'sor_sbe_i2.
- Qed.
-
-(** Subset or, commutativity: $ V \sor U = U \sor V $. *)
- Theorem sor_s: (S:Set; U,V:S->Set) (SEq S (SOr S V U) (SOr S U V)).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sor_sbe_s.
- MApply 'sor_sbe_s.
- Qed.
-
-(** Subset or, sub or equal associativity 1: $ U \sor (V \sor W) \sub (U \sor V) \sor W $. *)
- Theorem sor_sbe_a1: (S:Set; U,V,W:S->Set) (SbE S (SOr S U (SOr S V W)) (SOr S (SOr S U V) W)).
- Intros.
- MApply 'sor_sbe_e.
- MApply '(sbe_t S (SOr S U V)).
- MApply 'sor_sbe_i2.
- MApply 'sor_sbe_i2.
- MApply 'sor_sbe_e.
- MApply '(sbe_t S (SOr S U V)).
- MApply 'sor_sbe_i1.
- MApply 'sor_sbe_i2.
- MApply 'sor_sbe_i1.
- Qed.
-
-(** Subset or, sub or equal associativity 2: $ (U \sor V) \sor W \sub U \sor (V \sor W) $. *)
- Theorem sor_sbe_a2: (S:Set; U,V,W:S->Set) (SbE S (SOr S (SOr S U V) W) (SOr S U (SOr S V W))).
- Intros.
- MApply '(sbe_t S (SOr S W (SOr S U V))).
- MApply 'sor_sbe_s.
- MApply '(sbe_t S (SOr S (SOr S V W) U)).
- MApply '(sbe_t S (SOr S (SOr S W U) V)).
- MApply 'sor_sbe_a1.
- MApply '(sbe_t S (SOr S V (SOr S W U))).
- MApply 'sor_sbe_s.
- MApply 'sor_sbe_a1.
- MApply 'sor_sbe_s.
- Qed.
-
-(** Subset or, associativity: $ U \sor (V \sor W) = (U \sor V) \sor W $. *)
- Theorem sor_a: (S:Set; U,V,W:S->Set) (SEq S (SOr S U (SOr S V W)) (SOr S (SOr S U V) W)).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sor_sbe_a1.
- MApply 'sor_sbe_a2.
- Qed.
-
-(** Subset or, sub or equal compatibility 1: $ U \sub V \limp W \sor U \sub W \sor V $. *)
- Theorem sor_sbe_c1: (S:Set; U,V,W:S->Set) (SbE S U V) -> (SbE S (SOr S W U) (SOr S W V)).
- Intros.
- MApply '(sbe_t S (SOr S U W)).
- MApply 'sor_sbe_s.
- MApply '(sbe_t S (SOr S V W)).
- MApply 'sor_sbe_c2.
- MApply 'sor_sbe_s.
- Qed.
-
-(** Subset or, sub or equal compatibility: $ U \sub V \limp W \sub X \limp U \sor W \sub V \sor X $. *)
- Theorem sor_sbe_c: (S:Set; U,V,W,X:S->Set) (SbE S U V) -> (SbE S W X) -> (SbE S (SOr S U W) (SOr S V X)).
- Intros.
- MApply '(sbe_t S (SOr S V W)).
- MApply 'sor_sbe_c2.
- MApply 'sor_sbe_c1.
- Qed.
-
- End subset_binary_union.
-
- Section subset_implication.
-
-(** Subset implies, epsilon introduction: $ (a \e U \limp a \e V) \limp a \e U \simp V $. *)
- Theorem simp_eps_i: (S:Set; U,V:S->Set; a:S) ((Eps S a U) -> (Eps S a V)) -> (Eps S a (SImp S U V)).
- Intros.
- MApply 'eps_i.
- Unfold SImp.
- Intros.
- MApply 'eps_e.
- MApply 'H.
- MApply 'eps_i.
- Qed.
-
-(** Subset implies, epsilon elimination: $ a \e U \simp V \limp a \e U \limp a \e V $. *)
- Theorem simp_eps_e: (S:Set; U,V:S->Set; a:S) (Eps S a (SImp S U V)) -> (Eps S a U) -> (Eps S a V).
- Intros.
- MApply 'eps_i.
- Apply (mcut (U a)).
- MApply 'eps_e.
- MApply '(eps_e S a).
- Qed.
-
-(** Subset implies, epsilon criterion: $ a \e U \simp V \liff (a \e U \limp a \e V) $. *)
- Theorem simp_eps: (S:Set; U,V:S->Set; a:S) (LIff (Eps S a (SImp S U V)) (Eps S a U) -> (Eps S a V)).
- Intros.
- MApply 'liff_i.
- MApply '(simp_eps_e S U).
- MApply 'simp_eps_i.
- MApply 'H.
- Qed.
-
-(** Subset implies, sub or equal elimination: $ W \sub U \simp V \limp W \sand U \sub V $. *)
- Theorem simp_sbe_e: (S:Set; U,V,W:S->Set) (SbE S W (SImp S U V)) -> (SbE S (SAnd S W U) V).
- Intros.
- MApply 'sbe_i.
- MApply '(simp_eps_e S U).
- MApply '(sbe_e S W).
- MApply '(sand_eps_e2 S U).
- MApply '(sand_eps_e1 S W).
- Qed.
-
-(** Subset implies, sub or equal introduction: $ W \sand U \sub V \limp W \sub U \simp V $. *)
- Theorem simp_sbe_i: (S:Set; U,V,W:S->Set) (SbE S (SAnd S W U) V) -> (SbE S W (SImp S U V)).
- Intros.
- MApply 'sbe_i.
- MApply 'simp_eps_i.
- MApply '(sbe_e S (SAnd S W U)).
- MApply 'sand_eps_i.
- Qed.
-
-(** Subset implies, sub or equal compatibility 2: $ V \sub U \limp U \simp W \sub V \simp W $. *)
- Theorem simp_sbe_c2: (S:Set; U,V,W:S->Set) (SbE S V U) -> (SbE S (SImp S U W) (SImp S V W)).
- Intros.
- MApply 'simp_sbe_i.
- MApply '(sbe_t S (SAnd S (SImp S U W) U)).
- MApply 'sand_sbe_c1.
- MApply 'simp_sbe_e.
- MApply 'sbe_r.
- Qed.
-
-(** Subset implies, sub or equal compatibility 2: $ U \sub V \limp W \simp U \sub W \simp V $. *)
- Theorem simp_sbe_c1: (S:Set; U,V,W:S->Set) (SbE S U V) -> (SbE S (SImp S W U) (SImp S W V)).
- Intros.
- MApply 'simp_sbe_i.
- MApply '(sbe_t S U).
- MApply 'simp_sbe_e.
- MApply 'sbe_r.
- Qed.
-
-(** Subset implies, subset top elimination: $ \stop \sub U \simp V \limp U \sub V $. *)
- Theorem simp_stop_e: (S:Set; U,V:S->Set) (SbE S (STop S) (SImp S U V)) -> (SbE S U V).
- Intros.
- MApply '(sbe_t S (SAnd S (STop S) U)).
- MApply 'sand_sbe_stop.
- MApply 'simp_sbe_e.
- Qed.
-
-(** Subset implies, subset top introduction: $ U \sub V \limp \stop \sub U \simp V $. *)
- Theorem simp_stop_i: (S:Set; U,V:S->Set) (SbE S U V) -> (SbE S (STop S) (SImp S U V)).
- Intros.
- MApply 'simp_sbe_i.
- MApply '(sbe_t S U).
- MApply 'sand_sbe_e1.
- Qed.
-
-(** Subset implies, subset top criterion: $ \stop \sub U \simp V \liff U \sub V $. *)
- Theorem simp_stop: (S:Set; U,V:S->Set) (LIff (SbE S (STop S) (SImp S U V)) (SbE S U V)).
- Intros.
- MApply 'liff_i.
- MApply 'simp_stop_e.
- MApply 'simp_stop_i.
- Qed.
-
- End subset_implication.
-
- Section subset_negation.
-
-(** Subset not, epsilon introduction: $ \lnot (a \e U) \limp a \e \snot U $. *)
- Theorem snot_eps_i: (S:Set; U:S->Set; a:S) (LNot (Eps S a U)) -> (Eps S a (SNot S U)).
- Intros.
- MApply 'eps_i.
- Unfold SNot.
- MApply 'lnot_i.
- MApply '(lnot_e (Eps S a U)).
- MApply 'eps_i.
- Qed.
-
-(** Subset not, epsilon elimination: $ a \e \snot U \limp \lnot (a \e U) $. *)
- Theorem snot_eps_e: (S:Set; U:S->Set; a:S) (Eps S a (SNot S U)) -> (LNot (Eps S a U)).
- Unfold SNot.
- Intros.
- MApply 'lnot_i.
- MApply '(lnot_e (U a)).
- MApply '(eps_e S a [a0:S](LNot (U a0))).
- MApply 'eps_e.
- Qed.
-
-(** Subset not, epsilon criterion: $ \lnot (a \e U) \liff a \e \snot U $. *)
- Theorem snot_eps: (S:Set; U:S->Set; a:S) (LIff (LNot (Eps S a U)) (Eps S a (SNot S U))).
- Intros.
- MApply 'liff_i.
- MApply 'snot_eps_i.
- MApply 'snot_eps_e.
- Qed.
-
-(** Subset not, subset implication compatibility: $ \snot U = U \simp \sbot $. *)
- Theorem snot_simp_c: (S:Set; U:S->Set) (SEq S (SNot S U) (SImp S U (SBot S))).
- Intros.
- MApply 'seq_i.
- MApply 'simp_eps_i.
- MCut 'Empty.
- MApply '(lnot_e (Eps S a U)).
- MApply 'snot_eps_e.
- MElim 'H1 'efq.
- MApply 'snot_eps_i.
- MApply 'lnot_i.
- MApply '(sbot_eps_e S a).
- MApply '(simp_eps_e S U).
- Qed.
-
- End subset_negation.
-
- Section subset_infinitary_intersection.
-
-(** Subset all, epsilon introduction: $ ((\lall i \in I)\ a \e F(i)) \limp a \e \bigsand\subset{F(i) \st i \in I} $. *)
- Theorem sall_eps_i: (I,S:Set; F:(I->S->Set); a:S) ((i:I) (Eps S a (F i))) -> (Eps S a (SAll I S F)).
- Intros.
- MApply 'eps_i.
- Unfold SAll.
- Intros.
- MApply 'eps_e.
- MApply '(H i).
- Qed.
-
-(** Subset all, epsilon elimination: $ a \e \bigsand\subset{F(i) \st i \in I} \limp (\lall i \in I)\ a \e F(i) $. *)
- Theorem sall_eps_e: (I,S:Set; F:(I->S->Set); a:S) (Eps S a (SAll I S F)) -> (i:I) (Eps S a (F i)).
- Intros.
- MApply 'eps_i.
- Apply (mcut (i:I)(F i a)).
- MApply '(eps_e S a).
- Intros.
- MApply '(H0 i).
- Qed.
-
-(** Subset all, epsilon criterion: $ a \e \bigsand\subset{F(i) \st i \in I} \liff (\lall i \in I)\ a \e F(i) $. *)
- Theorem sall_eps: (I,S:Set; F:(I->S->Set); a:S) (LIff (Eps S a (SAll I S F)) (i:I) (Eps S a (F i))).
- Intros.
- MApply 'liff_i.
- MApply '(sall_eps_e I).
- MApply 'sall_eps_i.
- MApply '(H i).
- Qed.
-
-(** Subset all, sub or equal elimination: $ (\lall i \in I)\ \bigsand\subset{F(i) \st i \in I} \sub F(i) $. *)
- Theorem sall_sbe_e: (I,S:Set; F:(I->S->Set); i:I) (SbE S (SAll I S F) (F i)).
- Intros.
- MApply 'sbe_i.
- MApply '(sall_eps_e I).
- Qed.
-
-(** Subset all, sub or equal introduction: $ ((\lall i \in I)\ W \sub F(i)) \limp W \sub \bigsand\subset{F(i) \st i \in I} $. *)
- Theorem sall_sbe_i: (I,S:Set; F:(I->S->Set); W:S->Set) ((i:I)(SbE S W (F i))) -> (SbE S W (SAll I S F)).
- Intros.
- MApply 'sbe_i.
- MApply 'sall_eps_i.
- MApply '(sbe_e S W).
- MApply 'H.
- Qed.
-
- End subset_infinitary_intersection.
-
- Section subset_infinitary_union.
-
-(** Subset exists, epsilon introduction: $ ((\lex i \in I)\ a \e F(i)) \limp a \e \bigsor\subset{F(i) \st i \in I} $. *)
- Theorem sex_eps_i: (I,S:Set; F:(I->S->Set); a:S) (LEx I [i](Eps S a (F i))) -> (Eps S a (SEx I S F)).
- Intros.
- MApply 'eps_i.
- Unfold SEx.
- MElim 'H 'lex_e.
- MApply '(lex_i I a0).
- MApply 'eps_e.
- Qed.
-
-(** Subset exists, epsilon elimination: $ a \e \bigsor\subset{F(i) \st i \in I} \limp (\lex i \in I)\ a \e F(i) $. *)
- Theorem sex_eps_e: (I,S:Set; F:(I->S->Set); a:S) (Eps S a (SEx I S F)) -> (LEx I [i](Eps S a (F i))).
- Intros.
- MCut '(SEx I S F a).
- MApply 'eps_e.
- MElim 'H0 'lex_e.
- MApply '(lex_i I a0).
- MApply 'eps_i.
- Qed.
-
-(** Subset exists, epsilon elimination: $ a \e \bigsor\subset{F(i) \st i \in I} \liff (\lex i \in I)\ a \e F(i) $. *)
- Theorem sex_eps: (I,S:Set; F:(I->S->Set); a:S) (LIff (Eps S a (SEx I S F)) (LEx I [i](Eps S a (F i)))).
- Intros.
- MApply 'liff_i.
- MApply 'sex_eps_e.
- MApply 'sex_eps_i.
- Qed.
-
-(** Subset exists, sub or equal introduction: $ (\lall i \in I)\ F(i) \sub \bigsor\subset{F(i) \st i \in I} $. *)
- Theorem sex_sbe_i: (I,S:Set; F:(I->S->Set); i:I) (SbE S (F i) (SEx I S F)).
- Intros.
- MApply 'sbe_i.
- MApply 'sex_eps_i.
- MApply '(lex_i I i).
- Qed.
-
-(** Subset exists, sub or equal elimination: $ ((\lall i \in I)\ F(i) \sub W) \limp \bigsor\subset{F(i) \st i \in I} \sub W $. *)
- Theorem sex_sbe_e: (I,S:Set; F:(I->S->Set); W:S->Set) ((i:I)(SbE S (F i) W)) -> (SbE S (SEx I S F) W).
- Intros.
- MApply 'sbe_i.
- MCut '(LEx I [i:I](Eps S a (F i))).
- MApply 'sex_eps_e.
- MElim 'H1 'lex_e.
- MApply '(sbe_e S (F a0)).
- MApply 'H.
- Qed.
-
- End subset_infinitary_union.
-
- Section subset_frame.
-
-(** Frame, subset and introduction: $ U \sub V \limp U \sand V = U $. *)
- Theorem frame_sand_i: (S:Set; U,V:S->Set) (SbE S U V) -> (SEq S (SAnd S U V) U).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'sand_sbe_e2.
- MApply '(sbe_t S (SAnd S U U)).
- MApply 'sand_sbe_r.
- MApply 'sand_sbe_c1.
- Qed.
-
-(** Frame, subset and elimination: $ U \sand V = U \limp U \sub V $. *)
- Theorem frame_sand_e: (S:Set; U,V:S->Set) (SEq S (SAnd S U V) U) -> (SbE S U V).
- Intros.
- MApply '(sbe_t S (SAnd S U V)).
- MApply '(land_e1 (SbE S (SAnd S U V) U)).
- MApply 'seq_sbe_e.
- MApply 'sand_sbe_e1.
- Qed.
-
-(** Frame, subset or introduction: $ U \sub V \limp U \sor V = V $. *)
- Theorem frame_sor_i: (S:Set; U,V:S->Set) (SbE S U V) -> (SEq S (SOr S U V) V).
- Intros.
- MApply 'seq_sbe_i.
- MApply '(sbe_t S (SOr S V V)).
- MApply 'sor_sbe_c2.
- MApply 'sor_sbe_r.
- MApply 'sor_sbe_i1.
- Qed.
-
-(** Frame, subset or elimination: $ U \sor V = V \limp U \sub V $. *)
- Theorem frame_sor_e: (S:Set; U,V:S->Set) (SEq S (SOr S U V) V) -> (SbE S U V).
- Intros.
- MApply '(sbe_t S (SOr S U V)).
- MApply 'sor_sbe_i2.
- MApply '(land_e2 (SbE S V (SOr S U V))).
- MApply 'seq_sbe_e.
- Qed.
-
-(** Frame, subset exists introduction: $ \bigsor\subset{F(i) \st i \in I} \sand W \sub \bigsor\subset{F(i) \sand W \st i \in I} $. *)
- Theorem frame_sex_i: (I,S:Set; F:(I->S->Set); W:S->Set) (SbE S (SAnd S (SEx I S F) W) (SEx I S [i](SAnd S (F i) W))).
- Intros.
- MApply 'sbe_i.
- MApply 'sex_eps_i.
- MCut '(Eps S a (SEx I S F)).
- MApply '(sand_eps_e2 S W).
- MCut '(LEx I [i:I](Eps S a (F i))).
- MApply 'sex_eps_e.
- MElim 'H1 'lex_e.
- MApply '(lex_i I a0).
- MApply 'sand_eps_i.
- MApply '(sand_eps_e1 S (SEx I S F)).
- Qed.
-
-(** Frame, subset exists elimination: $ \bigsor\subset{F(i) \sand W \st i \in I} \sub \bigsor\subset{F(i) \st i \in I} \sand W $. *)
- Theorem frame_sex_e: (I,S:Set; F:(I->S->Set); W:S->Set) (SbE S (SEx I S [i]
-(SAnd S (F i) W)) (SAnd S (SEx I S F) W)).
- Intros.
- MApply 'sand_sbe_i.
- MApply 'sex_sbe_e.
- MApply '(sbe_t S (F i)).
- MApply 'sand_sbe_e2.
- MApply 'sex_sbe_i.
- MApply 'sex_sbe_e.
- MApply 'sand_sbe_e1.
- Qed.
-
-(** Frame, subset exists distributivity: $ \bigsor\subset{F(i) \st i \in I} \sand W = \bigsor\subset{F(i) \sand W \st i \in I} $. *)
- Theorem frame_sex_d: (I,S:Set; F:(I->S->Set); W:S->Set) (SEq S (SAnd S (SEx I S F) W) (SEx I S [i](SAnd S (F i) W))).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'frame_sex_i.
- MApply 'frame_sex_e.
- Qed.
-
-(** Frame, subset implies elimination: $ \bigsor\subset{F(i) \st i \in I} \simp W \sub \bigsand\subset{F(i) \simp W \st i \in I} $. *)
- Theorem frame_simp_e: (I,S:Set; F:(I->S->Set); W:S->Set) (SbE S (SImp S (SEx I S F) W) (SAll I S [i](SImp S (F i) W))).
- Intros.
- MApply 'sall_sbe_i.
- MApply 'simp_sbe_c2.
- MApply 'sex_sbe_i.
- Qed.
-
-(** Frame, subset implies introduction: $ \bigsand\subset{F(i) \simp W \st i \in I} \sub \bigsor\subset{F(i) \st i \in I} \simp W $. *)
- Theorem frame_simp_i: (I,S:Set; F:(I->S->Set); W:S->Set) (SbE S (SAll I S [i](SImp S (F i) W)) (SImp S (SEx I S F) W)).
- Intros.
- MApply 'sbe_i.
- MApply 'simp_eps_i.
- MCut '(LEx I [i:I](Eps S a (F i))).
- MApply 'sex_eps_e.
- MElim 'H1 'lex_e.
- MApply '(simp_eps_e S (F a0)).
- MApply '(sall_eps_e I S [i:I](SImp S (F i) W)).
- Qed.
-
-(** Frame, subset implies compatibility: $ \bigsor\subset{F(i) \st i \in I} \simp W = \bigsand\subset{F(i) \simp W \st i \in I} $. *)
- Theorem frame_simp_c: (I,S:Set; F:(I->S->Set); W:S->Set) (SEq S (SImp S (SEx I S F) W) (SAll I S [i](SImp S (F i) W))).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'frame_simp_e.
- MApply 'frame_simp_i.
- Qed.
-
- End subset_frame.
-
- Section cantor_diagonalization.
-
-(** [(D S F)] is Cantor's subset $ D_F $. *)
- Local D: (S:Set) (S -> S -> Set) -> (S -> Set).
- Intros S F.
- Exact (SNot S [a:S](F a a)).
- Defined.
-
-(** Cantor's diagonalization: $ (\lall b \in S)\ \lnot (F(b) = D_F) $. *)
- Theorem cantor_diag: (S:Set; F:S->S->Set) (b:S) (LNot (SEq S (F b) (D S F))).
- Intros.
- MApply 'lnot_i.
- MCut '(LIff (Eps S b (F b)) (LNot (Eps S b (F b)))).
- MApply 'liff_i.
- MApply 'snot_eps_e.
- Change (Eps S b (D S F)).
- MApply '(seq_e1 S (F b)).
- MApply '(seq_e2 S (D S F)).
- Change (Eps S b (SNot S (F b))).
- MApply 'snot_eps_i.
- MApply '(lnot_liff_lbot (Eps S b (F b))).
- Qed.
-
- End cantor_diagonalization.
-
-End Subset_Operations_Results.
+++ /dev/null
-(** This module (Toolbox - subsets: relations) defines:
- - subset inclusion: [SbE] (sub or equal)
- - subset overlap: [SOv] (subset overlap) not used in %\cite{SV}%
- - subset equality [SEq] (subset equal)
-
- and provides:
- - introduction and elimination rules for [SbE] and [SEq]
- - standard properties (reflexiivity, symmetry, transitivity) for [SbE] and [SEq]
-
-% \hrule %
-
- We require Toolbox basics and the underlying theory.
-
- *)
-Require Export tbs_base.
-
-Section Subset_Relations_Definitions.
-
- Section subset_inclusion_overlap_equality.
-
-(** Sub or equal: [(SbE S U V)] means $ U \sub_S V $. *)
- Definition SbE: (S:Set) (S -> Set) -> (S -> Set) -> Set.
- Intros S U V.
- Exact (a:S)(Eps S a U)->(Eps S a V).
- Defined.
-
-(** Subset overlap: [(SOv S U V)] means $ U \meet_S V $ that is $ (\lex a \in S)\ a \e U \land a \e V $. *)
- Definition SOv: (S:Set) (S -> Set) -> (S -> Set) -> Set.
- Intros S U V.
- Exact (LEx S [a](LAnd (Eps S a U) (Eps S a V))).
- Defined.
-(*
-(** Sup or equal: [(SpE S U V)] means $ U \sup_S V $. *)
-Definition SpE: (S:Set) (S -> Set) -> (S -> Set) -> Set.
-Intros S U V.
-Exact (SbE S V U).
-Defined.
-*)
-
-(** Subset equal: [(SEq S U V)] means $ U =_S V $. *)
- Definition SEq: (S:Set) (S -> Set) -> (S -> Set) -> Set.
- Intros S U V.
- Exact (a:S)(LIff (Eps S a U) (Eps S a V)).
- Defined.
-
- End subset_inclusion_overlap_equality.
-(*
-Section subset_completion.
-
-(** Subset complete: [(SCm S U V)] means $ (\lall a \in S)\ a \e U \lor a \e V $. *)
-Definition SCm: (S:Set) (S -> Set) -> (S -> Set) -> Set.
-Intros S U V.
-Exact (a:S)(LOr (Eps S a U) (Eps S a V)).
-Defined.
-
-End subset_completion.
-*)
-End Subset_Relations_Definitions.
-
-Section Subset_Relations_Results.
-
- Section subset_inclusion.
-
-(** Sub or equal introduction: $ ((\lall a \in S)\ a \e U \limp a \e V) \limp U \sub V $. *)
- Theorem sbe_i: (S:Set; U,V:S-> Set) ((a:S) (Eps S a U) -> (Eps S a V)) -> (SbE S U V).
- Unfold SbE.
- Intros.
- MApply '(H a).
- Qed.
-
-(** Sub or equal elimination: $ a \e U \limp U \sub V \limp a \e V $. *)
- Theorem sbe_e: (S:Set; U,V:S -> Set; a:S) (Eps S a U) -> (SbE S U V) -> (Eps S a V).
- Unfold SbE.
- Intros.
- MApply '(H0 a).
- Qed.
-
-(*
-Theorem sbe_i2: (S:Set; U,V:(S -> Set)) ((a:S) (U a) -> (V a)) -> (SbE S U V).
-Intros.
-MApply 'sbe_i.
-MApply 'eps_c1_l.
-MApply '(H a).
-MApply 'eps_c1_r.
-Qed.
-
-Theorem sbe_e2: (S:Set; U,V:(S -> Set); a:S) (U a) -> (SbE S U V) -> (V a).
-Intros.
-MApply 'eps_c1_r.
-MApply '(sbe_e S U).
-MApply 'eps_c1_l.
-Qed.
-*)
-(** Sub or equal reflexivity: $ U \sub U $. *)
- Theorem sbe_r: (S:Set; U:S->Set) (SbE S U U).
- Intros.
- MApply 'sbe_i.
- Qed.
-
-(** Sub or equal transitivity: $ U \sub W \limp W \sub V \limp U \sub V $. *)
- Theorem sbe_t: (S:Set; W,U,V:S->Set) (SbE S U W) -> (SbE S W V) -> (SbE S U V).
- Intros.
- MApply 'sbe_i.
- MApply '(sbe_e S W).
- MApply '(sbe_e S U).
- Qed.
-
- End subset_inclusion.
-
- Section stop_sbot_sing_inclusion.
-
-(** Subset top, sub or equal introduction: $ U \sub \stop $. *)
- Theorem stop_sbe_i: (S:Set; U:S->Set) (SbE S U (STop S)).
- Intros.
- MApply 'sbe_i.
- MApply 'stop_eps_i.
- Qed.
-
-(** Subset bottom, sub or equal introduction: $ \sbot \sub U $. *)
- Theorem sbot_sbe_i: (S:Set; U:S->Set) (SbE S (SBot S) U).
- Intros.
- MApply 'sbe_i.
- MCut 'Empty.
- Intros.
- MApply '(sbot_eps_e S a).
- MElim 'H0 'efq.
- Qed.
-
-(** Singleton, sub or equal introduction: $ a \e U \limp \subset{a} \sub U $. *)
- Theorem sing_sbe_i: (S:Set; a:S; U:S->Set) (Eps S a U) -> (SbE S (Sing S a) U).
- Intros.
- MApply 'sbe_i.
- MCut '(Id S a a0).
- MApply 'sing_eps_e.
- MApply '(id_repl S a0 a).
- Qed.
-
-(** Singleton, sub or equal elimination: $ \subset{a} \sub U \limp a \e U $. *)
- Theorem sing_sbe_e: (S:Set; a:S; U:S->Set) (SbE S (Sing S a) U) -> (Eps S a U).
- Intros.
- MApply '(sbe_e S (Sing S a)).
- MApply 'sing_eps_i.
- Qed.
-
-(** Singleton, sub or equal criterion: $ a \e U \liff \subset{a} \sub U $. *)
- Theorem sing_sbe: (S:Set; a:S; U:S->Set) (LIff (Eps S a U) (SbE S (Sing S a) U)).
- Intros.
- MApply 'liff_i.
- MApply 'sing_sbe_i.
- MApply 'sing_sbe_e.
- Qed.
-
- End stop_sbot_sing_inclusion.
-
- Section subset_equality.
-
-(** Set equal introduction: $ ((\lall a \in S)\ a \e U \limp a \e V) \limp ((\lall a \in S)\ a \e V \limp a \e U) \limp U = V $. *)
- Theorem seq_i: (S:Set; U,V:S->Set) ((a:S) (Eps S a U) -> (Eps S a V)) -> ((a:S) (Eps S a V) -> (Eps S a U)) -> (SEq S U V).
- Unfold SEq.
- Intros.
- MApply 'liff_i.
- MApply '(H a).
- MApply '(H0 a).
- Qed.
-
-(** Set equal elimination 1: $ a \e U \limp U = V \limp a \e V $. *)
- Theorem seq_e1: (S:Set; U,V:S->Set; a:S) (Eps S a U) -> (SEq S U V) -> (Eps S a V).
- Unfold SEq.
- Intros.
- MApply '(liff_e1 (Eps S a U)).
- MApply '(H0 a).
- Qed.
-
-(** Set equal elimination 2: $ a \e V \limp U = V \limp a \e U $. *)
- Theorem seq_e2: (S:Set; V,U:(S -> Set); a:S) (Eps S a V) -> (SEq S U V) -> (Eps S a U).
- Unfold SEq.
- Intros.
- MApply '(liff_e2 (Eps S a V)).
- MApply '(H0 a).
- Qed.
-
-(*
-Theorem seq_i2: (S:Set; U,V:(S -> Set)) ((a:S) (U a) -> (V a)) -> ((a:S) (V a) -> (U a)) -> (SEq S U V).
-Intros.
-MApply 'seq_i.
-MApply 'eps_c1_l.
-MApply '(H a).
-MApply 'eps_c1_r.
-MApply 'eps_c1_l.
-MApply '(H0 a).
-MApply 'eps_c1_r.
-Qed.
-*)
-(** Set equal, sub or equal introduction: $ U \sub V \limp V \sub U \limp U = V $. *)
- Theorem seq_sbe_i: (S:Set; U,V:S->Set) (SbE S U V) -> (SbE S V U) -> (SEq S U V).
- Intros.
- MApply 'seq_i.
- MApply '(sbe_e S U).
- MApply '(sbe_e S V).
- Qed.
-
-(** Set equal, sub or equal elimination: $ U = V \limp U \sub V \land V \sub U $. *)
- Theorem seq_sbe_e: (S:Set; U,V:S->Set) (SEq S U V) -> (LAnd (SbE S U V) (SbE S V U)).
- Intros.
- MApply 'land_i.
- MApply 'sbe_i.
- MApply '(seq_e1 S U).
- MApply 'sbe_i.
- MApply '(seq_e2 S V).
- Qed.
-
-(** Set equal, sub or equal criterion: $ U = V \liff U \sub V \land V \sub U $. *)
- Theorem seq_sbe: (S:Set; U,V:S->Set) (LIff (SEq S U V) (LAnd (SbE S U V) (SbE S V U))).
- Intros.
- MApply 'liff_i.
- MApply 'seq_sbe_e.
- MApply 'seq_sbe_i.
- MApply '(land_e2 (SbE S V U)).
- MApply '(land_e1 (SbE S U V)).
- Qed.
-
-(** Subset equal reflexivity: $ U = U $. *)
- Theorem seq_r: (S:Set; U:S->Set) (SEq S U U).
- Intros.
- MApply 'seq_i.
- Qed.
-
-(** Subset equal transitivity: $ U = W \limp W = V \limp U = V $. *)
- Theorem seq_t: (S:Set; W,U,V:S->Set) (SEq S U W) -> (SEq S W V) -> (SEq S U V).
- Intros.
- MApply 'seq_i.
- MApply '(seq_e1 S W).
- MApply '(seq_e1 S U).
- MApply '(seq_e2 S W).
- MApply '(seq_e2 S V).
- Qed.
-
-(** Subset equal symmetry: $ U = V \limp V = U $. *)
- Theorem seq_s: (S:Set; U,V:S-> Set) (SEq S U V) -> (SEq S V U).
- Intros.
- MApply 'seq_i.
- MApply '(seq_e2 S V).
- MApply '(seq_e1 S U).
- Qed.
-
- End subset_equality.
-
-End Subset_Relations_Results.
-
+++ /dev/null
-Require Export tbs_op.
-
-Section Subset_Relative_Operations_Definitions.
-
- Section relative_membership.
-
- Definition REps: (I,S:Set) S -> (I -> S -> Set) -> Set := [I,S;a;F](LEx I [i](Eps S a (F i))).
-
- End relative_membership.
-
- Section infinitary_subset_relative_operations.
-
- Definition SRAll: (I:Set; T:I->Set; S:Set) ((i:I) (T i) -> (S -> Set)) -> (S -> Set) := [I;T;S;R;a](RAll I T [i](REps (T i) S a (R i))).
-
- Definition SREx: (I:Set; T:I->Set; S:Set) ((i:I) (T i) -> (S -> Set)) -> (S -> Set) := [I;T;S;R;a](REx I T [i](REps (T i) S a (R i))).
-
- End infinitary_subset_relative_operations.
-
-End Subset_Relative_Operations_Definitions.
-
-Section Subset_Relative_Operations_Results.
-
- Section relative_epsilon_conditions.
-
- Theorem reps_i: (I:Set; i:I; S:Set; a:S; F:I->S->Set) (Eps S a (F i)) -> (REps I S a F).
- Intros.
- Unfold REps.
- MApply '(lex_i I i).
- Qed.
-
- Theorem reps_e: (I,S:Set; a:S; F:I->S->Set; P:Set) ((i:I) (Eps S a (F i)) -> P) -> (REps I S a F) -> P.
- Intros.
- Unfold REps in H0.
- MElim 'H0 'lex_e.
- MApply '(H a0).
- Qed.
-
- End relative_epsilon_conditions.
-
- Section infinitary_relative_intersection.
-
- Theorem srall_eps_i: (I:Set; T:I->Set; S:Set; a:S; R:(i:I)(T i)->(S->Set)) ((i:I) (REps (T i) S a (R i))) -> (Eps S a (SRAll I T S R)).
- Intros.
- MApply 'eps_i.
- Unfold SRAll.
- MApply 'rall_i.
- MApply '(H a0).
- Qed.
-
- Theorem srall_eps_e: (I:Set; i:I; T:I->Set) (T i) -> (S:Set; a:S; R:(i:I)(T i)->(S->Set)) (Eps S a (SRAll I T S R)) -> (REps (T i) S a (R i)).
- Intros.
- MCut '(SRAll I T S R a).
- MApply 'eps_e.
- Unfold SRAll in H1.
- MApply '(rall_e I i T).
- MApply 'eps_i.
- Qed.
-
- End infinitary_relative_intersection.
-
- Section infinitary_relative_union.
-
- Theorem srex_eps_i: (I:Set; i:I; S:Set; a:S; T:I->Set; R:(i:I)(T i)->(S->Set)) (REps (T i) S a (R i)) -> (Eps S a (SREx I T S R)).
- Intros.
- MApply 'eps_i.
- Unfold SREx.
- MApply '(rex_i I i).
- MApply 'eps_i.
- MApply '(reps_e (T i) S a (R i)).
- Qed.
-
- Theorem srex_eps_e: (I:Set; T:I->Set; S:Set; a:S; R:(i:I)(T i)->(S->Set)) (Eps S a (SREx I T S R)) -> (LEx I [i](REps (T i) S a (R i))).
- Intros.
- MCut '(SREx I T S R a).
- MApply 'eps_e.
- Unfold SREx in H0.
- MApply '(rex_e I T [i:I](REps (T i) S a (R i))).
- MApply '(lex_i I a0).
- Qed.
-
- Theorem srex_sbe: (I:Set; V,W:I->Set; S:Set; F:I->S->Set) (SbE I V W) -> (SbE S (SREx I V S [i;_](F i)) (SREx I W S [i;_](F i))).
- Intros.
- MApply 'sbe_i.
- MCut '(LEx I [i:?](REps (V i) S a [_:?](F i))).
- MApply '(srex_eps_e I V S a [i:?; _:(V i)](F i)).
- MElim 'H1 'lex_e.
- MApply '(srex_eps_i I a0).
- MCut '(W a0).
- MApply 'eps_e.
- MApply '(sbe_e I V).
- MApply 'eps_i.
- MApply '(reps_e (V a0) S a [_:(V a0)](F a0)).
- MApply '(reps_i (W a0) H2).
- MApply '(reps_e (V a0) S a [_:(V a0)](F a0)).
- Qed.
-
- Theorem srex_sing_e: (S:Set; U:S->Set) (SbE S (SREx S U S [a;_](Sing S a)) U).
- Intros.
- MApply 'sbe_i.
- MCut '(LEx S [b:?](REps (U b) S a [_:?](Sing S b))).
- MApply '(srex_eps_e S U S a [a0:S; _:(U a0)](Sing S a0)).
- MElim 'H0 'lex_e.
- MApply '(reps_e (U a0) S a [_:(U a0)](Sing S a0)).
- MCut '(Id S a0 a).
- MApply 'sing_eps_e.
- MApply '(id_repl S a a0).
- MApply 'eps_i.
- Qed.
-
- Theorem srex_sing_i: (S:Set; U:S->Set) (SbE S U (SREx S U S [a;_](Sing S a))).
- Intros.
- MApply 'sbe_i.
- MApply '(srex_eps_i S a).
- MCut '(U a).
- MApply 'eps_e.
- MApply '(reps_i (U a) H0).
- MApply 'sing_eps_i.
- Qed.
-
- Theorem srex_sing: (S:Set; U:S->Set) (SEq S (SREx S U S [a;_](Sing S a)) U).
- Intros.
- MApply 'seq_sbe_i.
- MApply 'srex_sing_e.
- MApply 'srex_sing_i.
- Qed.
-
- End infinitary_relative_union.
-
-End Subset_Relative_Operations_Results.
-
+++ /dev/null
-Require Export Standard.
-
-Section Fin_Definitions.
-
- Section finite_sets.
-
- Definition Fin: N -> Set := (NatFam [_]Set Empty [_](LOr One)).
-
-(* Constructors: first element, next element *)
- Definition ffe: (n:N) (Fin (succ n)).
- Intros.
- MApply '(in_l One (Fin n) tt).
- Defined.
-
- Definition fne: (n:N) (Fin n) -> (Fin (succ n)).
- Intros.
- MApply '(in_r One (Fin n)).
- Defined.
-
-(* Eliminator *)
- Definition finrec: (n:N; P:(Fin (succ n))->Set) (P (ffe n)) -> ((a:(Fin n))(P (fne n a))) -> (p:(Fin (succ n))) (P p).
- Intros.
- MElim 'p '(when One (Fin n)).
- MElim 's 'onerec.
- MApply '(H0 t).
- Defined.
-
-(* Predecessor *)
- Definition fpe: (n:N) (Fin (succ (succ n))) -> (Fin (succ n)).
- Intros.
- MElim 'H '(finrec (succ n)).
- MApply '(ffe n).
- Defined.
-
-(* Injection of (Fin (succ n)) in N *)
- Definition fn: (n:N) (Fin (succ n)) -> N := (natrec [m](Fin (succ m))->N [_]zero [m;p](finrec (succ m) [_]N zero [a](succ (p a)))).
-(*
- Intros n.
- Elim n using natrec.
- Intros.
- Exact zero.
- Intros.
- Apply H.
- Apply fpe.
- Apply H0.
-*)
-
-(* Surjection of N in (Fin (succ n)): (ffe n) returned if m >= n *)
- Definition nf: (n,m:N) (Fin (succ n)) := (natrec [m]N->(Fin (succ m)) [_](ffe zero) [n';p](natrec [_](Fin (succ (succ n'))) (ffe (succ n')) [m';p'](fne (succ n') (p m')))).
-
-(* Left injection of (Fin m) -> (Fin (add m n)) *)
- Definition fil: (m,n:N) (Fin m) -> (Fin (add m n)) :=
- (natrec [m](n:N) (Fin m) -> (Fin (add m n))
- [n](efq [_](Fin (add zero n)))
- [m';_](natrec [n](Fin (succ m')) -> (Fin (add (succ m') n))
- [a]a [n';_;a](nf (add (succ m') n') (fn m' a)))).
-
-(* Right injection of (Fin n) -> (Fin (add m n)) *)
- Definition fir: (m,n:N) (Fin n) -> (Fin (add m n)) :=
- [m](natrec [n](Fin n) -> (Fin (add m n))
- (efq [_](Fin m))
- [n';_;a](nf (add m n') (add (fn n' a) m))).
-
- End finite_sets.
-
- Section explicit_finite_domain_functions.
-
- Definition xfdf_list: (S:Set; n:N) ((Fin n) -> S) -> (List S) := [S](natrec [m]((Fin m)->S)->(List S) [_](empty S) [m;p;f](fr S (p [k](f (fne m k))) (f (ffe m)))).
-
- Definition xfdf_add': (S:Set; m:N) ((Fin (succ m))->S) -> (n:N) ((Fin (succ n))->S) -> (Fin (add_three (succ m) n one)) -> S :=
- [S;m;v;n;w;a](ite [_]S (w (nf n (sub (fn (add (succ m) n) a) (succ m))))
- (v (nf m (fn (add (succ m) n) a)))
- (b_le (fn (add (succ m) n) a) m)).
-
- Definition xfdf_add: (S:Set; m:N) ((Fin m)->S) -> (n:N) ((Fin n)->S) -> (Fin (add m n)) -> S :=
- [S](natrec [m]((Fin m)->S) -> (n:N) ((Fin n)->S) -> (Fin (add m n)) -> S
- [_](natrec [n]((Fin n)->S) -> (Fin (add zero n)) -> S
- [w]w [n';_;w;a](w (nf n' (fn (add zero n') a))))
- [m';_;v](natrec [n]((Fin n)->S) -> (Fin (add (succ m') n)) -> S
- [_]v [n';_](xfdf_add' S m' v n'))).
-
- End explicit_finite_domain_functions.
-
- Section finite_domain_functions.
-
- Definition FDF: Set -> Set := [S](Sigma N [n](Fin n)->S).
-
- Definition fdf_i: (S:Set; n:N) ((Fin n)->S) -> (FDF S) := [S](pair N [n](Fin n)->S).
-
- Definition fdf_e: (S:Set; P:(FDF S)->Set) ((n:N; f:(Fin n)->S) (P (fdf_i S n f))) -> (v:(FDF S))(P v) :=
- [S:Set](psplit N [n](Fin n)->S).
-
- Definition fdf_n: (S:Set) (FDF S) -> N := [S](fdf_e S [_]N [a;_]a).
-
- Definition fdf_f: (S:Set; v:(FDF S)) (Fin (fdf_n S v)) -> S := [S](fdf_e S [p](Fin (fdf_n S p))->S [_;p]p).
-
- Definition fdf_empty: (S:Set) (FDF S) := [S](fdf_i S zero (efq [_]S)).
-
- Definition fdf_fr: (S:Set) (FDF S) -> S -> (FDF S) := [S;v;a](fdf_i S (succ (fdf_n S v)) (when One (Fin (fdf_n S v)) [_]S [_]a (fdf_f S v))).
-(*
- Definition lfdf: (S:Set) (List S) -> (FDF S) := [S](listrec S [_](FDF S) (fdf_empty S) [_](fdf_fr S)).
-*)
- Definition fdfl: (S:Set) (FDF S) -> (List S) := [S](fdf_e S [_](List S) (xfdf_list S)).
-
- Definition fdf_add: (S:Set) (FDF S) -> (FDF S) -> (FDF S) := [S;v;w](fdf_i S (add (fdf_n S v) (fdf_n S w)) (xfdf_add S (fdf_n S v) (fdf_f S v) (fdf_n S w) (fdf_f S w))).
-
- End finite_domain_functions.
-
-End Fin_Definitions.
-
-Section Fin_Results.
-
- Section fin_results.
-
-(* Immediate result used for reference
- Theorem fpe_fne: (n:N; a:(Fin (succ n))) (Id (Fin (succ n)) (fpe n (fne (succ n) a)) a).
-*)
- Theorem fne_ini: (n:N; a,b:(Fin n)) (Id (Fin (succ n)) (fne n a) (fne n b)) -> (Id (Fin n) a b).
- Intros n.
- Elim n using natrec.
- Intros.
- MElim a efq.
- Intros.
- MApply '(id_repl (Fin (succ n0)) a (fpe n0 (fne (succ n0) a))).
- MApply '(id_repl (Fin (succ n0)) b (fpe n0 (fne (succ n0) b))).
- MApply '(id_comp (Fin (succ (succ n0))) (Fin (succ n0)) (fpe n0)).
- Qed.
-
- Theorem fn_le: (n:N; a:(Fin (succ n))) (LE (fn n a) n).
- Intros n.
- Elim n using natrec; Intros.
- MApply 'le_r.
- MElim 'a '(finrec (succ n0)).
- MApply 'le_wf.
- MApply 'le_comp_succ.
- MApply '(H a0).
- Qed.
-
- Theorem nfn': (n:N; a:(Fin (succ n)); m:N) (LE m n) -> (Id (Fin (succ n)) (nf n m) a) -> (Id N (fn n a) m).
- Intros n.
- Elim n using natrec.
- Intros; Simpl.
- MApply 'id_comm.
- MApply '(le_zero m).
- Intros n' H a m.
- Elim a using (finrec (succ n')).
- MElim 'm 'natrec.
- MCut 'Empty.
- Unfold fne in H2.
- MApply '(lor_p4 One (Fin (succ n')) tt (nf n' n0)).
- MElim 'H3 'efq.
- Intros a'.
- Elim m using natrec.
- Simpl.
- Intros.
- MCut 'Empty.
- MApply '(lor_p4 One (Fin (succ n')) tt a').
- MElim 'H2 'efq.
- Intros.
- Simpl.
- MApply '(id_comp N).
- Change (Id N (fn n' a') n0).
- MApply '(H a' n0).
- Simpl in H2.
- Change (Id (Fin (succ (succ n'))) (fne (succ n') (nf n' n0)) (fne (succ n') a')) in H2.
- MApply 'fne_ini.
- Qed.
-
- Theorem nfn: (n:N; m:N) (LE m n) -> (Id N (fn n (nf n m)) m).
- Intros.
- MApply 'nfn'.
- Qed.
-
- Theorem fnf_fne: (n:N; a:(Fin n)) (Id (Fin (succ n)) (nf n (fn n (fne n a))) (fne n a)).
- Intros n.
- Elim n using natrec; Intros.
- MElim 'a 'efq.
- Elim a using (finrec n0); Intros.
- MElim 'n0 'natrec.
- MSimpl.
- MApply '(id_comp (Fin (succ n0))).
- MApply '(H a0).
- Qed.
-
- Theorem fnf: (n:N; a:(Fin (succ n))) (Id (Fin (succ n)) (nf n (fn n a)) a).
- Intros.
- Elim a using (finrec n); Intros.
- MElim 'n 'natrec.
- MApply 'fnf_fne.
- Qed.
-
- End fin_results.
-
- Section xfdf_results.
-
- Theorem xfdfl_lin: (S:Set; n:N; a:(Fin n); v:(Fin n)->S) (LIn S (v a) (xfdf_list S n v)).
- Intros S n.
- Elim n using natrec; Intros.
- MElim a efq.
- MSimpl.
- MApply 'lin_fr_i.
- MElim 'a '(finrec n0).
- MApply 'in_r.
- MApply 'in_l.
- MApply '(H a0 [k:(Fin n0)](v (fne n0 k))).
- Qed.
-
- Theorem xfdfa_fil: (S:Set; m:N; a:(Fin m); v:(Fin m)->S; n:N; w:(Fin n)->S) (Id S (xfdf_add S m v n w (fil m n a)) (v a)).
- Intros S m.
- Elim m using natrec.
- Intros a.
- Elim a using efq.
- Intros m' H a v n.
- Elim n using natrec.
- Intros.
- MApply 'id_r.
- Intros n' H0 w.
- Simpl.
- MCut '(LE (fn m' a) (add (succ m') n')).
- MApply '(le_trans m').
- MApply 'fn_le.
- MApply '(id_repl N (add (succ m') n') (add_three m' n' one)).
- MApply 'id_comm.
- MApply '(add_succ m' n').
- MApply '(le_add m' (succ n')).
- Unfold xfdf_add'.
- MApply '(id_repl Boole (b_le (fn (add (succ m') n') (nf (add (succ m') n') (fn m' a))) m') true).
- MApply 'id_comm.
- Fold (LE (fn (add (succ m') n') (nf (add (succ m') n') (fn m' a))) m').
- MApply '(id_repl N (fn (add (succ m') n') (nf (add (succ m') n') (fn m' a))) (fn m' a)).
- MApply 'id_comm.
- MApply 'nfn.
- MApply 'fn_le.
- Simpl.
- MApply '(id_comp (Fin (succ m'))).
- MApply '(id_repl N (fn (add (succ m') n') (nf (add (succ m') n') (fn m' a))) (fn m' a)).
- MApply 'id_comm.
- MApply 'nfn.
- MApply 'fnf.
- Qed.
-
- Theorem xfdfa_fir: (S:Set; m:N; v:(Fin m)->S; n:N; a:(Fin n); w:(Fin n)->S) (Id S (xfdf_add S m v n w (fir m n a)) (w a)).
- Intros S m.
- Elim m using natrec.
- Intros v n.
- Elim n using natrec.
- Intros a.
- Elim a using efq.
- Intros n' H a w.
- MSimpl.
- MApply '(id_comp (Fin (succ n'))).
- MApply '(id_repl N (fn (add zero n') (nf (add zero n') (fn n' a))) (fn n' a)).
- MApply 'id_comm.
- MApply 'nfn.
- MApply '(le_trans n').
- MApply 'fn_le.
- MApply '(id_repl N (add zero n') n').
- MApply '(add_comm n' zero).
- MApply 'le_r.
- MApply 'fnf.
- Intros m' H v n.
- Elim n using natrec.
- Intros a.
- Elim a using efq.
- Intros n' H' a w.
- (MSimpl; Apply succ_fold). (**)
- MCut '(LE (succ (add (fn n' a) m')) (add (succ m') n')).
- MApply '(id_repl N (add (succ m') n') (succ (add m' n'))).
- MApply 'id_comm.
- MApply 'add_succ.
- MApply 'le_comp_succ.
- MApply '(id_repl N (add m' n') (add n' m')).
- MApply 'add_comm.
- MApply 'le_comp_add.
- MApply 'fn_le.
- Unfold xfdf_add'.
- MApply '(id_repl Boole (b_le (fn (add (succ m') n') (nf (add (succ m') n') (succ (add (fn n' a) m')))) m') false).
- MApply 'id_comm.
- Fold (GT (fn (add (succ m') n') (nf (add (succ m') n') (succ (add (fn n' a) m')))) m').
- MApply 'le_gt.
- MApply '(id_repl N (fn (add (succ m') n') (nf (add (succ m') n') (succ (add (fn n' a) m')))) (succ (add (fn n' a) m'))).
- MApply 'id_comm.
- MApply 'nfn.
- MApply 'le_comp_succ.
- MApply '(id_repl N (add (fn n' a) m') (add m' (fn n' a))).
- MApply 'add_comm.
- MApply 'le_add.
- MSimpl.
- MApply 'pred_fold.
- MApply '(id_comp (Fin (succ n'))).
- MApply '(id_repl N (sub (pred (fn (add (succ m') n') (nf (add (succ m') n') (succ (add (fn n' a) m'))))) m') (fn n' a)).
- MApply 'id_comm.
- MApply 'add_sub_e.
- MApply 'succ_pred_e.
- MApply '(id_repl N (add m' (fn n' a)) (add (fn n' a) m')).
- MApply 'add_comm.
- MApply 'nfn.
- MApply 'fnf.
- Qed.
-
- End xfdf_results.
-
-End Fin_Results.
-
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR ANNOTATED OBJECTS: -->
-<!-- First draft: June 2000, Claudio Sacerdoti Coen -->
-<!--*****************************************************************-->
-
-<!ENTITY % annotation '(#PCDATA|node|attribute)*'>
-
-<!ELEMENT Annotations (Annotation)*>
-<!ATTLIST Annotations
- of CDATA #REQUIRED>
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-<!ELEMENT Annotation %annotation;>
-<!ATTLIST Annotation
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-<!-- Annotations: -->
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-<!ATTLIST attribute
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- child NMTOKEN #IMPLIED
- grandchild NMTOKEN #IMPLIED>
-
-<!ELEMENT node EMPTY>
-<!ATTLIST node
- id NMTOKEN #REQUIRED>
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!-- DTD for backward pointers metadata. For every object, it lists -->
-<!-- all the other objects directly depending on it. -->
-
-<!ELEMENT rdf:RDF (h:Object)>
-<!ATTLIST rdf:RDF
- xml:lang CDATA #REQUIRED
- xmlns:rdf CDATA #FIXED "http://www.w3.org/1999/02/22-rdf-syntax-ns#"
- xmlns:h CDATA #FIXED "http://www.cs.unibo.it/helm/schemas/mattone.rdf#">
-
-<!ELEMENT h:Object (h:backPointer)*>
-<!ATTLIST h:Object
- rdf:about CDATA #REQUIRED>
-
-<!ELEMENT h:backPointer (h:Occurrence)>
-
-<!ELEMENT h:Occurrence (h:position,h:occurrence)>
-
-<!-- Either MainHypothesis or InHypothesis or InConclusion or -->
-<!-- MainConclusion or InBody. -->
-<!ELEMENT h:position (#PCDATA)>
-
-<!ELEMENT h:occurrence (#PCDATA)>
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- DTD FOR CIC OBJECTS: -->
-
-<!-- CIC term declaration -->
-
-<!ENTITY % term '(LAMBDA|CAST|PROD|REL|SORT|APPLY|VAR|META|IMPLICIT|CONST|
- LETIN|MUTIND|MUTCONSTRUCT|MUTCASE|FIX|COFIX|instantiate)'>
-
-<!-- CIC sorts -->
-
-<!ENTITY % sort '(Prop|Set|Type|CProp)'>
-
-<!-- CIC sequents -->
-
-<!ENTITY % sequent '((Decl|Def|Hidden)*,Goal)'>
-
-<!-- CIC objects: -->
-
-<!-- CSC: so far params is equal to the one of the only body. -->
-<!ELEMENT ConstantType (attributes?,%term;)>
-<!ATTLIST ConstantType
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- of CDATA #REQUIRED
- id ID #REQUIRED>
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-<!ELEMENT InductiveDefinition (attributes?,InductiveType+)>
-<!ATTLIST InductiveDefinition
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-
-<!ELEMENT Variable (attributes?,body?,type)>
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- id ID #REQUIRED>
-
-<!ELEMENT attributes ((class,generated?)|(generated,class?))?>
-
-<!ELEMENT generated EMPTY>
-
-<!-- the fields are allowed only when @value = "record"
- the SORT is allowed only when @value = "elim" -->
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-<!ELEMENT VAR EMPTY>
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-
-<!-- The substitutions are ordered by increasing DeBrujin -->
-<!-- index. An empty substitution means that that index is -->
-<!-- not accessible. -->
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-
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-
-<!ELEMENT body %term;>
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR CIC OBJECTS AT LEVEL OF MATHML CONTENT: -->
-<!-- First draft: March 21, Claudio Sacerdoti Coen, Irene Schena -->
-<!--*****************************************************************-->
-
-<!ENTITY % mathml SYSTEM "mathml2.dtd">
-
-%mathml;
-
-<!ENTITY % term '(annotation|%math.qname;)'>
-
-<!-- Terms: -->
-
-<!ELEMENT annotation (#PCDATA|annotation|%math.qname;)*>
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-
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-
-<!ELEMENT Conjecture %term;>
-<!ATTLIST Conjecture
- no NMTOKEN #REQUIRED>
-
-<!ELEMENT Constructor %term;>
-<!ATTLIST Constructor
- name CDATA #REQUIRED>
-
-<!ELEMENT Param %term;>
-<!ATTLIST Param
- name CDATA #REQUIRED>
-
-<!ELEMENT Params (param)*>
-
-<!ELEMENT param %term;>
-
-<!ELEMENT Decl %term;>
-<!ATTLIST Decl
- name CDATA #REQUIRED>
-
-<!ELEMENT Def %term;>
-<!ATTLIST Def
- name CDATA #REQUIRED>
-
-<!ELEMENT Goal %term;>
-
-<!-- Sintactic sugar for CIC objects: -->
-
-<!ELEMENT type %term;>
-
-<!ELEMENT arity %term;>
-
-<!ELEMENT body %term;>
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR INNER TYPES: -->
-<!-- First draft: November 11 2000, Claudio Sacerdoti Coen -->
-<!--*****************************************************************-->
-
-<!ENTITY % cicdtd SYSTEM "cic.dtd">
-
-%cicdtd;
-
-<!ELEMENT InnerTypes (TYPE*)>
-<!ATTLIST InnerTypes
- of CDATA #REQUIRED>
-
-<!ELEMENT TYPE (synthesized,expected?)>
-<!ATTLIST TYPE
- of NMTOKEN #REQUIRED>
-
-<!ELEMENT synthesized %term;>
-
-<!ELEMENT expected %term;>
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!-- DTD for forward pointers metadata. For every object, it lists -->
-<!-- all the other objects it depends on. -->
-
-<!ELEMENT rdf:RDF (h:Object)>
-<!ATTLIST rdf:RDF
- xml:lang CDATA #REQUIRED
- xmlns:rdf CDATA #FIXED "http://www.w3.org/1999/02/22-rdf-syntax-ns#"
- xmlns:h CDATA #FIXED "http://www.cs.unibo.it/helm/schemas/mattone.rdf#">
-
-<!ELEMENT h:Object (h:refObj)*>
-<!ATTLIST h:Object
- rdf:about CDATA #REQUIRED>
-
-<!ELEMENT h:refObj (h:Occurrence)>
-
-<!ELEMENT h:Occurrence (h:position,h:occurrence)>
-
-<!-- Either MainHypothesis or InHypothesis or InConclusion or -->
-<!-- MainConclusion or InBody. -->
-<!ELEMENT h:position (#PCDATA)>
-
-<!ELEMENT h:occurrence (#PCDATA)>
+++ /dev/null
-
-<!--
- File isoamsa.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY angzarr "⍼" ><!--angle with down zig-zag arrow -->
-<!ENTITY cirmid "⫯" ><!--circle, mid below -->
-<!ENTITY cudarrl "⤸" ><!--left, curved, down arrow -->
-<!ENTITY cudarrr "⤵" ><!--right, curved, down arrow -->
-<!ENTITY cularr "↶" ><!--/curvearrowleft A: left curved arrow -->
-<!ENTITY cularrp "⤽" ><!--curved left arrow with plus -->
-<!ENTITY curarr "↷" ><!--/curvearrowright A: rt curved arrow -->
-<!ENTITY curarrm "⤼" ><!--curved right arrow with minus -->
-<!ENTITY dArr "⇓" ><!--/Downarrow A: down dbl arrow -->
-<!ENTITY Darr "↡" ><!--down two-headed arrow -->
-<!ENTITY ddarr "⇊" ><!--/downdownarrows A: two down arrows -->
-<!ENTITY DDotrahd "⤑" ><!--right arrow with dotted stem -->
-<!ENTITY dfisht "⥿" ><!--down fish tail -->
-<!ENTITY dHar "⥥" ><!--down harpoon-left, down harpoon-right -->
-<!ENTITY dharl "⇃" ><!--/downharpoonleft A: dn harpoon-left -->
-<!ENTITY dharr "⇂" ><!--/downharpoonright A: down harpoon-rt -->
-<!ENTITY duarr "⇵" ><!--down arrow, up arrow -->
-<!ENTITY duhar "⥯" ><!--down harp, up harp -->
-<!ENTITY dzigrarr "⇝" ><!--right long zig-zag arrow -->
-<!ENTITY erarr "⥱" ><!--equal, right arrow below -->
-<!ENTITY harr "↔" ><!--/leftrightarrow A: l&r arrow -->
-<!ENTITY hArr "⇔" ><!--/Leftrightarrow A: l&r dbl arrow -->
-<!ENTITY harrcir "⥈" ><!--left and right arrow with a circle -->
-<!ENTITY harrw "↭" ><!--/leftrightsquigarrow A: l&r arr-wavy -->
-<!ENTITY hoarr "⇿" ><!--horizontal open arrow -->
-<!ENTITY imof "⊷" ><!--image of -->
-<!ENTITY lAarr "⇚" ><!--/Lleftarrow A: left triple arrow -->
-<!ENTITY Larr "↞" ><!--/twoheadleftarrow A: -->
-<!ENTITY larrbfs "⤟" ><!--left arrow-bar, filled square -->
-<!ENTITY larrfs "⤝" ><!--left arrow, filled square -->
-<!ENTITY larrhk "↩" ><!--/hookleftarrow A: left arrow-hooked -->
-<!ENTITY larrlp "↫" ><!--/looparrowleft A: left arrow-looped -->
-<!ENTITY larrpl "⤹" ><!--left arrow, plus -->
-<!ENTITY larrsim "⥳" ><!--left arrow, similar -->
-<!ENTITY larrtl "↢" ><!--/leftarrowtail A: left arrow-tailed -->
-<!ENTITY latail "⤙" ><!--left arrow-tail -->
-<!ENTITY lAtail "⤛" ><!--left double arrow-tail -->
-<!ENTITY lbarr "⤌" ><!--left broken arrow -->
-<!ENTITY lBarr "⤎" ><!--left doubly broken arrow -->
-<!ENTITY ldca "⤶" ><!--left down curved arrow -->
-<!ENTITY ldrdhar "⥧" ><!--left harpoon-down over right harpoon-down -->
-<!ENTITY ldrushar "⥋" ><!--left-down-right-up harpoon -->
-<!ENTITY ldsh "↲" ><!--left down angled arrow -->
-<!ENTITY lfisht "⥼" ><!--left fish tail -->
-<!ENTITY lHar "⥢" ><!--left harpoon-up over left harpoon-down -->
-<!ENTITY lhard "↽" ><!--/leftharpoondown A: l harpoon-down -->
-<!ENTITY lharu "↼" ><!--/leftharpoonup A: left harpoon-up -->
-<!ENTITY lharul "⥪" ><!--left harpoon-up over long dash -->
-<!ENTITY llarr "⇇" ><!--/leftleftarrows A: two left arrows -->
-<!ENTITY llhard "⥫" ><!--left harpoon-down below long dash -->
-<!ENTITY loarr "⇽" ><!--left open arrow -->
-<!ENTITY lrarr "⇆" ><!--/leftrightarrows A: l arr over r arr -->
-<!ENTITY lrhar "⇋" ><!--/leftrightharpoons A: l harp over r -->
-<!ENTITY lrhard "⥭" ><!--right harpoon-down below long dash -->
-<!ENTITY lsh "↰" ><!--/Lsh A: -->
-<!ENTITY lurdshar "⥊" ><!--left-up-right-down harpoon -->
-<!ENTITY luruhar "⥦" ><!--left harpoon-up over right harpoon-up -->
-<!ENTITY map "↦" ><!--/mapsto A: -->
-<!ENTITY Map "⤅" ><!--twoheaded mapsto -->
-<!ENTITY midcir "⫰" ><!--mid, circle below -->
-<!ENTITY mumap "⊸" ><!--/multimap A: -->
-<!ENTITY nearhk "⤤" ><!--NE arrow-hooked -->
-<!ENTITY nearr "↗" ><!--/nearrow A: NE pointing arrow -->
-<!ENTITY neArr "⇗" ><!--NE pointing dbl arrow -->
-<!ENTITY nesear "⤨" ><!--/toea A: NE & SE arrows -->
-<!ENTITY nharr "↮" ><!--/nleftrightarrow A: not l&r arrow -->
-<!ENTITY nhArr "⇎" ><!--/nLeftrightarrow A: not l&r dbl arr -->
-<!ENTITY nlarr "↚" ><!--/nleftarrow A: not left arrow -->
-<!ENTITY nlArr "⇍" ><!--/nLeftarrow A: not implied by -->
-<!ENTITY nrarr "↛" ><!--/nrightarrow A: not right arrow -->
-<!ENTITY nrArr "⇏" ><!--/nRightarrow A: not implies -->
-<!ENTITY nrarrc "⤳̸" ><!--not right arrow-curved -->
-<!ENTITY nrarrw "↝̸" ><!--not right arrow-wavy -->
-<!ENTITY nvHarr "⇎" ><!--not, vert, left and right double arrow -->
-<!ENTITY nvlArr "⇍" ><!--not, vert, left double arrow -->
-<!ENTITY nvrArr "⇏" ><!--not, vert, right double arrow -->
-<!ENTITY nwarhk "⤣" ><!--NW arrow-hooked -->
-<!ENTITY nwarr "↖" ><!--/nwarrow A: NW pointing arrow -->
-<!ENTITY nwArr "⇖" ><!--NW pointing dbl arrow -->
-<!ENTITY nwnear "⤧" ><!--NW & NE arrows -->
-<!ENTITY olarr "↺" ><!--/circlearrowleft A: l arr in circle -->
-<!ENTITY orarr "↻" ><!--/circlearrowright A: r arr in circle -->
-<!ENTITY origof "⊶" ><!--original of -->
-<!ENTITY rAarr "⇛" ><!--/Rrightarrow A: right triple arrow -->
-<!ENTITY Rarr "↠" ><!--/twoheadrightarrow A: -->
-<!ENTITY rarrap "⥵" ><!--approximate, right arrow above -->
-<!ENTITY rarrbfs "⤠" ><!--right arrow-bar, filled square -->
-<!ENTITY rarrc "⤳" ><!--right arrow-curved -->
-<!ENTITY rarrfs "⤞" ><!--right arrow, filled square -->
-<!ENTITY rarrhk "↪" ><!--/hookrightarrow A: rt arrow-hooked -->
-<!ENTITY rarrlp "↬" ><!--/looparrowright A: rt arrow-looped -->
-<!ENTITY rarrpl "⥅" ><!--right arrow, plus -->
-<!ENTITY rarrsim "⥴" ><!--right arrow, similar -->
-<!ENTITY rarrtl "↣" ><!--/rightarrowtail A: rt arrow-tailed -->
-<!ENTITY Rarrtl "⤖" ><!--right two-headed arrow with tail -->
-<!ENTITY rarrw "⇝" ><!--/rightsquigarrow A: rt arrow-wavy -->
-<!ENTITY ratail "↣" ><!--right arrow-tail -->
-<!ENTITY rAtail "⤜" ><!--right double arrow-tail -->
-<!ENTITY rbarr "⤍" ><!--/bkarow A: right broken arrow -->
-<!ENTITY rBarr "⤏" ><!--/dbkarow A: right doubly broken arrow -->
-<!ENTITY RBarr "⤐" ><!--/drbkarow A: twoheaded right broken arrow -->
-<!ENTITY rdca "⤷" ><!--right down curved arrow -->
-<!ENTITY rdldhar "⥩" ><!--right harpoon-down over left harpoon-down -->
-<!ENTITY rdsh "↳" ><!--right down angled arrow -->
-<!ENTITY rfisht "⥽" ><!--right fish tail -->
-<!ENTITY rHar "⥤" ><!--right harpoon-up over right harpoon-down -->
-<!ENTITY rhard "⇁" ><!--/rightharpoondown A: rt harpoon-down -->
-<!ENTITY rharu "⇀" ><!--/rightharpoonup A: rt harpoon-up -->
-<!ENTITY rharul "⥬" ><!--right harpoon-up over long dash -->
-<!ENTITY rlarr "⇄" ><!--/rightleftarrows A: r arr over l arr -->
-<!ENTITY rlhar "⇌" ><!--/rightleftharpoons A: r harp over l -->
-<!ENTITY roarr "⇾" ><!--right open arrow -->
-<!ENTITY rrarr "⇉" ><!--/rightrightarrows A: two rt arrows -->
-<!ENTITY rsh "↱" ><!--/Rsh A: -->
-<!ENTITY ruluhar "⥨" ><!--right harpoon-up over left harpoon-up -->
-<!ENTITY searhk "⤥" ><!--/hksearow A: SE arrow-hooken -->
-<!ENTITY searr "↘" ><!--/searrow A: SE pointing arrow -->
-<!ENTITY seArr "⇘" ><!--SE pointing dbl arrow -->
-<!ENTITY seswar "⤩" ><!--/tosa A: SE & SW arrows -->
-<!ENTITY simrarr "⥲" ><!--similar, right arrow below -->
-<!ENTITY slarr "←⁣" ><!--short left arrow -->
-<!ENTITY srarr "→⁣" ><!--short right arrow -->
-<!ENTITY swarhk "⤦" ><!--/hkswarow A: SW arrow-hooked -->
-<!ENTITY swarr "↙" ><!--/swarrow A: SW pointing arrow -->
-<!ENTITY swArr "⇙" ><!--SW pointing dbl arrow -->
-<!ENTITY swnwar "⤪" ><!--SW & NW arrows -->
-<!ENTITY uArr "⇑" ><!--/Uparrow A: up dbl arrow -->
-<!ENTITY Uarr "↟" ><!--up two-headed arrow -->
-<!ENTITY Uarrocir "⥉" ><!--up two-headed arrow above circle -->
-<!ENTITY udarr "⇅" ><!--up arrow, down arrow -->
-<!ENTITY udhar "⥮" ><!--up harp, down harp -->
-<!ENTITY ufisht "⥾" ><!--up fish tail -->
-<!ENTITY uHar "⥣" ><!--up harpoon-left, up harpoon-right -->
-<!ENTITY uharl "↿" ><!--/upharpoonleft A: up harpoon-left -->
-<!ENTITY uharr "↾" ><!--/upharpoonright /restriction A: up harp-r -->
-<!ENTITY uuarr "⇈" ><!--/upuparrows A: two up arrows -->
-<!ENTITY varr "↕" ><!--/updownarrow A: up&down arrow -->
-<!ENTITY vArr "⇕" ><!--/Updownarrow A: up&down dbl arrow -->
-<!ENTITY xharr "↔" ><!--/longleftrightarrow A: long l&r arr -->
-<!ENTITY xhArr "⇔" ><!--/Longleftrightarrow A: long l&r dbl arr -->
-<!ENTITY xlarr "←" ><!--/longleftarrow A: long left arrow -->
-<!ENTITY xlArr "⇐" ><!--/Longleftarrow A: long l dbl arrow -->
-<!ENTITY xmap "↦" ><!--/longmapsto A: -->
-<!ENTITY xrarr "→" ><!--/longrightarrow A: long right arrow -->
-<!ENTITY xrArr "⇒" ><!--/Longrightarrow A: long rt dbl arr -->
-<!ENTITY zigrarr "⇝" ><!--right zig-zag arrow -->
+++ /dev/null
-
-<!--
- File isoamsb.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY ac "⤏" ><!--most positive -->
-<!ENTITY acE "⧛" ><!--most positive, two lines below -->
-<!ENTITY amalg "⨿" ><!--/amalg B: amalgamation or coproduct -->
-<!ENTITY barvee "⊽" ><!--bar, vee -->
-<!ENTITY barwed "⊼" ><!--/barwedge B: logical and, bar above -->
-<!ENTITY Barwed "⌆" ><!--/doublebarwedge B: log and, dbl bar above -->
-<!ENTITY bsolb "⧅" ><!--reverse solidus in square -->
-<!ENTITY Cap "⋒" ><!--/Cap /doublecap B: dbl intersection -->
-<!ENTITY capand "⩄" ><!--intersection, and -->
-<!ENTITY capbrcup "⩉" ><!--intersection, bar, union -->
-<!ENTITY capcap "⩋" ><!--intersection, intersection, joined -->
-<!ENTITY capcup "⩇" ><!--intersection above union -->
-<!ENTITY capdot "⩀" ><!--intersection, with dot -->
-<!ENTITY caps "∩⁣" ><!--intersection, serifs -->
-<!ENTITY ccaps "⩍" ><!--closed intersection, serifs -->
-<!ENTITY ccups "⩌" ><!--closed union, serifs -->
-<!ENTITY ccupssm "⩐" ><!--closed union, serifs, smash product -->
-<!ENTITY coprod "∐" ><!--/coprod L: coproduct operator -->
-<!ENTITY Cup "⋓" ><!--/Cup /doublecup B: dbl union -->
-<!ENTITY cupbrcap "⩈" ><!--union, bar, intersection -->
-<!ENTITY cupcap "⩆" ><!--union above intersection -->
-<!ENTITY cupcup "⩊" ><!--union, union, joined -->
-<!ENTITY cupdot "⊍" ><!--union, with dot -->
-<!ENTITY cupor "⩅" ><!--union, or -->
-<!ENTITY cups "∪⁣" ><!--union, serifs -->
-<!ENTITY cuvee "⋎" ><!--/curlyvee B: curly logical or -->
-<!ENTITY cuwed "⋏" ><!--/curlywedge B: curly logical and -->
-<!ENTITY dagger "†" ><!--/dagger B: dagger relation -->
-<!ENTITY Dagger "‡" ><!--/ddagger B: double dagger relation -->
-<!ENTITY diam "⋄" ><!--/diamond B: open diamond -->
-<!ENTITY divonx "⋇" ><!--/divideontimes B: division on times -->
-<!ENTITY eplus "⩱" ><!--equal, plus -->
-<!ENTITY hercon "⊹" ><!--hermitian conjugate matrix -->
-<!ENTITY intcal "⊺" ><!--/intercal B: intercal -->
-<!ENTITY iprod "⨼" ><!--/intprod -->
-<!ENTITY loplus "⨭" ><!--plus sign in left half circle -->
-<!ENTITY lotimes "⨴" ><!--multiply sign in left half circle -->
-<!ENTITY lthree "⋋" ><!--/leftthreetimes B: -->
-<!ENTITY ltimes "⋉" ><!--/ltimes B: times sign, left closed -->
-<!ENTITY midast "*" ><!--/ast B: asterisk -->
-<!ENTITY minusb "⊟" ><!--/boxminus B: minus sign in box -->
-<!ENTITY minusd "∸" ><!--/dotminus B: minus sign, dot above -->
-<!ENTITY minusdu "⨪" ><!--minus sign, dot below -->
-<!ENTITY ncap "⩃" ><!--bar, intersection -->
-<!ENTITY ncup "⩂" ><!--bar, union -->
-<!ENTITY oast "⊛" ><!--/circledast B: asterisk in circle -->
-<!ENTITY ocir "⊚" ><!--/circledcirc B: small circle in circle -->
-<!ENTITY odash "⊝" ><!--/circleddash B: hyphen in circle -->
-<!ENTITY odiv "⨸" ><!--divide in circle -->
-<!ENTITY odot "⊙" ><!--/odot B: middle dot in circle -->
-<!ENTITY odsold "⦼" ><!--dot, solidus, dot in circle -->
-<!ENTITY ofcir "⦿" ><!--filled circle in circle -->
-<!ENTITY ogt "⧁" ><!--greater-than in circle -->
-<!ENTITY ohbar "⦵" ><!--circle with horizontal bar -->
-<!ENTITY olcir "⦾" ><!--large circle in circle -->
-<!ENTITY olt "⧀" ><!--less-than in circle -->
-<!ENTITY omid "⦶" ><!--vertical bar in circle -->
-<!ENTITY ominus "⊖" ><!--/ominus B: minus sign in circle -->
-<!ENTITY opar "⦷" ><!--parallel in circle -->
-<!ENTITY operp "⦹" ><!--perpendicular in circle -->
-<!ENTITY oplus "⊕" ><!--/oplus B: plus sign in circle -->
-<!ENTITY osol "⊘" ><!--/oslash B: solidus in circle -->
-<!ENTITY otimes "⊗" ><!--/otimes B: multiply sign in circle -->
-<!ENTITY Otimes "⨷" ><!--multiply sign in double circle -->
-<!ENTITY otimesas "⨶" ><!--multiply sign in circle, circumflex accent -->
-<!ENTITY ovbar "⌽" ><!--circle with vertical bar -->
-<!ENTITY plusacir "⨣" ><!--plus, circumflex accent above -->
-<!ENTITY plusb "⊞" ><!--/boxplus B: plus sign in box -->
-<!ENTITY pluscir "⨢" ><!--plus, small circle above -->
-<!ENTITY plusdo "∔" ><!--/dotplus B: plus sign, dot above -->
-<!ENTITY plusdu "⨥" ><!--plus sign, dot below -->
-<!ENTITY pluse "⩲" ><!--plus, equals -->
-<!ENTITY plussim "⨦" ><!--plus, similar below -->
-<!ENTITY plustwo "⨧" ><!--plus, two; Nim-addition -->
-<!ENTITY prod "∏" ><!--/prod L: product operator -->
-<!ENTITY race "⧚" ><!--reverse most positive, line below -->
-<!ENTITY roplus "⨮" ><!--plus sign in right half circle -->
-<!ENTITY rotimes "⨵" ><!--multiply sign in right half circle -->
-<!ENTITY rthree "⋌" ><!--/rightthreetimes B: -->
-<!ENTITY rtimes "⋊" ><!--/rtimes B: times sign, right closed -->
-<!ENTITY sdot "⋅" ><!--/cdot B: small middle dot -->
-<!ENTITY sdotb "⊡" ><!--/dotsquare /boxdot B: small dot in box -->
-<!ENTITY setmn "∖" ><!--/setminus B: reverse solidus -->
-<!ENTITY simplus "⨤" ><!--plus, similar above -->
-<!ENTITY smashp "⨳" ><!--smash product -->
-<!ENTITY solb "⧄" ><!--solidus in square -->
-<!ENTITY sqcap "⊓" ><!--/sqcap B: square intersection -->
-<!ENTITY sqcaps "⊓⁣" ><!--square intersection, serifs -->
-<!ENTITY sqcup "⊔" ><!--/sqcup B: square union -->
-<!ENTITY sqcups "⊔⁣" ><!--square union, serifs -->
-<!ENTITY ssetmn "∖" ><!--/smallsetminus B: sm reverse solidus -->
-<!ENTITY sstarf "⋆" ><!--/star B: small star, filled -->
-<!ENTITY subdot "⪽" ><!--subset, with dot -->
-<!ENTITY sum "∑" ><!--/sum L: summation operator -->
-<!ENTITY supdot "⪾" ><!--superset, with dot -->
-<!ENTITY timesb "⊠" ><!--/boxtimes B: multiply sign in box -->
-<!ENTITY timesbar "⨱" ><!--multiply sign, bar below -->
-<!ENTITY timesd "⨰" ><!--times, dot -->
-<!ENTITY tridot "◬" ><!--dot in triangle -->
-<!ENTITY triminus "⨺" ><!--minus in triangle -->
-<!ENTITY triplus "⨹" ><!--plus in triangle -->
-<!ENTITY trisb "⧍" ><!--triangle, serifs at bottom -->
-<!ENTITY tritime "⨻" ><!--multiply in triangle -->
-<!ENTITY uplus "⊎" ><!--/uplus B: plus sign in union -->
-<!ENTITY veebar "⊻" ><!--/veebar B: logical or, bar below -->
-<!ENTITY wedbar "⩟" ><!--wedge, bar below -->
-<!ENTITY wreath "≀" ><!--/wr B: wreath product -->
-<!ENTITY xcap "⋂" ><!--/bigcap L: intersection operator -->
-<!ENTITY xcirc "◯" ><!--/bigcirc B: large circle -->
-<!ENTITY xcup "⋃" ><!--/bigcup L: union operator -->
-<!ENTITY xdtri "▽" ><!--/bigtriangledown B: big dn tri, open -->
-<!ENTITY xodot "⊙" ><!--/bigodot L: circle dot operator -->
-<!ENTITY xoplus "⊕" ><!--/bigoplus L: circle plus operator -->
-<!ENTITY xotime "⊗" ><!--/bigotimes L: circle times operator -->
-<!ENTITY xsqcup "⊔" ><!--/bigsqcup L: square union operator -->
-<!ENTITY xuplus "⊎" ><!--/biguplus L: -->
-<!ENTITY xutri "△" ><!--/bigtriangleup B: big up tri, open -->
-<!ENTITY xvee "⋁" ><!--/bigvee L: logical and operator -->
-<!ENTITY xwedge "⋀" ><!--/bigwedge L: logical or operator -->
+++ /dev/null
-
-<!--
- File isoamsc.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY dlcorn "⌞" ><!--/llcorner O: lower left corner -->
-<!ENTITY drcorn "⌟" ><!--/lrcorner C: lower right corner -->
-<!ENTITY gtlPar "⦕" ><!--dbl left parenthesis, greater -->
-<!ENTITY langd "⦑" ><!--left angle, dot -->
-<!ENTITY lbrke "⦋" ><!--left bracket, equal -->
-<!ENTITY lbrksld "⦏" ><!--left bracket, solidus bottom corner -->
-<!ENTITY lbrkslu "⦍" ><!--left bracket, solidus top corner -->
-<!ENTITY lceil "⌈" ><!--/lceil O: left ceiling -->
-<!ENTITY lfloor "⌊" ><!--/lfloor O: left floor -->
-<!ENTITY lmoust "⦘" ><!--/lmoustache -->
-<!ENTITY lparlt "⦓" ><!--O: left parenthesis, lt -->
-<!ENTITY ltrPar "⦖" ><!--dbl right parenthesis, less -->
-<!ENTITY rangd "⦒" ><!--right angle, dot -->
-<!ENTITY rbrke "⦌" ><!--right bracket, equal -->
-<!ENTITY rbrksld "⦎" ><!--right bracket, solidus bottom corner -->
-<!ENTITY rbrkslu "⦐" ><!--right bracket, solidus top corner -->
-<!ENTITY rceil "⌉" ><!--/rceil C: right ceiling -->
-<!ENTITY rfloor "⌋" ><!--/rfloor C: right floor -->
-<!ENTITY rmoust "⦗" ><!--/rmoustache -->
-<!ENTITY rpargt "⦔" ><!--C: right paren, gt -->
-<!ENTITY ulcorn "⌜" ><!--/ulcorner O: upper left corner -->
-<!ENTITY urcorn "⌝" ><!--/urcorner C: upper right corner -->
+++ /dev/null
-
-<!--
- File isoamsn.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY gnap "⪊" ><!--/gnapprox N: greater, not approximate -->
-<!ENTITY gne "≩" ><!--/gneq N: greater, not equals -->
-<!ENTITY gnE "≩" ><!--/gneqq N: greater, not dbl equals -->
-<!ENTITY gnsim "⋧" ><!--/gnsim N: greater, not similar -->
-<!ENTITY gvnE "≩̸" ><!--/gvertneqq N: gt, vert, not dbl eq -->
-<!ENTITY lnap "⪉" ><!--/lnapprox N: less, not approximate -->
-<!ENTITY lne "≨" ><!--/lneq N: less, not equals -->
-<!ENTITY lnE "≨" ><!--/lneqq N: less, not double equals -->
-<!ENTITY lnsim "⋦" ><!--/lnsim N: less, not similar -->
-<!ENTITY lvnE "≨̸" ><!--/lvertneqq N: less, vert, not dbl eq -->
-<!ENTITY nap "≉" ><!--/napprox N: not approximate -->
-<!ENTITY napE "⩰̸" ><!--not approximately equal or equal to -->
-<!ENTITY napid "≋̸" ><!--not approximately identical to -->
-<!ENTITY ncong "≇" ><!--/ncong N: not congruent with -->
-<!ENTITY ncongdot "⩭̸" ><!--not congruent, dot -->
-<!ENTITY nequiv "≢" ><!--/nequiv N: not identical with -->
-<!ENTITY nge "≱⃥" ><!--/ngeq N: not greater-than-or-equal -->
-<!ENTITY ngE "≱" ><!--/ngeqq N: not greater, dbl equals -->
-<!ENTITY nges "≱" ><!--/ngeqslant N: not gt-or-eq, slanted -->
-<!ENTITY nGg "⋙̸" ><!--not triple greater than -->
-<!ENTITY ngsim "≵" ><!--not greater, similar -->
-<!ENTITY ngt "≯" ><!--/ngtr N: not greater-than -->
-<!ENTITY nGt "≫̸" ><!--not, vert, much greater than -->
-<!ENTITY nGtv "≫̸⁣" ><!--not much greater than, variant -->
-<!ENTITY nle "≰⃥" ><!--/nleq N: not less-than-or-equal -->
-<!ENTITY nlE "≰" ><!--/nleqq N: not less, dbl equals -->
-<!ENTITY nles "≰" ><!--/nleqslant N: not less-or-eq, slant -->
-<!ENTITY nLl "⋘̸" ><!--not triple less than -->
-<!ENTITY nlsim "≴" ><!--not less, similar -->
-<!ENTITY nlt "≮" ><!--/nless N: not less-than -->
-<!ENTITY nLt "≪̸" ><!--not, vert, much less than -->
-<!ENTITY nltri "⋪" ><!--/ntriangleleft N: not left triangle -->
-<!ENTITY nltrie "⋬" ><!--/ntrianglelefteq N: not l tri, eq -->
-<!ENTITY nLtv "≪̸⁣" ><!--not much less than, variant -->
-<!ENTITY nmid "∤" ><!--/nmid -->
-<!ENTITY npar "∦" ><!--/nparallel N: not parallel -->
-<!ENTITY npr "⊀" ><!--/nprec N: not precedes -->
-<!ENTITY nprcue "⋠" ><!--not curly precedes, eq -->
-<!ENTITY npre "⪯̸" ><!--/npreceq N: not precedes, equals -->
-<!ENTITY nrtri "⋫" ><!--/ntriangleright N: not rt triangle -->
-<!ENTITY nrtrie "⋭" ><!--/ntrianglerighteq N: not r tri, eq -->
-<!ENTITY nsc "⊁" ><!--/nsucc N: not succeeds -->
-<!ENTITY nsccue "⋡" ><!--not succeeds, curly eq -->
-<!ENTITY nsce "⪰̸" ><!--/nsucceq N: not succeeds, equals -->
-<!ENTITY nsim "≁" ><!--/nsim N: not similar -->
-<!ENTITY nsime "≄" ><!--/nsimeq N: not similar, equals -->
-<!ENTITY nsmid "∤⁣" ><!--/nshortmid -->
-<!ENTITY nspar "∦⁣" ><!--/nshortparallel N: not short par -->
-<!ENTITY nsqsube "⋢" ><!--not, square subset, equals -->
-<!ENTITY nsqsupe "⋣" ><!--not, square superset, equals -->
-<!ENTITY nsub "⊄" ><!--not subset -->
-<!ENTITY nsube "⊈" ><!--/nsubseteq N: not subset, equals -->
-<!ENTITY nsubE "⊈" ><!--/nsubseteqq N: not subset, dbl eq -->
-<!ENTITY nsup "⊅" ><!--not superset -->
-<!ENTITY nsupe "⊉" ><!--/nsupseteq N: not superset, equals -->
-<!ENTITY nsupE "⊉" ><!--/nsupseteqq N: not superset, dbl eq -->
-<!ENTITY ntgl "≹" ><!--not greater, less -->
-<!ENTITY ntlg "≸" ><!--not less, greater -->
-<!ENTITY nvap "≉̸" ><!--not, vert, approximate -->
-<!ENTITY nvdash "⊬" ><!--/nvdash N: not vertical, dash -->
-<!ENTITY nvDash "⊭" ><!--/nvDash N: not vertical, dbl dash -->
-<!ENTITY nVdash "⊮" ><!--/nVdash N: not dbl vertical, dash -->
-<!ENTITY nVDash "⊯" ><!--/nVDash N: not dbl vert, dbl dash -->
-<!ENTITY nvge "≱" ><!--not, vert, greater-than-or-equal -->
-<!ENTITY nvgt "≯" ><!--not, vert, greater-than -->
-<!ENTITY nvle "≰" ><!--not, vert, less-than-or-equal -->
-<!ENTITY nvlt "≮" ><!--not, vert, less-than -->
-<!ENTITY nvltrie "⋬̸" ><!--not, vert, left triangle, equals -->
-<!ENTITY nvrtrie "⋭̸" ><!--not, vert, right triangle, equals -->
-<!ENTITY nvsim "≁̸" ><!--not, vert, similar -->
-<!ENTITY parsim "⫳" ><!--parallel, similar -->
-<!ENTITY prnap "⋨" ><!--/precnapprox N: precedes, not approx -->
-<!ENTITY prnE "⪵" ><!--/precneqq N: precedes, not dbl eq -->
-<!ENTITY prnsim "⋨" ><!--/precnsim N: precedes, not similar -->
-<!ENTITY rnmid "⫮" ><!--reverse /nmid -->
-<!ENTITY scnap "⋩" ><!--/succnapprox N: succeeds, not approx -->
-<!ENTITY scnE "⪶" ><!--/succneqq N: succeeds, not dbl eq -->
-<!ENTITY scnsim "⋩" ><!--/succnsim N: succeeds, not similar -->
-<!ENTITY simne "≆" ><!--similar, not equals -->
-<!ENTITY solbar "⌿" ><!--solidus, bar through -->
-<!ENTITY subne "⊊" ><!--/subsetneq N: subset, not equals -->
-<!ENTITY subnE "⊊" ><!--/subsetneqq N: subset, not dbl eq -->
-<!ENTITY supne "⊋" ><!--/supsetneq N: superset, not equals -->
-<!ENTITY supnE "⊋" ><!--/supsetneqq N: superset, not dbl eq -->
-<!ENTITY vnsub "⊄" ><!--/nsubset N: not subset, var -->
-<!ENTITY vnsup "⊅" ><!--/nsupset N: not superset, var -->
-<!ENTITY vsubne "⊊⁣" ><!--/varsubsetneq N: subset, not eq, var -->
-<!ENTITY vsubnE "⊊⁣" ><!--/varsubsetneqq N: subset not dbl eq, var -->
-<!ENTITY vsupne "⊋⁣" ><!--/varsupsetneq N: superset, not eq, var -->
-<!ENTITY vsupnE "⊋⁣" ><!--/varsupsetneqq N: super not dbl eq, var -->
+++ /dev/null
-
-<!--
- File isoamso.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY ang "∠" ><!--/angle - angle -->
-<!ENTITY ange "⦤" ><!--angle, equal -->
-<!ENTITY angmsd "∡" ><!--/measuredangle - angle-measured -->
-<!ENTITY angmsdaa "⦨" ><!--angle-measured, arrow, up, right -->
-<!ENTITY angmsdab "⦩" ><!--angle-measured, arrow, up, left -->
-<!ENTITY angmsdac "⦪" ><!--angle-measured, arrow, down, right -->
-<!ENTITY angmsdad "⦫" ><!--angle-measured, arrow, down, left -->
-<!ENTITY angmsdae "⦬" ><!--angle-measured, arrow, right, up -->
-<!ENTITY angmsdaf "⦭" ><!--angle-measured, arrow, left, up -->
-<!ENTITY angmsdag "⦮" ><!--angle-measured, arrow, right, down -->
-<!ENTITY angmsdah "⦯" ><!--angle-measured, arrow, left, down -->
-<!ENTITY angrtvb "⦝⁣" ><!--right angle-measured -->
-<!ENTITY angrtvbd "⦝" ><!--right angle-measured, dot -->
-<!ENTITY bbrk "⎵" ><!--bottom square bracket -->
-<!ENTITY bemptyv "⦰" ><!--reversed circle, slash -->
-<!ENTITY beth "ℶ" ><!--/beth - beth, Hebrew -->
-<!ENTITY boxbox "⧉" ><!--two joined squares -->
-<!ENTITY bprime "‵" ><!--/backprime - reverse prime -->
-<!ENTITY bsemi "⁏" ><!--reverse semi-colon -->
-<!ENTITY cemptyv "⦲" ><!--circle, slash, small circle above -->
-<!ENTITY cirE "⧃" ><!--circle, two horizontal stroked to the right -->
-<!ENTITY cirscir "⧂" ><!--circle, small circle to the right -->
-<!ENTITY comp "∁" ><!--/complement - complement sign -->
-<!ENTITY daleth "ℸ" ><!--/daleth - daleth, Hebrew -->
-<!ENTITY demptyv "⦱" ><!--circle, slash, bar above -->
-<!ENTITY ell "ℓ" ><!--/ell - cursive small l -->
-<!ENTITY empty "∅⁣" ><!--/emptyset - zero, slash -->
-<!ENTITY emptyv "∅" ><!--/varnothing - circle, slash -->
-<!ENTITY gimel "ℷ" ><!--/gimel - gimel, Hebrew -->
-<!ENTITY iiota "℩" ><!--inverted iota -->
-<!ENTITY image "ℑ" ><!--/Im - imaginary -->
-<!ENTITY imath "ı" ><!--/imath - small i, no dot -->
-<!ENTITY jmath "j⁣" ><!--/jmath - small j, no dot -->
-<!ENTITY laemptyv "⦴" ><!--circle, slash, left arrow above -->
-<!ENTITY lltri "◺" ><!--lower left triangle -->
-<!ENTITY lrtri "⊿" ><!--lower right triangle -->
-<!ENTITY mho "℧" ><!--/mho - conductance -->
-<!ENTITY nang "∠̸" ><!--not, vert, angle -->
-<!ENTITY nexist "∄" ><!--/nexists - negated exists -->
-<!ENTITY oS "Ⓢ" ><!--/circledS - capital S in circle -->
-<!ENTITY plank "ℏ" ><!--/hbar - Planck's over 2pi -->
-<!ENTITY plankv "ℏ" ><!--/hslash - variant Planck's over 2pi -->
-<!ENTITY raemptyv "⦳" ><!--circle, slash, right arrow above -->
-<!ENTITY range "⦥" ><!--reverse angle, equal -->
-<!ENTITY real "ℜ" ><!--/Re - real -->
-<!ENTITY tbrk "⎴" ><!--top square bracket -->
-<!ENTITY ultri "◸" ><!--upper left triangle -->
-<!ENTITY urtri "◹" ><!--upper right triangle -->
-<!ENTITY vzigzag "⦚" ><!--vertical zig-zag line -->
-<!ENTITY weierp "℘" ><!--/wp - Weierstrass p -->
+++ /dev/null
-
-<!--
- File isoamsr.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY ape "≊" ><!--/approxeq R: approximate, equals -->
-<!ENTITY apE "≊" ><!--approximately equal or equal to -->
-<!ENTITY apid "≋" ><!--approximately identical to -->
-<!ENTITY asymp "≍" ><!--/asymp R: asymptotically equal to -->
-<!ENTITY Barv "⫧" ><!--vert, dbl bar (over) -->
-<!ENTITY bcong "≌" ><!--/backcong R: reverse congruent -->
-<!ENTITY bepsi "ℼ" ><!--/backepsilon R: such that -->
-<!ENTITY bowtie "⋈" ><!--/bowtie R: -->
-<!ENTITY bsim "∽" ><!--/backsim R: reverse similar -->
-<!ENTITY bsime "⋍" ><!--/backsimeq R: reverse similar, eq -->
-<!ENTITY bsolhsub "\⊂" ><!--reverse solidus, subset -->
-<!ENTITY bump "≎" ><!--/Bumpeq R: bumpy equals -->
-<!ENTITY bumpe "≏" ><!--/bumpeq R: bumpy equals, equals -->
-<!ENTITY bumpE "⪮" ><!--bump, equals -->
-<!ENTITY cire "≗" ><!--/circeq R: circle, equals -->
-<!ENTITY Colon "∷" ><!--/Colon, two colons -->
-<!ENTITY colone "≔" ><!--/coloneq R: colon, equals -->
-<!ENTITY Colone "⩴" ><!--double colon, equals -->
-<!ENTITY congdot "⩭" ><!--congruent, dot -->
-<!ENTITY csub "⫏" ><!--subset, closed -->
-<!ENTITY csube "⫑" ><!--subset, closed, equals -->
-<!ENTITY csup "⫐" ><!--superset, closed -->
-<!ENTITY csupe "⫒" ><!--superset, closed, equals -->
-<!ENTITY cuepr "⋞" ><!--/curlyeqprec R: curly eq, precedes -->
-<!ENTITY cuesc "⋟" ><!--/curlyeqsucc R: curly eq, succeeds -->
-<!ENTITY dashv "⊣" ><!--/dashv R: dash, vertical -->
-<!ENTITY Dashv "⫤" ><!--dbl dash, vertical -->
-<!ENTITY easter "≛" ><!--equal, asterisk above -->
-<!ENTITY ecir "≖" ><!--/eqcirc R: circle on equals sign -->
-<!ENTITY ecolon "≕" ><!--/eqcolon R: equals, colon -->
-<!ENTITY eDDot "⩷" ><!--/ddotseq R: equal with four dots -->
-<!ENTITY eDot "≑" ><!--/doteqdot /Doteq R: eq, even dots -->
-<!ENTITY efDot "≒" ><!--/fallingdotseq R: eq, falling dots -->
-<!ENTITY eg "⪚" ><!--equal-or-greater -->
-<!ENTITY egs "⋝" ><!--/eqslantgtr R: equal-or-gtr, slanted -->
-<!ENTITY egsdot "⪘" ><!--equal-or-greater, slanted, dot inside -->
-<!ENTITY el "⪙" ><!--equal-or-less -->
-<!ENTITY els "⋜" ><!--/eqslantless R: eq-or-less, slanted -->
-<!ENTITY elsdot "⪗" ><!--equal-or-less, slanted, dot inside -->
-<!ENTITY equest "≟" ><!--/questeq R: equal with questionmark -->
-<!ENTITY equivDD "⩸" ><!--equivalent, four dots above -->
-<!ENTITY erDot "≓" ><!--/risingdotseq R: eq, rising dots -->
-<!ENTITY esdot "≐" ><!--/doteq R: equals, single dot above -->
-<!ENTITY esim "≂" ><!--/esim R: equals, similar -->
-<!ENTITY Esim "⩳" ><!--equal, similar -->
-<!ENTITY fork "⋔" ><!--/pitchfork R: pitchfork -->
-<!ENTITY forkv "⫙" ><!--fork, variant -->
-<!ENTITY frown "⌢" ><!--/frown R: down curve -->
-<!ENTITY gap "≳" ><!--/gtrapprox R: greater, approximate -->
-<!ENTITY gE "≧" ><!--/geqq R: greater, double equals -->
-<!ENTITY gel "⋛" ><!--/gtreqless R: greater, equals, less -->
-<!ENTITY gEl "⋛" ><!--/gtreqqless R: gt, dbl equals, less -->
-<!ENTITY ges "⩾" ><!--/geqslant R: gt-or-equal, slanted -->
-<!ENTITY gescc "⪩" ><!--greater than, closed by curve, equal, slanted -->
-<!ENTITY gesdot "⪀" ><!--greater-than-or-equal, slanted, dot inside -->
-<!ENTITY gesdoto "⪂" ><!--greater-than-or-equal, slanted, dot above -->
-<!ENTITY gesdotol "⪄" ><!--greater-than-or-equal, slanted, dot above left -->
-<!ENTITY gesl "⋛⁣" ><!--greater, equal, slanted, less -->
-<!ENTITY gesles "⪔" ><!--greater, equal, slanted, less, equal, slanted -->
-<!ENTITY Gg "⋙" ><!--/ggg /Gg /gggtr R: triple gtr-than -->
-<!ENTITY gl "≷" ><!--/gtrless R: greater, less -->
-<!ENTITY gla "⪥" ><!--greater, less, apart -->
-<!ENTITY glE "⪒" ><!--greater, less, equal -->
-<!ENTITY glj "⪤" ><!--greater, less, overlapping -->
-<!ENTITY gsim "≳" ><!--/gtrsim R: greater, similar -->
-<!ENTITY gsime "⪎" ><!--greater, similar, equal -->
-<!ENTITY gsiml "⪐" ><!--greater, similar, less -->
-<!ENTITY Gt "≫" ><!--/gg R: dbl greater-than sign -->
-<!ENTITY gtcc "⪧" ><!--greater than, closed by curve -->
-<!ENTITY gtcir "⩺" ><!--greater than, circle inside -->
-<!ENTITY gtdot "⋗" ><!--/gtrdot R: greater than, with dot -->
-<!ENTITY gtquest "⩼" ><!--greater than, questionmark above -->
-<!ENTITY gtrarr "⥸" ><!--greater than, right arrow -->
-<!ENTITY homtht "∻" ><!--homothetic -->
-<!ENTITY lap "≲" ><!--/lessapprox R: less, approximate -->
-<!ENTITY lat "⪫" ><!--larger than -->
-<!ENTITY late "⪭" ><!--larger than or equal -->
-<!ENTITY lates "⪭⁣" ><!--larger than or equal, slanted -->
-<!ENTITY lE "≦" ><!--/leqq R: less, double equals -->
-<!ENTITY leg "⋚" ><!--/lesseqgtr R: less, eq, greater -->
-<!ENTITY lEg "⋚" ><!--/lesseqqgtr R: less, dbl eq, greater -->
-<!ENTITY les "⩽" ><!--/leqslant R: less-than-or-eq, slant -->
-<!ENTITY lescc "⪨" ><!--less than, closed by curve, equal, slanted -->
-<!ENTITY lesdot "⩿" ><!--less-than-or-equal, slanted, dot inside -->
-<!ENTITY lesdoto "⪁" ><!--less-than-or-equal, slanted, dot above -->
-<!ENTITY lesdotor "⪃" ><!--less-than-or-equal, slanted, dot above right -->
-<!ENTITY lesg "⋚⁣" ><!--less, equal, slanted, greater -->
-<!ENTITY lesges "⪓" ><!--less, equal, slanted, greater, equal, slanted -->
-<!ENTITY lg "≶" ><!--/lessgtr R: less, greater -->
-<!ENTITY lgE "⪑" ><!--less, greater, equal -->
-<!ENTITY Ll "⋘" ><!--/Ll /lll /llless R: triple less-than -->
-<!ENTITY lsim "≲" ><!--/lesssim R: less, similar -->
-<!ENTITY lsime "⪍" ><!--less, similar, equal -->
-<!ENTITY lsimg "⪏" ><!--less, similar, greater -->
-<!ENTITY Lt "≪" ><!--/ll R: double less-than sign -->
-<!ENTITY ltcc "⪦" ><!--less than, closed by curve -->
-<!ENTITY ltcir "⩹" ><!--less than, circle inside -->
-<!ENTITY ltdot "⋖" ><!--/lessdot R: less than, with dot -->
-<!ENTITY ltlarr "⥶" ><!--less than, left arrow -->
-<!ENTITY ltquest "⩻" ><!--less than, questionmark above -->
-<!ENTITY ltrie "⊴" ><!--/trianglelefteq R: left triangle, eq -->
-<!ENTITY mcomma "⨩" ><!--minus, comma above -->
-<!ENTITY mDDot "∺" ><!--minus with four dots, geometric properties -->
-<!ENTITY mid "∣" ><!--/mid R: -->
-<!ENTITY mlcp "⫛" ><!--/mlcp -->
-<!ENTITY models "⊧" ><!--/models R: -->
-<!ENTITY mstpos "∾" ><!--most positive -->
-<!ENTITY pr "≺" ><!--/prec R: precedes -->
-<!ENTITY Pr "⪻" ><!--dbl precedes -->
-<!ENTITY prap "≾" ><!--/precapprox R: precedes, approximate -->
-<!ENTITY prcue "≼" ><!--/preccurlyeq R: precedes, curly eq -->
-<!ENTITY pre "⪯" ><!--/preceq R: precedes, equals -->
-<!ENTITY prE "⪯" ><!--precedes, dbl equals -->
-<!ENTITY prsim "≾" ><!--/precsim R: precedes, similar -->
-<!ENTITY prurel "⊰" ><!--element precedes under relation -->
-<!ENTITY ratio "∶" ><!--/ratio -->
-<!ENTITY rtrie "⊵" ><!--/trianglerighteq R: right tri, eq -->
-<!ENTITY rtriltri "⧎" ><!--right triangle above left triangle -->
-<!ENTITY sc "≻" ><!--/succ R: succeeds -->
-<!ENTITY Sc "⪼" ><!--dbl succeeds -->
-<!ENTITY scap "≿" ><!--/succapprox R: succeeds, approximate -->
-<!ENTITY sccue "≽" ><!--/succcurlyeq R: succeeds, curly eq -->
-<!ENTITY sce "≽" ><!--/succeq R: succeeds, equals -->
-<!ENTITY scE "≾" ><!--succeeds, dbl equals -->
-<!ENTITY scsim "≿" ><!--/succsim R: succeeds, similar -->
-<!ENTITY sdote "⩦" ><!--equal, dot below -->
-<!ENTITY simg "⪞" ><!--similar, greater -->
-<!ENTITY simgE "⪠" ><!--similar, greater, equal -->
-<!ENTITY siml "⪝" ><!--similar, less -->
-<!ENTITY simlE "⪟" ><!--similar, less, equal -->
-<!ENTITY smid "∣⁣" ><!--/shortmid R: -->
-<!ENTITY smile "⌣" ><!--/smile R: up curve -->
-<!ENTITY smt "⪪" ><!--smaller than -->
-<!ENTITY smte "⪬" ><!--smaller than or equal -->
-<!ENTITY smtes "⪬⁣" ><!--smaller than or equal, slanted -->
-<!ENTITY spar "∥⁣" ><!--/shortparallel R: short parallel -->
-<!ENTITY sqsub "⊏" ><!--/sqsubset R: square subset -->
-<!ENTITY sqsube "⊑" ><!--/sqsubseteq R: square subset, equals -->
-<!ENTITY sqsup "⊐" ><!--/sqsupset R: square superset -->
-<!ENTITY sqsupe "⊒" ><!--/sqsupseteq R: square superset, eq -->
-<!ENTITY Sub "⋐" ><!--/Subset R: double subset -->
-<!ENTITY subE "⊆" ><!--/subseteqq R: subset, dbl equals -->
-<!ENTITY subedot "⫃" ><!--subset, equals, dot -->
-<!ENTITY submult "⫁" ><!--subset, multiply -->
-<!ENTITY subplus "⪿" ><!--subset, plus -->
-<!ENTITY subrarr "⥹" ><!--subset, right arrow -->
-<!ENTITY subsim "⫇" ><!--subset, similar -->
-<!ENTITY subsub "⫕" ><!--subset above subset -->
-<!ENTITY subsup "⫓" ><!--subset above superset -->
-<!ENTITY Sup "⋑" ><!--/Supset R: dbl superset -->
-<!ENTITY supdsub "⫘" ><!--superset, subset, dash joining them -->
-<!ENTITY supE "⊇" ><!--/supseteqq R: superset, dbl equals -->
-<!ENTITY supedot "⫄" ><!--superset, equals, dot -->
-<!ENTITY suphsol "⊃/" ><!--superset, solidus -->
-<!ENTITY suphsub "⫗" ><!--superset, subset -->
-<!ENTITY suplarr "⥻" ><!--superset, left arrow -->
-<!ENTITY supmult "⫂" ><!--superset, multiply -->
-<!ENTITY supplus "⫀" ><!--superset, plus -->
-<!ENTITY supsim "⫈" ><!--superset, similar -->
-<!ENTITY supsub "⫔" ><!--superset above subset -->
-<!ENTITY supsup "⫖" ><!--superset above superset -->
-<!ENTITY thkap "≈⁣" ><!--/thickapprox R: thick approximate -->
-<!ENTITY thksim "∼" ><!--/thicksim R: thick similar -->
-<!ENTITY topfork "⫚" ><!--fork with top -->
-<!ENTITY trie "≜" ><!--/triangleq R: triangle, equals -->
-<!ENTITY twixt "≬" ><!--/between R: between -->
-<!ENTITY vBar "⫨" ><!--vert, dbl bar (under) -->
-<!ENTITY Vbar "⫫" ><!--dbl vert, bar (under) -->
-<!ENTITY vBarv "⫩" ><!--dbl bar, vert over and under -->
-<!ENTITY vdash "⊢" ><!--/vdash R: vertical, dash -->
-<!ENTITY vDash "⊨" ><!--/vDash R: vertical, dbl dash -->
-<!ENTITY Vdash "⊩" ><!--/Vdash R: dbl vertical, dash -->
-<!ENTITY VDash "⊫" ><!--dbl vert, dbl dash -->
-<!ENTITY Vdashl "⫦" ><!--vertical, dash (long) -->
-<!ENTITY vltri "⊲" ><!--/vartriangleleft R: l tri, open, var -->
-<!ENTITY vprop "∝" ><!--/varpropto R: proportional, variant -->
-<!ENTITY vrtri "⊳" ><!--/vartriangleright R: r tri, open, var -->
-<!ENTITY Vvdash "⊪" ><!--/Vvdash R: triple vertical, dash -->
+++ /dev/null
-
-<!--
- File isobox.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY boxdl "┐" ><!--lower left quadrant -->
-<!ENTITY boxdL "╕" ><!--lower left quadrant -->
-<!ENTITY boxDl "╖" ><!--lower left quadrant -->
-<!ENTITY boxDL "╗" ><!--lower left quadrant -->
-<!ENTITY boxdr "┌" ><!--lower right quadrant -->
-<!ENTITY boxdR "╒" ><!--lower right quadrant -->
-<!ENTITY boxDr "╓" ><!--lower right quadrant -->
-<!ENTITY boxDR "╔" ><!--lower right quadrant -->
-<!ENTITY boxh "─" ><!--horizontal line -->
-<!ENTITY boxH "═" ><!--horizontal line -->
-<!ENTITY boxhd "┬" ><!--lower left and right quadrants -->
-<!ENTITY boxhD "╥" ><!--lower left and right quadrants -->
-<!ENTITY boxHd "╤" ><!--lower left and right quadrants -->
-<!ENTITY boxHD "╦" ><!--lower left and right quadrants -->
-<!ENTITY boxhu "┴" ><!--upper left and right quadrants -->
-<!ENTITY boxhU "╨" ><!--upper left and right quadrants -->
-<!ENTITY boxHu "╧" ><!--upper left and right quadrants -->
-<!ENTITY boxHU "╩" ><!--upper left and right quadrants -->
-<!ENTITY boxul "┘" ><!--upper left quadrant -->
-<!ENTITY boxuL "╛" ><!--upper left quadrant -->
-<!ENTITY boxUl "╜" ><!--upper left quadrant -->
-<!ENTITY boxUL "╝" ><!--upper left quadrant -->
-<!ENTITY boxur "└" ><!--upper right quadrant -->
-<!ENTITY boxuR "╘" ><!--upper right quadrant -->
-<!ENTITY boxUr "╙" ><!--upper right quadrant -->
-<!ENTITY boxUR "╚" ><!--upper right quadrant -->
-<!ENTITY boxv "│" ><!--vertical line -->
-<!ENTITY boxV "║" ><!--vertical line -->
-<!ENTITY boxvh "┼" ><!--all four quadrants -->
-<!ENTITY boxvH "╪" ><!--all four quadrants -->
-<!ENTITY boxVh "╫" ><!--all four quadrants -->
-<!ENTITY boxVH "╬" ><!--all four quadrants -->
-<!ENTITY boxvl "┤" ><!--upper and lower left quadrants -->
-<!ENTITY boxvL "╡" ><!--upper and lower left quadrants -->
-<!ENTITY boxVl "╢" ><!--upper and lower left quadrants -->
-<!ENTITY boxVL "╣" ><!--upper and lower left quadrants -->
-<!ENTITY boxvr "├" ><!--upper and lower right quadrants -->
-<!ENTITY boxvR "╞" ><!--upper and lower right quadrants -->
-<!ENTITY boxVr "╟" ><!--upper and lower right quadrants -->
-<!ENTITY boxVR "╠" ><!--upper and lower right quadrants -->
+++ /dev/null
-
-<!--
- File isocyr1.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY acy "а" ><!--=small a, Cyrillic -->
-<!ENTITY Acy "А" ><!--=capital A, Cyrillic -->
-<!ENTITY bcy "б" ><!--=small be, Cyrillic -->
-<!ENTITY Bcy "Б" ><!--=capital BE, Cyrillic -->
-<!ENTITY chcy "ч" ><!--=small che, Cyrillic -->
-<!ENTITY CHcy "Ч" ><!--=capital CHE, Cyrillic -->
-<!ENTITY dcy "д" ><!--=small de, Cyrillic -->
-<!ENTITY Dcy "Д" ><!--=capital DE, Cyrillic -->
-<!ENTITY ecy "э" ><!--=small e, Cyrillic -->
-<!ENTITY Ecy "Э" ><!--=capital E, Cyrillic -->
-<!ENTITY fcy "ф" ><!--=small ef, Cyrillic -->
-<!ENTITY Fcy "Ф" ><!--=capital EF, Cyrillic -->
-<!ENTITY gcy "г" ><!--=small ghe, Cyrillic -->
-<!ENTITY Gcy "Г" ><!--=capital GHE, Cyrillic -->
-<!ENTITY hardcy "ъ" ><!--=small hard sign, Cyrillic -->
-<!ENTITY HARDcy "Ъ" ><!--=capital HARD sign, Cyrillic -->
-<!ENTITY icy "и" ><!--=small i, Cyrillic -->
-<!ENTITY Icy "И" ><!--=capital I, Cyrillic -->
-<!ENTITY iecy "е" ><!--=small ie, Cyrillic -->
-<!ENTITY IEcy "Е" ><!--=capital IE, Cyrillic -->
-<!ENTITY iocy "ё" ><!--=small io, Russian -->
-<!ENTITY IOcy "Ё" ><!--=capital IO, Russian -->
-<!ENTITY jcy "й" ><!--=small short i, Cyrillic -->
-<!ENTITY Jcy "Й" ><!--=capital short I, Cyrillic -->
-<!ENTITY kcy "к" ><!--=small ka, Cyrillic -->
-<!ENTITY Kcy "К" ><!--=capital KA, Cyrillic -->
-<!ENTITY khcy "х" ><!--=small ha, Cyrillic -->
-<!ENTITY KHcy "Х" ><!--=capital HA, Cyrillic -->
-<!ENTITY lcy "л" ><!--=small el, Cyrillic -->
-<!ENTITY Lcy "Л" ><!--=capital EL, Cyrillic -->
-<!ENTITY mcy "м" ><!--=small em, Cyrillic -->
-<!ENTITY Mcy "М" ><!--=capital EM, Cyrillic -->
-<!ENTITY ncy "н" ><!--=small en, Cyrillic -->
-<!ENTITY Ncy "Н" ><!--=capital EN, Cyrillic -->
-<!ENTITY numero "№" ><!--=numero sign -->
-<!ENTITY ocy "о" ><!--=small o, Cyrillic -->
-<!ENTITY Ocy "О" ><!--=capital O, Cyrillic -->
-<!ENTITY pcy "п" ><!--=small pe, Cyrillic -->
-<!ENTITY Pcy "П" ><!--=capital PE, Cyrillic -->
-<!ENTITY rcy "р" ><!--=small er, Cyrillic -->
-<!ENTITY Rcy "Р" ><!--=capital ER, Cyrillic -->
-<!ENTITY scy "с" ><!--=small es, Cyrillic -->
-<!ENTITY Scy "С" ><!--=capital ES, Cyrillic -->
-<!ENTITY shchcy "щ" ><!--=small shcha, Cyrillic -->
-<!ENTITY SHCHcy "Щ" ><!--=capital SHCHA, Cyrillic -->
-<!ENTITY shcy "ш" ><!--=small sha, Cyrillic -->
-<!ENTITY SHcy "Ш" ><!--=capital SHA, Cyrillic -->
-<!ENTITY softcy "ь" ><!--=small soft sign, Cyrillic -->
-<!ENTITY SOFTcy "Ь" ><!--=capital SOFT sign, Cyrillic -->
-<!ENTITY tcy "т" ><!--=small te, Cyrillic -->
-<!ENTITY Tcy "Т" ><!--=capital TE, Cyrillic -->
-<!ENTITY tscy "ц" ><!--=small tse, Cyrillic -->
-<!ENTITY TScy "Ц" ><!--=capital TSE, Cyrillic -->
-<!ENTITY ucy "у" ><!--=small u, Cyrillic -->
-<!ENTITY Ucy "У" ><!--=capital U, Cyrillic -->
-<!ENTITY vcy "в" ><!--=small ve, Cyrillic -->
-<!ENTITY Vcy "В" ><!--=capital VE, Cyrillic -->
-<!ENTITY yacy "я" ><!--=small ya, Cyrillic -->
-<!ENTITY YAcy "Я" ><!--=capital YA, Cyrillic -->
-<!ENTITY ycy "ы" ><!--=small yeru, Cyrillic -->
-<!ENTITY Ycy "Ы" ><!--=capital YERU, Cyrillic -->
-<!ENTITY yucy "ю" ><!--=small yu, Cyrillic -->
-<!ENTITY YUcy "Ю" ><!--=capital YU, Cyrillic -->
-<!ENTITY zcy "з" ><!--=small ze, Cyrillic -->
-<!ENTITY Zcy "З" ><!--=capital ZE, Cyrillic -->
-<!ENTITY zhcy "ж" ><!--=small zhe, Cyrillic -->
-<!ENTITY ZHcy "Ж" ><!--=capital ZHE, Cyrillic -->
+++ /dev/null
-
-<!--
- File isocyr2.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY djcy "ђ" ><!--=small dje, Serbian -->
-<!ENTITY DJcy "Ђ" ><!--=capital DJE, Serbian -->
-<!ENTITY dscy "ѕ" ><!--=small dse, Macedonian -->
-<!ENTITY DScy "Ѕ" ><!--=capital DSE, Macedonian -->
-<!ENTITY dzcy "џ" ><!--=small dze, Serbian -->
-<!ENTITY DZcy "Џ" ><!--=capital dze, Serbian -->
-<!ENTITY gjcy "ѓ" ><!--=small gje, Macedonian -->
-<!ENTITY GJcy "Ѓ" ><!--=capital GJE Macedonian -->
-<!ENTITY iukcy "і" ><!--=small i, Ukrainian -->
-<!ENTITY Iukcy "І" ><!--=capital I, Ukrainian -->
-<!ENTITY jsercy "ј" ><!--=small je, Serbian -->
-<!ENTITY Jsercy "Ј" ><!--=capital JE, Serbian -->
-<!ENTITY jukcy "є" ><!--=small je, Ukrainian -->
-<!ENTITY Jukcy "Є" ><!--=capital JE, Ukrainian -->
-<!ENTITY kjcy "ќ" ><!--=small kje Macedonian -->
-<!ENTITY KJcy "Ќ" ><!--=capital KJE, Macedonian -->
-<!ENTITY ljcy "љ" ><!--=small lje, Serbian -->
-<!ENTITY LJcy "Љ" ><!--=capital LJE, Serbian -->
-<!ENTITY njcy "њ" ><!--=small nje, Serbian -->
-<!ENTITY NJcy "Њ" ><!--=capital NJE, Serbian -->
-<!ENTITY tshcy "ћ" ><!--=small tshe, Serbian -->
-<!ENTITY TSHcy "Ћ" ><!--=capital TSHE, Serbian -->
-<!ENTITY ubrcy "ў" ><!--=small u, Byelorussian -->
-<!ENTITY Ubrcy "Ў" ><!--=capital U, Byelorussian -->
-<!ENTITY yicy "ї" ><!--=small yi, Ukrainian -->
-<!ENTITY YIcy "Ї" ><!--=capital YI, Ukrainian -->
+++ /dev/null
-
-<!--
- File isodia.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY acute "´" ><!--=acute accent -->
-<!ENTITY breve "˘" ><!--=breve -->
-<!ENTITY caron "ˇ" ><!--=caron -->
-<!ENTITY cedil "¸" ><!--=cedilla -->
-<!ENTITY circ "^" ><!--circumflex accent -->
-<!ENTITY dblac "˝" ><!--=double acute accent -->
-<!ENTITY die "¨" ><!--=dieresis -->
-<!ENTITY dot "˙" ><!--=dot above -->
-<!ENTITY grave "`" ><!--=grave accent -->
-<!ENTITY macr "¯" ><!--=macron -->
-<!ENTITY ogon "˛" ><!--=ogonek -->
-<!ENTITY ring "˚" ><!--=ring -->
-<!ENTITY tilde "˜" ><!--=tilde -->
-<!ENTITY uml "¨" ><!--=umlaut mark -->
+++ /dev/null
-
-<!--
- File isogrk3.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY alpha "α" ><!--/alpha small alpha, Greek -->
-<!ENTITY beta "β" ><!--/beta small beta, Greek -->
-<!ENTITY chi "χ" ><!--/chi small chi, Greek -->
-<!ENTITY delta "δ" ><!--/delta small delta, Greek -->
-<!ENTITY Delta "Δ" ><!--/Delta capital Delta, Greek -->
-<!ENTITY epsi "ε" ><!--/straightepsilon, small epsilon, Greek -->
-<!ENTITY epsiv "ɛ" ><!--/varepsilon -->
-<!ENTITY eta "η" ><!--/eta small eta, Greek -->
-<!ENTITY gamma "γ" ><!--/gamma small gamma, Greek -->
-<!ENTITY Gamma "Γ" ><!--/Gamma capital Gamma, Greek -->
-<!ENTITY gammad "Ϝ" ><!--/digamma -->
-<!ENTITY Gammad "Ϝ" ><!--capital digamma -->
-<!ENTITY iota "ι" ><!--/iota small iota, Greek -->
-<!ENTITY kappa "κ" ><!--/kappa small kappa, Greek -->
-<!ENTITY kappav "ϰ" ><!--/varkappa -->
-<!ENTITY lambda "λ" ><!--/lambda small lambda, Greek -->
-<!ENTITY Lambda "Λ" ><!--/Lambda capital Lambda, Greek -->
-<!ENTITY mu "μ" ><!--/mu small mu, Greek -->
-<!ENTITY nu "ν" ><!--/nu small nu, Greek -->
-<!ENTITY omega "ω" ><!--/omega small omega, Greek -->
-<!ENTITY Omega "Ω" ><!--/Omega capital Omega, Greek -->
-<!ENTITY phi "φ" ><!--/straightphi - small phi, Greek -->
-<!ENTITY Phi "Φ" ><!--/Phi capital Phi, Greek -->
-<!ENTITY phiv "ϕ" ><!--/varphi - curly or open phi -->
-<!ENTITY pi "π" ><!--/pi small pi, Greek -->
-<!ENTITY Pi "Π" ><!--/Pi capital Pi, Greek -->
-<!ENTITY piv "ϖ" ><!--/varpi -->
-<!ENTITY psi "ψ" ><!--/psi small psi, Greek -->
-<!ENTITY Psi "Ψ" ><!--/Psi capital Psi, Greek -->
-<!ENTITY rho "ρ" ><!--/rho small rho, Greek -->
-<!ENTITY rhov "ϱ" ><!--/varrho -->
-<!ENTITY sigma "σ" ><!--/sigma small sigma, Greek -->
-<!ENTITY Sigma "Σ" ><!--/Sigma capital Sigma, Greek -->
-<!ENTITY sigmav "ς" ><!--/varsigma -->
-<!ENTITY tau "τ" ><!--/tau small tau, Greek -->
-<!ENTITY theta "θ" ><!--/theta straight theta, small theta, Greek -->
-<!ENTITY Theta "Θ" ><!--/Theta capital Theta, Greek -->
-<!ENTITY thetav "ϑ" ><!--/vartheta - curly or open theta -->
-<!ENTITY upsi "υ" ><!--/upsilon small upsilon, Greek -->
-<!ENTITY Upsi "ϒ" ><!--/Upsilon capital Upsilon, Greek -->
-<!ENTITY xi "ξ" ><!--/xi small xi, Greek -->
-<!ENTITY Xi "Ξ" ><!--/Xi capital Xi, Greek -->
-<!ENTITY zeta "ζ" ><!--/zeta small zeta, Greek -->
+++ /dev/null
-
-<!--
- File isolat1.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY aacute "á" ><!--=small a, acute accent -->
-<!ENTITY Aacute "Á" ><!--=capital A, acute accent -->
-<!ENTITY acirc "â" ><!--=small a, circumflex accent -->
-<!ENTITY Acirc "Â" ><!--=capital A, circumflex accent -->
-<!ENTITY aelig "æ" ><!--=small ae diphthong (ligature) -->
-<!ENTITY AElig "Æ" ><!--=capital AE diphthong (ligature) -->
-<!ENTITY agrave "à" ><!--=small a, grave accent -->
-<!ENTITY Agrave "À" ><!--=capital A, grave accent -->
-<!ENTITY aring "å" ><!--=small a, ring -->
-<!ENTITY Aring "Å" ><!--=capital A, ring -->
-<!ENTITY atilde "ã" ><!--=small a, tilde -->
-<!ENTITY Atilde "Ã" ><!--=capital A, tilde -->
-<!ENTITY auml "ä" ><!--=small a, dieresis or umlaut mark -->
-<!ENTITY Auml "Ä" ><!--=capital A, dieresis or umlaut mark -->
-<!ENTITY ccedil "ç" ><!--=small c, cedilla -->
-<!ENTITY Ccedil "Ç" ><!--=capital C, cedilla -->
-<!ENTITY eacute "é" ><!--=small e, acute accent -->
-<!ENTITY Eacute "É" ><!--=capital E, acute accent -->
-<!ENTITY ecirc "ê" ><!--=small e, circumflex accent -->
-<!ENTITY Ecirc "Ê" ><!--=capital E, circumflex accent -->
-<!ENTITY egrave "è" ><!--=small e, grave accent -->
-<!ENTITY Egrave "È" ><!--=capital E, grave accent -->
-<!ENTITY eth "ð" ><!--=small eth, Icelandic -->
-<!ENTITY ETH "Ð" ><!--=capital Eth, Icelandic -->
-<!ENTITY euml "ë" ><!--=small e, dieresis or umlaut mark -->
-<!ENTITY Euml "Ë" ><!--=capital E, dieresis or umlaut mark -->
-<!ENTITY iacute "í" ><!--=small i, acute accent -->
-<!ENTITY Iacute "Í" ><!--=capital I, acute accent -->
-<!ENTITY icirc "î" ><!--=small i, circumflex accent -->
-<!ENTITY Icirc "Î" ><!--=capital I, circumflex accent -->
-<!ENTITY igrave "ì" ><!--=small i, grave accent -->
-<!ENTITY Igrave "Ì" ><!--=capital I, grave accent -->
-<!ENTITY iuml "ï" ><!--=small i, dieresis or umlaut mark -->
-<!ENTITY Iuml "Ï" ><!--=capital I, dieresis or umlaut mark -->
-<!ENTITY ntilde "ñ" ><!--=small n, tilde -->
-<!ENTITY Ntilde "Ñ" ><!--=capital N, tilde -->
-<!ENTITY oacute "ó" ><!--=small o, acute accent -->
-<!ENTITY Oacute "Ó" ><!--=capital O, acute accent -->
-<!ENTITY ocirc "ô" ><!--=small o, circumflex accent -->
-<!ENTITY Ocirc "Ô" ><!--=capital O, circumflex accent -->
-<!ENTITY ograve "ò" ><!--=small o, grave accent -->
-<!ENTITY Ograve "Ò" ><!--=capital O, grave accent -->
-<!ENTITY oslash "ø" ><!--latin small letter o with stroke -->
-<!ENTITY Oslash "Ø" ><!--=capital O, slash -->
-<!ENTITY otilde "õ" ><!--=small o, tilde -->
-<!ENTITY Otilde "Õ" ><!--=capital O, tilde -->
-<!ENTITY ouml "ö" ><!--=small o, dieresis or umlaut mark -->
-<!ENTITY Ouml "Ö" ><!--=capital O, dieresis or umlaut mark -->
-<!ENTITY szlig "ß" ><!--=small sharp s, German (sz ligature) -->
-<!ENTITY thorn "þ" ><!--=small thorn, Icelandic -->
-<!ENTITY THORN "Þ" ><!--=capital THORN, Icelandic -->
-<!ENTITY uacute "ú" ><!--=small u, acute accent -->
-<!ENTITY Uacute "Ú" ><!--=capital U, acute accent -->
-<!ENTITY ucirc "û" ><!--=small u, circumflex accent -->
-<!ENTITY Ucirc "Û" ><!--=capital U, circumflex accent -->
-<!ENTITY ugrave "ù" ><!--=small u, grave accent -->
-<!ENTITY Ugrave "Ù" ><!--=capital U, grave accent -->
-<!ENTITY uuml "ü" ><!--=small u, dieresis or umlaut mark -->
-<!ENTITY Uuml "Ü" ><!--=capital U, dieresis or umlaut mark -->
-<!ENTITY yacute "ý" ><!--=small y, acute accent -->
-<!ENTITY Yacute "Ý" ><!--=capital Y, acute accent -->
-<!ENTITY yuml "ÿ" ><!--=small y, dieresis or umlaut mark -->
+++ /dev/null
-
-<!--
- File isolat2.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY abreve "ă" ><!--=small a, breve -->
-<!ENTITY Abreve "Ă" ><!--=capital A, breve -->
-<!ENTITY amacr "ā" ><!--=small a, macron -->
-<!ENTITY Amacr "Ā" ><!--=capital A, macron -->
-<!ENTITY aogon "ą" ><!--=small a, ogonek -->
-<!ENTITY Aogon "Ą" ><!--=capital A, ogonek -->
-<!ENTITY cacute "ć" ><!--=small c, acute accent -->
-<!ENTITY Cacute "Ć" ><!--=capital C, acute accent -->
-<!ENTITY ccaron "č" ><!--=small c, caron -->
-<!ENTITY Ccaron "Č" ><!--=capital C, caron -->
-<!ENTITY ccirc "ĉ" ><!--=small c, circumflex accent -->
-<!ENTITY Ccirc "Ĉ" ><!--=capital C, circumflex accent -->
-<!ENTITY cdot "ċ" ><!--=small c, dot above -->
-<!ENTITY Cdot "Ċ" ><!--=capital C, dot above -->
-<!ENTITY dcaron "ď" ><!--=small d, caron -->
-<!ENTITY Dcaron "Ď" ><!--=capital D, caron -->
-<!ENTITY dstrok "đ" ><!--=small d, stroke -->
-<!ENTITY Dstrok "Đ" ><!--=capital D, stroke -->
-<!ENTITY ecaron "ě" ><!--=small e, caron -->
-<!ENTITY Ecaron "Ě" ><!--=capital E, caron -->
-<!ENTITY edot "ė" ><!--=small e, dot above -->
-<!ENTITY Edot "Ė" ><!--=capital E, dot above -->
-<!ENTITY emacr "ē" ><!--=small e, macron -->
-<!ENTITY Emacr "Ē" ><!--=capital E, macron -->
-<!ENTITY eng "ŋ" ><!--=small eng, Lapp -->
-<!ENTITY ENG "Ŋ" ><!--=capital ENG, Lapp -->
-<!ENTITY eogon "ę" ><!--=small e, ogonek -->
-<!ENTITY Eogon "Ę" ><!--=capital E, ogonek -->
-<!ENTITY gacute "ǵ" ><!--=small g, acute accent -->
-<!ENTITY gbreve "ğ" ><!--=small g, breve -->
-<!ENTITY Gbreve "Ğ" ><!--=capital G, breve -->
-<!ENTITY Gcedil "Ģ" ><!--=capital G, cedilla -->
-<!ENTITY gcirc "ĝ" ><!--=small g, circumflex accent -->
-<!ENTITY Gcirc "Ĝ" ><!--=capital G, circumflex accent -->
-<!ENTITY gdot "ġ" ><!--=small g, dot above -->
-<!ENTITY Gdot "Ġ" ><!--=capital G, dot above -->
-<!ENTITY hcirc "ĥ" ><!--=small h, circumflex accent -->
-<!ENTITY Hcirc "Ĥ" ><!--=capital H, circumflex accent -->
-<!ENTITY hstrok "ħ" ><!--=small h, stroke -->
-<!ENTITY Hstrok "Ħ" ><!--=capital H, stroke -->
-<!ENTITY Idot "İ" ><!--=capital I, dot above -->
-<!ENTITY ijlig "ij" ><!--=small ij ligature -->
-<!ENTITY IJlig "IJ" ><!--=capital IJ ligature -->
-<!ENTITY imacr "ī" ><!--=small i, macron -->
-<!ENTITY Imacr "Ī" ><!--=capital I, macron -->
-<!ENTITY inodot "ı" ><!--=small i without dot -->
-<!ENTITY iogon "į" ><!--=small i, ogonek -->
-<!ENTITY Iogon "Į" ><!--=capital I, ogonek -->
-<!ENTITY itilde "ĩ" ><!--=small i, tilde -->
-<!ENTITY Itilde "Ĩ" ><!--=capital I, tilde -->
-<!ENTITY jcirc "ĵ" ><!--=small j, circumflex accent -->
-<!ENTITY Jcirc "Ĵ" ><!--=capital J, circumflex accent -->
-<!ENTITY kcedil "ķ" ><!--=small k, cedilla -->
-<!ENTITY Kcedil "Ķ" ><!--=capital K, cedilla -->
-<!ENTITY kgreen "ĸ" ><!--=small k, Greenlandic -->
-<!ENTITY lacute "ĺ" ><!--=small l, acute accent -->
-<!ENTITY Lacute "Ĺ" ><!--=capital L, acute accent -->
-<!ENTITY lcaron "ľ" ><!--=small l, caron -->
-<!ENTITY Lcaron "Ľ" ><!--=capital L, caron -->
-<!ENTITY lcedil "ļ" ><!--=small l, cedilla -->
-<!ENTITY Lcedil "Ļ" ><!--=capital L, cedilla -->
-<!ENTITY lmidot "ŀ" ><!--=small l, middle dot -->
-<!ENTITY Lmidot "Ŀ" ><!--=capital L, middle dot -->
-<!ENTITY lstrok "ł" ><!--=small l, stroke -->
-<!ENTITY Lstrok "Ł" ><!--=capital L, stroke -->
-<!ENTITY nacute "ń" ><!--=small n, acute accent -->
-<!ENTITY Nacute "Ń" ><!--=capital N, acute accent -->
-<!ENTITY napos "ʼn" ><!--=small n, apostrophe -->
-<!ENTITY ncaron "ň" ><!--=small n, caron -->
-<!ENTITY Ncaron "Ň" ><!--=capital N, caron -->
-<!ENTITY ncedil "ņ" ><!--=small n, cedilla -->
-<!ENTITY Ncedil "Ņ" ><!--=capital N, cedilla -->
-<!ENTITY odblac "ő" ><!--=small o, double acute accent -->
-<!ENTITY Odblac "Ő" ><!--=capital O, double acute accent -->
-<!ENTITY oelig "œ" ><!--=small oe ligature -->
-<!ENTITY OElig "Œ" ><!--=capital OE ligature -->
-<!ENTITY omacr "ō" ><!--=small o, macron -->
-<!ENTITY Omacr "Ō" ><!--=capital O, macron -->
-<!ENTITY racute "ŕ" ><!--=small r, acute accent -->
-<!ENTITY Racute "Ŕ" ><!--=capital R, acute accent -->
-<!ENTITY rcaron "ř" ><!--=small r, caron -->
-<!ENTITY Rcaron "Ř" ><!--=capital R, caron -->
-<!ENTITY rcedil "ŗ" ><!--=small r, cedilla -->
-<!ENTITY Rcedil "Ŗ" ><!--=capital R, cedilla -->
-<!ENTITY sacute "ś" ><!--=small s, acute accent -->
-<!ENTITY Sacute "Ś" ><!--=capital S, acute accent -->
-<!ENTITY scaron "š" ><!--=small s, caron -->
-<!ENTITY Scaron "Š" ><!--=capital S, caron -->
-<!ENTITY scedil "ş" ><!--=small s, cedilla -->
-<!ENTITY Scedil "Ş" ><!--=capital S, cedilla -->
-<!ENTITY scirc "ŝ" ><!--=small s, circumflex accent -->
-<!ENTITY Scirc "Ŝ" ><!--=capital S, circumflex accent -->
-<!ENTITY tcaron "ť" ><!--=small t, caron -->
-<!ENTITY Tcaron "Ť" ><!--=capital T, caron -->
-<!ENTITY tcedil "ţ" ><!--=small t, cedilla -->
-<!ENTITY Tcedil "Ţ" ><!--=capital T, cedilla -->
-<!ENTITY tstrok "ŧ" ><!--=small t, stroke -->
-<!ENTITY Tstrok "Ŧ" ><!--=capital T, stroke -->
-<!ENTITY ubreve "ŭ" ><!--=small u, breve -->
-<!ENTITY Ubreve "Ŭ" ><!--=capital U, breve -->
-<!ENTITY udblac "ű" ><!--=small u, double acute accent -->
-<!ENTITY Udblac "Ű" ><!--=capital U, double acute accent -->
-<!ENTITY umacr "ū" ><!--=small u, macron -->
-<!ENTITY Umacr "Ū" ><!--=capital U, macron -->
-<!ENTITY uogon "ų" ><!--=small u, ogonek -->
-<!ENTITY Uogon "Ų" ><!--=capital U, ogonek -->
-<!ENTITY uring "ů" ><!--=small u, ring -->
-<!ENTITY Uring "Ů" ><!--=capital U, ring -->
-<!ENTITY utilde "ũ" ><!--=small u, tilde -->
-<!ENTITY Utilde "Ũ" ><!--=capital U, tilde -->
-<!ENTITY wcirc "ŵ" ><!--=small w, circumflex accent -->
-<!ENTITY Wcirc "Ŵ" ><!--=capital W, circumflex accent -->
-<!ENTITY ycirc "ŷ" ><!--=small y, circumflex accent -->
-<!ENTITY Ycirc "Ŷ" ><!--=capital Y, circumflex accent -->
-<!ENTITY Yuml "Ÿ" ><!--=capital Y, dieresis or umlaut mark -->
-<!ENTITY zacute "ź" ><!--=small z, acute accent -->
-<!ENTITY Zacute "Ź" ><!--=capital Z, acute accent -->
-<!ENTITY zcaron "ž" ><!--=small z, caron -->
-<!ENTITY Zcaron "Ž" ><!--=capital Z, caron -->
-<!ENTITY zdot "ż" ><!--=small z, dot above -->
-<!ENTITY Zdot "Ż" ><!--=capital Z, dot above -->
+++ /dev/null
-
-<!--
- File isomfrk.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY afr "<%mchar.qname; name='afr'/>" ><!--(1D51E)/frak a, lower case a -->
-<!ENTITY Afr "<%mchar.qname; name='Afr'/>" ><!--(1D504)/frak A, upper case a -->
-<!ENTITY bfr "<%mchar.qname; name='bfr'/>" ><!--(1D51F)/frak b, lower case b -->
-<!ENTITY Bfr "<%mchar.qname; name='Bfr'/>" ><!--(1D505)/frak B, upper case b -->
-<!ENTITY cfr "<%mchar.qname; name='cfr'/>" ><!--(1D520)/frak c, lower case c -->
-<!ENTITY Cfr "<%mchar.qname; name='Cfr'/>" ><!--(1D506)/frak C, upper case c -->
-<!ENTITY dfr "<%mchar.qname; name='dfr'/>" ><!--(1D521)/frak d, lower case d -->
-<!ENTITY Dfr "<%mchar.qname; name='Dfr'/>" ><!--(1D507)/frak D, upper case d -->
-<!ENTITY efr "<%mchar.qname; name='efr'/>" ><!--(1D522)/frak e, lower case e -->
-<!ENTITY Efr "<%mchar.qname; name='Efr'/>" ><!--(1D508)/frak E, upper case e -->
-<!ENTITY ffr "<%mchar.qname; name='ffr'/>" ><!--(1D523)/frak f, lower case f -->
-<!ENTITY Ffr "<%mchar.qname; name='Ffr'/>" ><!--(1D509)/frak F, upper case f -->
-<!ENTITY gfr "<%mchar.qname; name='gfr'/>" ><!--(1D524)/frak g, lower case g -->
-<!ENTITY Gfr "<%mchar.qname; name='Gfr'/>" ><!--(1D50A)/frak G, upper case g -->
-<!ENTITY hfr "<%mchar.qname; name='hfr'/>" ><!--(1D525)/frak h, lower case h -->
-<!ENTITY Hfr "<%mchar.qname; name='Hfr'/>" ><!--(1D50B)/frak H, upper case h -->
-<!ENTITY ifr "<%mchar.qname; name='ifr'/>" ><!--(1D526)/frak i, lower case i -->
-<!ENTITY Ifr "<%mchar.qname; name='Ifr'/>" ><!--(1D50C)/frak I, upper case i -->
-<!ENTITY jfr "<%mchar.qname; name='jfr'/>" ><!--(1D527)/frak j, lower case j -->
-<!ENTITY Jfr "<%mchar.qname; name='Jfr'/>" ><!--(1D50D)/frak J, upper case j -->
-<!ENTITY kfr "<%mchar.qname; name='kfr'/>" ><!--(1D528)/frak k, lower case k -->
-<!ENTITY Kfr "<%mchar.qname; name='Kfr'/>" ><!--(1D50E)/frak K, upper case k -->
-<!ENTITY lfr "<%mchar.qname; name='lfr'/>" ><!--(1D529)/frak l, lower case l -->
-<!ENTITY Lfr "<%mchar.qname; name='Lfr'/>" ><!--(1D50F)/frak L, upper case l -->
-<!ENTITY mfr "<%mchar.qname; name='mfr'/>" ><!--(1D52A)/frak m, lower case m -->
-<!ENTITY Mfr "<%mchar.qname; name='Mfr'/>" ><!--(1D510)/frak M, upper case m -->
-<!ENTITY nfr "<%mchar.qname; name='nfr'/>" ><!--(1D52B)/frak n, lower case n -->
-<!ENTITY Nfr "<%mchar.qname; name='Nfr'/>" ><!--(1D511)/frak N, upper case n -->
-<!ENTITY ofr "<%mchar.qname; name='ofr'/>" ><!--(1D52C)/frak o, lower case o -->
-<!ENTITY Ofr "<%mchar.qname; name='Ofr'/>" ><!--(1D512)/frak O, upper case o -->
-<!ENTITY pfr "<%mchar.qname; name='pfr'/>" ><!--(1D52D)/frak p, lower case p -->
-<!ENTITY Pfr "<%mchar.qname; name='Pfr'/>" ><!--(1D513)/frak P, upper case p -->
-<!ENTITY qfr "<%mchar.qname; name='qfr'/>" ><!--(1D52E)/frak q, lower case q -->
-<!ENTITY Qfr "<%mchar.qname; name='Qfr'/>" ><!--(1D514)/frak Q, upper case q -->
-<!ENTITY rfr "<%mchar.qname; name='rfr'/>" ><!--(1D52F)/frak r, lower case r -->
-<!ENTITY Rfr "<%mchar.qname; name='Rfr'/>" ><!--(1D515)/frak R, upper case r -->
-<!ENTITY sfr "<%mchar.qname; name='sfr'/>" ><!--(1D530)/frak s, lower case s -->
-<!ENTITY Sfr "<%mchar.qname; name='Sfr'/>" ><!--(1D516)/frak S, upper case s -->
-<!ENTITY tfr "<%mchar.qname; name='tfr'/>" ><!--(1D531)/frak t, lower case t -->
-<!ENTITY Tfr "<%mchar.qname; name='Tfr'/>" ><!--(1D517)/frak T, upper case t -->
-<!ENTITY ufr "<%mchar.qname; name='ufr'/>" ><!--(1D532)/frak u, lower case u -->
-<!ENTITY Ufr "<%mchar.qname; name='Ufr'/>" ><!--(1D518)/frak U, upper case u -->
-<!ENTITY vfr "<%mchar.qname; name='vfr'/>" ><!--(1D533)/frak v, lower case v -->
-<!ENTITY Vfr "<%mchar.qname; name='Vfr'/>" ><!--(1D519)/frak V, upper case v -->
-<!ENTITY wfr "<%mchar.qname; name='wfr'/>" ><!--(1D534)/frak w, lower case w -->
-<!ENTITY Wfr "<%mchar.qname; name='Wfr'/>" ><!--(1D51A)/frak W, upper case w -->
-<!ENTITY xfr "<%mchar.qname; name='xfr'/>" ><!--(1D535)/frak x, lower case x -->
-<!ENTITY Xfr "<%mchar.qname; name='Xfr'/>" ><!--(1D51B)/frak X, upper case x -->
-<!ENTITY yfr "<%mchar.qname; name='yfr'/>" ><!--(1D536)/frak y, lower case y -->
-<!ENTITY Yfr "<%mchar.qname; name='Yfr'/>" ><!--(1D51C)/frak Y, upper case y -->
-<!ENTITY zfr "<%mchar.qname; name='zfr'/>" ><!--(1D537)/frak z, lower case z -->
-<!ENTITY Zfr "<%mchar.qname; name='Zfr'/>" ><!--(1D51D)/frak Z, upper case z -->
+++ /dev/null
-
-<!--
- File isomopf.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY Aopf "<%mchar.qname; name='Aopf'/>" ><!--(1D538)/Bbb A, open face A -->
-<!ENTITY Bopf "<%mchar.qname; name='Bopf'/>" ><!--(1D539)/Bbb B, open face B -->
-<!ENTITY Copf "<%mchar.qname; name='Copf'/>" ><!--(1D53A)/Bbb C, open face C -->
-<!ENTITY Dopf "<%mchar.qname; name='Dopf'/>" ><!--(1D53B)/Bbb D, open face D -->
-<!ENTITY Eopf "<%mchar.qname; name='Eopf'/>" ><!--(1D53C)/Bbb E, open face E -->
-<!ENTITY Fopf "<%mchar.qname; name='Fopf'/>" ><!--(1D53D)/Bbb F, open face F -->
-<!ENTITY Gopf "<%mchar.qname; name='Gopf'/>" ><!--(1D53E)/Bbb G, open face G -->
-<!ENTITY Hopf "<%mchar.qname; name='Hopf'/>" ><!--(1D53F)/Bbb H, open face H -->
-<!ENTITY Iopf "<%mchar.qname; name='Iopf'/>" ><!--(1D540)/Bbb I, open face I -->
-<!ENTITY Jopf "<%mchar.qname; name='Jopf'/>" ><!--(1D541)/Bbb J, open face J -->
-<!ENTITY Kopf "<%mchar.qname; name='Kopf'/>" ><!--(1D542)/Bbb K, open face K -->
-<!ENTITY Lopf "<%mchar.qname; name='Lopf'/>" ><!--(1D543)/Bbb L, open face L -->
-<!ENTITY Mopf "<%mchar.qname; name='Mopf'/>" ><!--(1D544)/Bbb M, open face M -->
-<!ENTITY Nopf "<%mchar.qname; name='Nopf'/>" ><!--(1D545)/Bbb N, open face N -->
-<!ENTITY Oopf "<%mchar.qname; name='Oopf'/>" ><!--(1D546)/Bbb O, open face O -->
-<!ENTITY Popf "<%mchar.qname; name='Popf'/>" ><!--(1D547)/Bbb P, open face P -->
-<!ENTITY Qopf "<%mchar.qname; name='Qopf'/>" ><!--(1D548)/Bbb Q, open face Q -->
-<!ENTITY Ropf "<%mchar.qname; name='Ropf'/>" ><!--(1D549)/Bbb R, open face R -->
-<!ENTITY Sopf "<%mchar.qname; name='Sopf'/>" ><!--(1D54A)/Bbb S, open face S -->
-<!ENTITY Topf "<%mchar.qname; name='Topf'/>" ><!--(1D54B)/Bbb T, open face T -->
-<!ENTITY Uopf "<%mchar.qname; name='Uopf'/>" ><!--(1D54C)/Bbb U, open face U -->
-<!ENTITY Vopf "<%mchar.qname; name='Vopf'/>" ><!--(1D54D)/Bbb V, open face V -->
-<!ENTITY Wopf "<%mchar.qname; name='Wopf'/>" ><!--(1D54E)/Bbb W, open face W -->
-<!ENTITY Xopf "<%mchar.qname; name='Xopf'/>" ><!--(1D54F)/Bbb X, open face X -->
-<!ENTITY Yopf "<%mchar.qname; name='Yopf'/>" ><!--(1D550)/Bbb Y, open face Y -->
-<!ENTITY Zopf "<%mchar.qname; name='Zopf'/>" ><!--(1D551)/Bbb Z, open face Z -->
+++ /dev/null
-
-<!--
- File isomscr.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY ascr "<%mchar.qname; name='ascr'/>" ><!--(1D4B6)/scr a, script letter a -->
-<!ENTITY Ascr "<%mchar.qname; name='Ascr'/>" ><!--(1D49C)/scr A, script letter A -->
-<!ENTITY bscr "<%mchar.qname; name='bscr'/>" ><!--(1D4B7)/scr b, script letter b -->
-<!ENTITY Bscr "<%mchar.qname; name='Bscr'/>" ><!--(1D49D)/scr B, script letter B -->
-<!ENTITY cscr "<%mchar.qname; name='cscr'/>" ><!--(1D4B8)/scr c, script letter c -->
-<!ENTITY Cscr "<%mchar.qname; name='Cscr'/>" ><!--(1D49E)/scr C, script letter C -->
-<!ENTITY dscr "<%mchar.qname; name='dscr'/>" ><!--(1D4B9)/scr d, script letter d -->
-<!ENTITY Dscr "<%mchar.qname; name='Dscr'/>" ><!--(1D49F)/scr D, script letter D -->
-<!ENTITY escr "<%mchar.qname; name='escr'/>" ><!--(1D4BA)/scr e, script letter e -->
-<!ENTITY Escr "<%mchar.qname; name='Escr'/>" ><!--(1D4A0)/scr E, script letter E -->
-<!ENTITY fscr "<%mchar.qname; name='fscr'/>" ><!--(1D4BB)/scr f, script letter f -->
-<!ENTITY Fscr "<%mchar.qname; name='Fscr'/>" ><!--(1D4A1)/scr F, script letter F -->
-<!ENTITY gscr "<%mchar.qname; name='gscr'/>" ><!--(1D4BC)/scr g, script letter g -->
-<!ENTITY Gscr "<%mchar.qname; name='Gscr'/>" ><!--(1D4A2)/scr G, script letter G -->
-<!ENTITY hscr "<%mchar.qname; name='hscr'/>" ><!--(1D4BD)/scr h, script letter h -->
-<!ENTITY Hscr "<%mchar.qname; name='Hscr'/>" ><!--(1D4A3)/scr H, script letter H -->
-<!ENTITY iscr "<%mchar.qname; name='iscr'/>" ><!--(1D4BE)/scr i, script letter i -->
-<!ENTITY Iscr "<%mchar.qname; name='Iscr'/>" ><!--(1D4A4)/scr I, script letter I -->
-<!ENTITY jscr "<%mchar.qname; name='jscr'/>" ><!--(1D4BF)/scr j, script letter j -->
-<!ENTITY Jscr "<%mchar.qname; name='Jscr'/>" ><!--(1D4A5)/scr J, script letter J -->
-<!ENTITY kscr "<%mchar.qname; name='kscr'/>" ><!--(1D4C0)/scr k, script letter k -->
-<!ENTITY Kscr "<%mchar.qname; name='Kscr'/>" ><!--(1D4A6)/scr K, script letter K -->
-<!ENTITY lscr "<%mchar.qname; name='lscr'/>" ><!--(1D4C1)/scr l, script letter l -->
-<!ENTITY Lscr "<%mchar.qname; name='Lscr'/>" ><!--(1D4A7)/scr L, script letter L -->
-<!ENTITY mscr "<%mchar.qname; name='mscr'/>" ><!--(1D4C2)/scr m, script letter m -->
-<!ENTITY Mscr "<%mchar.qname; name='Mscr'/>" ><!--(1D4A8)/scr M, script letter M -->
-<!ENTITY nscr "<%mchar.qname; name='nscr'/>" ><!--(1D4C3)/scr n, script letter n -->
-<!ENTITY Nscr "<%mchar.qname; name='Nscr'/>" ><!--(1D4A9)/scr N, script letter N -->
-<!ENTITY oscr "<%mchar.qname; name='oscr'/>" ><!--(1D4C4)/scr o, script letter o -->
-<!ENTITY Oscr "<%mchar.qname; name='Oscr'/>" ><!--(1D4AA)/scr O, script letter O -->
-<!ENTITY pscr "<%mchar.qname; name='pscr'/>" ><!--(1D4C5)/scr p, script letter p -->
-<!ENTITY Pscr "<%mchar.qname; name='Pscr'/>" ><!--(1D4AB)/scr P, script letter P -->
-<!ENTITY qscr "<%mchar.qname; name='qscr'/>" ><!--(1D4C6)/scr q, script letter q -->
-<!ENTITY Qscr "<%mchar.qname; name='Qscr'/>" ><!--(1D4AC)/scr Q, script letter Q -->
-<!ENTITY rscr "<%mchar.qname; name='rscr'/>" ><!--(1D4C7)/scr r, script letter r -->
-<!ENTITY Rscr "<%mchar.qname; name='Rscr'/>" ><!--(1D4AD)/scr R, script letter R -->
-<!ENTITY sscr "<%mchar.qname; name='sscr'/>" ><!--(1D4C8)/scr s, script letter s -->
-<!ENTITY Sscr "<%mchar.qname; name='Sscr'/>" ><!--(1D4AE)/scr S, script letter S -->
-<!ENTITY tscr "<%mchar.qname; name='tscr'/>" ><!--(1D4C9)/scr t, script letter t -->
-<!ENTITY Tscr "<%mchar.qname; name='Tscr'/>" ><!--(1D4AF)/scr T, script letter T -->
-<!ENTITY uscr "<%mchar.qname; name='uscr'/>" ><!--(1D4CA)/scr u, script letter u -->
-<!ENTITY Uscr "<%mchar.qname; name='Uscr'/>" ><!--(1D4B0)/scr U, script letter U -->
-<!ENTITY vscr "<%mchar.qname; name='vscr'/>" ><!--(1D4CB)/scr v, script letter v -->
-<!ENTITY Vscr "<%mchar.qname; name='Vscr'/>" ><!--(1D4B1)/scr V, script letter V -->
-<!ENTITY wscr "<%mchar.qname; name='wscr'/>" ><!--(1D4CC)/scr w, script letter w -->
-<!ENTITY Wscr "<%mchar.qname; name='Wscr'/>" ><!--(1D4B2)/scr W, script letter W -->
-<!ENTITY xscr "<%mchar.qname; name='xscr'/>" ><!--(1D4CD)/scr x, script letter x -->
-<!ENTITY Xscr "<%mchar.qname; name='Xscr'/>" ><!--(1D4B3)/scr X, script letter X -->
-<!ENTITY yscr "<%mchar.qname; name='yscr'/>" ><!--(1D4CE)/scr y, script letter y -->
-<!ENTITY Yscr "<%mchar.qname; name='Yscr'/>" ><!--(1D4B4)/scr Y, script letter Y -->
-<!ENTITY zscr "<%mchar.qname; name='zscr'/>" ><!--(1D4CF)/scr z, script letter z -->
-<!ENTITY Zscr "<%mchar.qname; name='Zscr'/>" ><!--(1D4B5)/scr Z, script letter Z -->
+++ /dev/null
-
-<!--
- File isonum.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-<!--HELM: deleted the central &:
-<!ENTITY amp "&&" >-->
-<!ENTITY amp "&#x00026;" ><!--=ampersand -->
-<!ENTITY apos "'" ><!--=apostrophe -->
-<!ENTITY ast "*" ><!--/ast B: =asterisk -->
-<!ENTITY brvbar "¦" ><!--=broken (vertical) bar -->
-<!ENTITY bsol "\" ><!--/backslash =reverse solidus -->
-<!ENTITY cent "¢" ><!--=cent sign -->
-<!ENTITY colon ":" ><!--/colon P: -->
-<!ENTITY comma "," ><!--P: =comma -->
-<!ENTITY commat "@" ><!--=commercial at -->
-<!ENTITY copy "©" ><!--=copyright sign -->
-<!ENTITY curren "¤" ><!--=general currency sign -->
-<!ENTITY darr "↓" ><!--/downarrow A: =downward arrow -->
-<!ENTITY deg "°" ><!--=degree sign -->
-<!ENTITY divide "÷" ><!--/div B: =divide sign -->
-<!ENTITY dollar "$" ><!--=dollar sign -->
-<!ENTITY equals "=" ><!--=equals sign R: -->
-<!ENTITY excl "!" ><!--=exclamation mark -->
-<!ENTITY frac12 "½" ><!--=fraction one-half -->
-<!ENTITY frac14 "¼" ><!--=fraction one-quarter -->
-<!ENTITY frac18 "⅛" ><!--=fraction one-eighth -->
-<!ENTITY frac34 "¾" ><!--=fraction three-quarters -->
-<!ENTITY frac38 "⅜" ><!--=fraction three-eighths -->
-<!ENTITY frac58 "⅝" ><!--=fraction five-eighths -->
-<!ENTITY frac78 "⅞" ><!--=fraction seven-eighths -->
-<!ENTITY gt ">" ><!--=greater-than sign R: -->
-<!ENTITY half "½" ><!--=fraction one-half -->
-<!ENTITY horbar "―" ><!--=horizontal bar -->
-<!ENTITY hyphen "‐" ><!--=hyphen -->
-<!ENTITY iexcl "¡" ><!--=inverted exclamation mark -->
-<!ENTITY iquest "¿" ><!--=inverted question mark -->
-<!ENTITY laquo "«" ><!--=angle quotation mark, left -->
-<!ENTITY larr "←" ><!--/leftarrow /gets A: =leftward arrow -->
-<!ENTITY lcub "{" ><!--/lbrace O: =left curly bracket -->
-<!ENTITY ldquo "“" ><!--=double quotation mark, left -->
-<!ENTITY lowbar "_" ><!--=low line -->
-<!ENTITY lpar "(" ><!--O: =left parenthesis -->
-<!ENTITY lsqb "[" ><!--/lbrack O: =left square bracket -->
-<!ENTITY lsquo "‘" ><!--=single quotation mark, left -->
-<!--HELM: deleted the central &:
-<!ENTITY lt "&<" >-->
-<!ENTITY lt "&#x0003C;" ><!--=less-than sign R: -->
-<!ENTITY micro "µ" ><!--=micro sign -->
-<!ENTITY middot "·" ><!--/centerdot B: =middle dot -->
-<!ENTITY nbsp " " ><!--=no break (required) space -->
-<!ENTITY not "¬" ><!--/neg /lnot =not sign -->
-<!ENTITY num "#" ><!--=number sign -->
-<!ENTITY ohm "Ω" ><!--=ohm sign -->
-<!ENTITY ordf "ª" ><!--=ordinal indicator, feminine -->
-<!ENTITY ordm "º" ><!--=ordinal indicator, masculine -->
-<!ENTITY para "¶" ><!--=pilcrow (paragraph sign) -->
-<!ENTITY percnt "%" ><!--=percent sign -->
-<!ENTITY period "." ><!--=full stop, period -->
-<!ENTITY plus "+" ><!--=plus sign B: -->
-<!ENTITY plusmn "±" ><!--/pm B: =plus-or-minus sign -->
-<!ENTITY pound "£" ><!--=pound sign -->
-<!ENTITY quest "?" ><!--=question mark -->
-<!ENTITY quot """ ><!--=quotation mark -->
-<!ENTITY raquo "»" ><!--=angle quotation mark, right -->
-<!ENTITY rarr "→" ><!--/rightarrow /to A: =rightward arrow -->
-<!ENTITY rcub "}" ><!--/rbrace C: =right curly bracket -->
-<!ENTITY rdquo "”" ><!--=double quotation mark, right -->
-<!ENTITY reg "®" ><!--/circledR =registered sign -->
-<!ENTITY rpar ")" ><!--C: =right parenthesis -->
-<!ENTITY rsqb "]" ><!--/rbrack C: =right square bracket -->
-<!ENTITY rsquo "’" ><!--=single quotation mark, right -->
-<!ENTITY sect "§" ><!--=section sign -->
-<!ENTITY semi ";" ><!--=semicolon P: -->
-<!ENTITY shy "­" ><!--=soft hyphen -->
-<!ENTITY sol "/" ><!--=solidus -->
-<!ENTITY sung "♪" ><!--=music note (sung text sign) -->
-<!ENTITY sup1 "¹" ><!--=superscript one -->
-<!ENTITY sup2 "²" ><!--=superscript two -->
-<!ENTITY sup3 "³" ><!--=superscript three -->
-<!ENTITY times "×" ><!--/times B: =multiply sign -->
-<!ENTITY trade "™" ><!--=trade mark sign -->
-<!ENTITY uarr "↑" ><!--/uparrow A: =upward arrow -->
-<!ENTITY verbar "|" ><!--/vert =vertical bar -->
-<!ENTITY yen "¥" ><!--/yen =yen sign -->
+++ /dev/null
-
-<!--
- File isopub.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY blank "␣" ><!--=significant blank symbol -->
-<!ENTITY blk12 "▒" ><!--=50% shaded block -->
-<!ENTITY blk14 "░" ><!--=25% shaded block -->
-<!ENTITY blk34 "▓" ><!--=75% shaded block -->
-<!ENTITY block "█" ><!--=full block -->
-<!ENTITY bull "•" ><!--/bullet B: =round bullet, filled -->
-<!ENTITY caret "⁁" ><!--=caret (insertion mark) -->
-<!ENTITY check "✓" ><!--/checkmark =tick, check mark -->
-<!ENTITY cir "○" ><!--/circ B: =circle, open -->
-<!ENTITY clubs "♣" ><!--/clubsuit =club suit symbol -->
-<!ENTITY copysr "℗" ><!--=sound recording copyright sign -->
-<!ENTITY cross "✗" ><!--=ballot cross -->
-<!ENTITY dagger "†" ><!--/dagger B: =dagger -->
-<!ENTITY Dagger "‡" ><!--/ddagger B: =double dagger -->
-<!ENTITY dash "‐" ><!--=hyphen (true graphic) -->
-<!ENTITY diams "♦" ><!--/diamondsuit =diamond suit symbol -->
-<!ENTITY dlcrop "⌍" ><!--downward left crop mark -->
-<!ENTITY drcrop "⌌" ><!--downward right crop mark -->
-<!ENTITY dtri "▿" ><!--/triangledown =down triangle, open -->
-<!ENTITY dtrif "▾" ><!--/blacktriangledown =dn tri, filled -->
-<!ENTITY emsp " " ><!--=em space -->
-<!ENTITY emsp13 " " ><!--=1/3-em space -->
-<!ENTITY emsp14 " " ><!--=1/4-em space -->
-<!ENTITY ensp " " ><!--=en space (1/2-em) -->
-<!ENTITY female "♀" ><!--=female symbol -->
-<!ENTITY ffilig "ffi" ><!--small ffi ligature -->
-<!ENTITY fflig "ff" ><!--small ff ligature -->
-<!ENTITY ffllig "ffl" ><!--small ffl ligature -->
-<!ENTITY filig "fi" ><!--small fi ligature -->
-<!ENTITY flat "♭" ><!--/flat =musical flat -->
-<!ENTITY fllig "fl" ><!--small fl ligature -->
-<!ENTITY frac13 "⅓" ><!--=fraction one-third -->
-<!ENTITY frac15 "⅕" ><!--=fraction one-fifth -->
-<!ENTITY frac16 "⅙" ><!--=fraction one-sixth -->
-<!ENTITY frac23 "⅔" ><!--=fraction two-thirds -->
-<!ENTITY frac25 "⅖" ><!--=fraction two-fifths -->
-<!ENTITY frac35 "⅗" ><!--=fraction three-fifths -->
-<!ENTITY frac45 "⅘" ><!--=fraction four-fifths -->
-<!ENTITY frac56 "⅚" ><!--=fraction five-sixths -->
-<!ENTITY hairsp " " ><!--=hair space -->
-<!ENTITY hearts "♡" ><!--/heartsuit =heart suit symbol -->
-<!ENTITY hellip "…" ><!--=ellipsis (horizontal) -->
-<!ENTITY hybull "⁃" ><!--rectangle, filled (hyphen bullet) -->
-<!ENTITY incare "℅" ><!--=in-care-of symbol -->
-<!ENTITY ldquor "„" ><!--=rising dbl quote, left (low) -->
-<!ENTITY lhblk "▄" ><!--=lower half block -->
-<!ENTITY loz "◊" ><!--/lozenge - lozenge or total mark -->
-<!ENTITY lozf "⧫" ><!--/blacklozenge - lozenge, filled -->
-<!ENTITY lsquor "‚" ><!--=rising single quote, left (low) -->
-<!ENTITY ltri "◃" ><!--/triangleleft B: l triangle, open -->
-<!ENTITY ltrif "◂" ><!--/blacktriangleleft R: =l tri, filled -->
-<!ENTITY male "♂" ><!--=male symbol -->
-<!ENTITY malt "✠" ><!--/maltese =maltese cross -->
-<!ENTITY marker "▮" ><!--=histogram marker -->
-<!ENTITY mdash "—" ><!--=em dash -->
-<!ENTITY mldr "…" ><!--em leader -->
-<!ENTITY natur "♮" ><!--/natural - music natural -->
-<!ENTITY ndash "–" ><!--=en dash -->
-<!ENTITY nldr "‥" ><!--=double baseline dot (en leader) -->
-<!ENTITY numsp " " ><!--=digit space (width of a number) -->
-<!ENTITY phone "☎" ><!--=telephone symbol -->
-<!ENTITY puncsp " " ><!--=punctuation space (width of comma) -->
-<!ENTITY rdquor "”" ><!--rising dbl quote, right (high) -->
-<!ENTITY rect "▭" ><!--=rectangle, open -->
-<!ENTITY rsquor "’" ><!--rising single quote, right (high) -->
-<!ENTITY rtri "▹" ><!--/triangleright B: r triangle, open -->
-<!ENTITY rtrif "▸" ><!--/blacktriangleright R: =r tri, filled -->
-<!ENTITY rx "℞" ><!--pharmaceutical prescription (Rx) -->
-<!ENTITY sext "✶" ><!--sextile (6-pointed star) -->
-<!ENTITY sharp "♯" ><!--/sharp =musical sharp -->
-<!ENTITY spades "♠" ><!--/spadesuit =spades suit symbol -->
-<!ENTITY squ "□" ><!--=square, open -->
-<!ENTITY squf "▪" ><!--/blacksquare =sq bullet, filled -->
-<!ENTITY star "⋆" ><!--=star, open -->
-<!ENTITY starf "★" ><!--/bigstar - star, filled -->
-<!ENTITY target "⌖" ><!--register mark or target -->
-<!ENTITY telrec "⌕" ><!--=telephone recorder symbol -->
-<!ENTITY thinsp " " ><!--=thin space (1/6-em) -->
-<!ENTITY uhblk "▀" ><!--=upper half block -->
-<!ENTITY ulcrop "⌏" ><!--upward left crop mark -->
-<!ENTITY urcrop "⌎" ><!--upward right crop mark -->
-<!ENTITY utri "▵" ><!--/triangle =up triangle, open -->
-<!ENTITY utrif "▴" ><!--/blacktriangle =up tri, filled -->
-<!ENTITY vellip "⋮" ><!--vertical ellipsis -->
+++ /dev/null
-
-<!--
- File isotech.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
- Entity names in this file are derived from files carrying the
- following notice:
-
- (C) International Organization for Standardization 1991
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
-
--->
-
-<!ENTITY acd "∿" ><!--ac current -->
-<!ENTITY aleph "ℵ" ><!--/aleph aleph, Hebrew -->
-<!ENTITY and "∧" ><!--/wedge /land B: logical and -->
-<!ENTITY And "⩓" ><!--dbl logical and -->
-<!ENTITY andand "⩕" ><!--two logical and -->
-<!ENTITY andd "⩜" ><!--and, horizontal dash -->
-<!ENTITY andslope "⩘" ><!--sloping large and -->
-<!ENTITY andv "⩚" ><!--and with middle stem -->
-<!ENTITY angrt "∟" ><!--right (90 degree) angle -->
-<!ENTITY angsph "∢" ><!--/sphericalangle angle-spherical -->
-<!ENTITY angst "Å" ><!--Angstrom capital A, ring -->
-<!ENTITY ap "≈" ><!--/approx R: approximate -->
-<!ENTITY apacir "⩯" ><!--approximate, circumflex accent -->
-<!ENTITY awconint "∳" ><!--contour integral, anti-clockwise -->
-<!ENTITY awint "⨑" ><!--anti clock-wise integration -->
-<!ENTITY becaus "∵" ><!--/because R: because -->
-<!ENTITY bernou "ℬ" ><!--Bernoulli function (script capital B) -->
-<!ENTITY bne "=⃥" ><!--reverse not equal -->
-<!ENTITY bnequiv "≡⃥" ><!--reverse not equivalent -->
-<!ENTITY bnot "⌐" ><!--reverse not -->
-<!ENTITY bNot "⫭" ><!--reverse not with two horizontal strokes -->
-<!ENTITY bottom "⊥" ><!--/bot bottom -->
-<!ENTITY cap "∩" ><!--/cap B: intersection -->
-<!ENTITY Cconint "∰" ><!--triple contour integral operator -->
-<!ENTITY cirfnint "⨐" ><!--circulation function -->
-<!ENTITY compfn "∘" ><!--/circ B: composite function (small circle) -->
-<!ENTITY cong "≅" ><!--/cong R: congruent with -->
-<!ENTITY conint "∮" ><!--/oint L: contour integral operator -->
-<!ENTITY Conint "∯" ><!--double contour integral operator -->
-<!ENTITY ctdot "⋯" ><!--/cdots, three dots, centered -->
-<!ENTITY cup "∪" ><!--/cup B: union or logical sum -->
-<!ENTITY cwconint "∲" ><!--contour integral, clockwise -->
-<!ENTITY cwint "∱" ><!--clockwise integral -->
-<!ENTITY cylcty "⌭" ><!--cylindricity -->
-<!ENTITY disin "⋲" ><!--set membership, long horizontal stroke -->
-<!ENTITY Dot "¨" ><!--dieresis or umlaut mark -->
-<!ENTITY DotDot "⃜" ><!--four dots above -->
-<!ENTITY dsol "⁒" ><!--solidus, bar above -->
-<!ENTITY dtdot "⋱" ><!--/ddots, three dots, descending -->
-<!ENTITY dwangle "⦦" ><!--large downward pointing angle -->
-<!ENTITY epar "⋕" ><!--parallel, equal; equal or parallel -->
-<!ENTITY eparsl "⧣" ><!--parallel, slanted, equal; homothetically congruent to -->
-<!ENTITY equiv "≡" ><!--/equiv R: identical with -->
-<!ENTITY eqvparsl "⧥" ><!--equivalent, equal; congruent and parallel -->
-<!ENTITY exist "∃" ><!--/exists at least one exists -->
-<!ENTITY fnof "ƒ" ><!--function of (italic small f) -->
-<!ENTITY forall "∀" ><!--/forall for all -->
-<!ENTITY fpartint "⨍" ><!--finite part integral -->
-<!ENTITY ge "≥" ><!--/geq /ge R: greater-than-or-equal -->
-<!ENTITY hamilt "ℋ" ><!--Hamiltonian (script capital H) -->
-<!ENTITY iff "⇔" ><!--/iff if and only if -->
-<!ENTITY iinfin "⧜" ><!--infinity sign, incomplete -->
-<!ENTITY imped "<%mchar.qname; name='imped'/>" ><!--(1D543)impedance -->
-<!ENTITY infin "∞" ><!--/infty infinity -->
-<!ENTITY int "∫" ><!--/int L: integral operator -->
-<!ENTITY Int "∬" ><!--double integral operator -->
-<!ENTITY intlarhk "⨗" ><!--integral, left arrow with hook -->
-<!ENTITY isin "∈" ><!--/in R: set membership -->
-<!ENTITY isindot "⋵" ><!--set membership, dot above -->
-<!ENTITY isinE "⋹" ><!--set membership, two horizontal strokes -->
-<!ENTITY isins "⋴" ><!--set membership, vertical bar on horizontal stroke -->
-<!ENTITY isinsv "⋳" ><!--large set membership, vertical bar on horizontal stroke -->
-<!ENTITY isinv "∈" ><!--set membership, variant -->
-<!ENTITY lagran "ℒ" ><!--Lagrangian (script capital L) -->
-<!ENTITY lang "〈" ><!--/langle O: left angle bracket -->
-<!ENTITY Lang "《" ><!--left angle bracket, double -->
-<!ENTITY lArr "⇐" ><!--/Leftarrow A: is implied by -->
-<!ENTITY lbbrk "〔" ><!--left broken bracket -->
-<!ENTITY le "≤" ><!--/leq /le R: less-than-or-equal -->
-<!ENTITY loang "〘" ><!--left open angular bracket -->
-<!ENTITY lobrk "〚" ><!--left open bracket -->
-<!ENTITY lopar "⦅" ><!--left open parenthesis -->
-<!ENTITY lowast "∗" ><!--low asterisk -->
-<!ENTITY minus "−" ><!--B: minus sign -->
-<!ENTITY mnplus "∓" ><!--/mp B: minus-or-plus sign -->
-<!ENTITY nabla "∇" ><!--/nabla del, Hamilton operator -->
-<!ENTITY ne "≠" ><!--/ne /neq R: not equal -->
-<!ENTITY nedot "≠⁣" ><!--not equal, dot -->
-<!ENTITY nhpar "⫲" ><!--not, horizontal, parallel -->
-<!ENTITY ni "∋" ><!--/ni /owns R: contains -->
-<!ENTITY nis "⋼" ><!--contains, vertical bar on horizontal stroke -->
-<!ENTITY nisd "⋺" ><!--contains, long horizontal stroke -->
-<!ENTITY niv "∋" ><!--contains, variant -->
-<!ENTITY Not "⫬" ><!--not with two horizontal strokes -->
-<!ENTITY notin "∉" ><!--/notin N: negated set membership -->
-<!ENTITY notindot "⋶⁣" ><!--negated set membership, dot above -->
-<!ENTITY notinva "∉̸" ><!--negated set membership, variant -->
-<!ENTITY notinvb "⋷" ><!--negated set membership, variant -->
-<!ENTITY notinvc "⋶" ><!--negated set membership, variant -->
-<!ENTITY notni "∌" ><!--negated contains -->
-<!ENTITY notniva "∌" ><!--negated contains, variant -->
-<!ENTITY notnivb "⋾" ><!--contains, variant -->
-<!ENTITY notnivc "⋽" ><!--contains, variant -->
-<!ENTITY nparsl "∥⁣⃥" ><!--not parallel, slanted -->
-<!ENTITY npart "∂̸" ><!--not partial differential -->
-<!ENTITY npolint "⨔" ><!--line integration, not including the pole -->
-<!ENTITY nvinfin "⧞" ><!--not, vert, infinity -->
-<!ENTITY olcross "⦻" ><!--circle, cross -->
-<!ENTITY or "∨" ><!--/vee /lor B: logical or -->
-<!ENTITY Or "⩔" ><!--dbl logical or -->
-<!ENTITY ord "⩝" ><!--or, horizontal dash -->
-<!ENTITY order "ℴ" ><!--order of (script small o) -->
-<!ENTITY oror "⩖" ><!--two logical or -->
-<!ENTITY orslope "⩗" ><!--sloping large or -->
-<!ENTITY orv "⩛" ><!--or with middle stem -->
-<!ENTITY par "∥" ><!--/parallel R: parallel -->
-<!ENTITY parsl "∥⁣" ><!--parallel, slanted -->
-<!ENTITY part "∂" ><!--/partial partial differential -->
-<!ENTITY permil "‰" ><!--per thousand -->
-<!ENTITY perp "⊥" ><!--/perp R: perpendicular -->
-<!ENTITY pertenk "‱" ><!--per 10 thousand -->
-<!ENTITY phmmat "ℳ" ><!--physics M-matrix (script capital M) -->
-<!ENTITY pointint "⨕" ><!--integral around a point operator -->
-<!ENTITY prime "′" ><!--/prime prime or minute -->
-<!ENTITY Prime "″" ><!--double prime or second -->
-<!ENTITY profalar "⌮" ><!--all-around profile -->
-<!ENTITY profline "⌒" ><!--profile of a line -->
-<!ENTITY profsurf "⌓" ><!--profile of a surface -->
-<!ENTITY prop "∝" ><!--/propto R: is proportional to -->
-<!ENTITY qint "⨌" ><!--/iiiint quadruple integral operator -->
-<!ENTITY qprime "⁗" ><!--quadruple prime -->
-<!ENTITY quatint "⨖" ><!--quaternion integral operator -->
-<!ENTITY radic "√" ><!--/surd radical -->
-<!ENTITY rang "〉" ><!--/rangle C: right angle bracket -->
-<!ENTITY Rang "》" ><!--right angle bracket, double -->
-<!ENTITY rArr "⇒" ><!--/Rightarrow A: implies -->
-<!ENTITY rbbrk "〕" ><!--right broken bracket -->
-<!ENTITY roang "〙" ><!--right open angular bracket -->
-<!ENTITY robrk "〛" ><!--right open bracket -->
-<!ENTITY ropar "⦆" ><!--right open parenthesis -->
-<!ENTITY rppolint "⨒" ><!--line integration, rectangular path around pole -->
-<!ENTITY scpolint "⨓" ><!--line integration, semi-circular path around pole -->
-<!ENTITY sim "∼" ><!--/sim R: similar -->
-<!ENTITY simdot "⩪" ><!--similar, dot -->
-<!ENTITY sime "≃" ><!--/simeq R: similar, equals -->
-<!ENTITY smeparsl "⧤" ><!--similar, parallel, slanted, equal -->
-<!ENTITY square "□" ><!--/square, square -->
-<!ENTITY squarf "▪" ><!--/blacksquare, square, filled -->
-<!ENTITY sub "⊂" ><!--/subset R: subset or is implied by -->
-<!ENTITY sube "⊆" ><!--/subseteq R: subset, equals -->
-<!ENTITY sup "⊃" ><!--/supset R: superset or implies -->
-<!ENTITY supe "⊇" ><!--/supseteq R: superset, equals -->
-<!ENTITY tdot "⃛" ><!--three dots above -->
-<!ENTITY there4 "∴" ><!--/therefore R: therefore -->
-<!ENTITY tint "∭" ><!--/iiint triple integral operator -->
-<!ENTITY top "⊤" ><!--/top top -->
-<!ENTITY topbot "⌶" ><!--top and bottom -->
-<!ENTITY topcir "⫱" ><!--top, circle below -->
-<!ENTITY tprime "‴" ><!--triple prime -->
-<!ENTITY utdot "⋰" ><!--three dots, ascending -->
-<!ENTITY uwangle "⦧" ><!--large upward pointing angle -->
-<!ENTITY vangrt "⊾" ><!--right angle, variant -->
-<!ENTITY veeeq "≚" ><!--logical or, equals -->
-<!ENTITY Verbar "‖" ><!--/Vert dbl vertical bar -->
-<!ENTITY wedgeq "≙" ><!--/wedgeq R: corresponds to (wedge, equals) -->
-<!ENTITY xnis "⋻" ><!--large contains, vertical bar on horizontal stroke -->
+++ /dev/null
-<!ELEMENT ls (section*|object*)>
-
-<!ELEMENT section (#PCDATA)>
-
-<!ELEMENT object (ann,types)>
-<!ATTLIST object name CDATA #REQUIRED>
-
-<!ELEMENT ann EMPTY>
-<!ATTLIST ann value (YES|NO) #REQUIRED>
-
-<!ELEMENT types EMPTY>
-<!ATTLIST types value (YES|NO|ANN) #REQUIRED>
-
+++ /dev/null
-<!-- ....................................................................... -->
-<!-- MathML Qualified Names Module ........................................ -->
-<!-- file: mathml2-qname-1.mod
-
- This is the Mathematical Markup Language (MathML) 2.0, an XML
- application for describing mathematical notation and capturing
- both its structure and content.
-
- Copyright 1998-2000 W3C (MIT, INRIA, Keio), All Rights Reserved.
- Revision: $Id$
-
- This DTD module is identified by the PUBLIC and SYSTEM identifiers:
-
- PUBLIC "-//W3C//ENTITIES MathML 2.0 Qualified Names 1.0//EN"
- SYSTEM "mathml2-qname-1.mod"
-
- Revisions:
- (none)
- ....................................................................... -->
-
-<!-- MathML Qualified Names
-
- This module is contained in two parts, labeled Section 'A' and 'B':
-
- Section A declares parameter entities to support namespace-
- qualified names, namespace declarations, and name prefixing
- for MathML.
-
- Section B declares parameter entities used to provide
- namespace-qualified names for all MathML element types.
-
- This module is derived from the XHTML Qualified Names Template module.
--->
-
-<!-- Section A: XHTML XML Namespace Framework :::::::::::::::::::: -->
-
-<!-- HELM: mathml namespace activated:
-<!ENTITY % NS.prefixed "IGNORE" >-->
-
-<!ENTITY % NS.prefixed "INCLUDE" >
-<!ENTITY % MATHML.prefixed "%NS.prefixed;" >
-
-<!-- XLink ............... -->
-
-<!ENTITY % XLINK.xmlns "http://www.w3.org/1999/xlink" >
-<!ENTITY % XLINK.xmlns.attrib
- "xmlns:xlink CDATA #FIXED '%XLINK.xmlns;'"
->
-
-<!-- MathML .............. -->
-
-<!ENTITY % MATHML.xmlns "http://www.w3.org/1998/Math/MathML" >
-<!ENTITY % MATHML.prefix "m" >
-<![%MATHML.prefixed;[
-<!ENTITY % MATHML.xmlns.extra.attrib "" >
-]]>
-<!ENTITY % MATHML.xmlns.extra.attrib
- "%XLINK.xmlns.attrib;" >
-
-<![%MATHML.prefixed;[
-<!ENTITY % MATHML.pfx "%MATHML.prefix;:" >
-<!ENTITY % MATHML.xmlns.attrib
- "xmlns:%MATHML.prefix; CDATA #FIXED '%MATHML.xmlns;'
- %MATHML.xmlns.extra.attrib;"
->
-]]>
-<!ENTITY % MATHML.pfx "" >
-<!ENTITY % MATHML.xmlns.attrib
- "xmlns CDATA #FIXED '%MATHML.xmlns;'
- %MATHML.xmlns.extra.attrib;"
->
-
-<![%NS.prefixed;[
-<!ENTITY % XHTML.xmlns.extra.attrib
- "%MATHML.xmlns.attrib;" >
-]]>
-<!ENTITY % XHTML.xmlns.extra.attrib
- "%XLINK.xmlns.attrib;"
->
-
-<!-- Section B: MathML Qualified Names ::::::::::::::::::::::::::::: -->
-
-<!-- 9. This section declares parameter entities used to provide
- namespace-qualified names for all MathML element types.
--->
-
-<!ENTITY % mspace.qname "%MATHML.pfx;mspace" >
-<!ENTITY % mprescripts.qname "%MATHML.pfx;mprescripts" >
-<!ENTITY % none.qname "%MATHML.pfx;none" >
-<!ENTITY % malignmark.qname "%MATHML.pfx;malignmark" >
-<!ENTITY % maligngroup.qname "%MATHML.pfx;maligngroup" >
-<!ENTITY % mchar.qname "%MATHML.pfx;mchar" >
-<!ENTITY % mglyph.qname "%MATHML.pfx;mglyph" >
-<!ENTITY % integers.qname "%MATHML.pfx;integers" >
-<!ENTITY % reals.qname "%MATHML.pfx;reals" >
-<!ENTITY % rationals.qname "%MATHML.pfx;rationals" >
-<!ENTITY % naturalnumbers.qname "%MATHML.pfx;naturalnumbers" >
-<!ENTITY % complexes.qname "%MATHML.pfx;complexes" >
-<!ENTITY % primes.qname "%MATHML.pfx;primes" >
-<!ENTITY % exponentiale.qname "%MATHML.pfx;exponentiale" >
-<!ENTITY % imaginaryi.qname "%MATHML.pfx;imaginaryi" >
-<!ENTITY % notanumber.qname "%MATHML.pfx;notanumber" >
-<!ENTITY % true.qname "%MATHML.pfx;true" >
-<!ENTITY % false.qname "%MATHML.pfx;false" >
-<!ENTITY % emptyset.qname "%MATHML.pfx;emptyset" >
-<!ENTITY % pi.qname "%MATHML.pfx;pi" >
-<!ENTITY % eulergamma.qname "%MATHML.pfx;eulergamma" >
-<!ENTITY % infinity.qname "%MATHML.pfx;infinity" >
-<!ENTITY % sep.qname "%MATHML.pfx;sep" >
-<!ENTITY % inverse.qname "%MATHML.pfx;inverse" >
-<!ENTITY % ident.qname "%MATHML.pfx;ident" >
-<!ENTITY % compose.qname "%MATHML.pfx;compose" >
-<!ENTITY % exp.qname "%MATHML.pfx;exp" >
-<!ENTITY % abs.qname "%MATHML.pfx;abs" >
-<!ENTITY % arg.qname "%MATHML.pfx;arg" >
-<!ENTITY % real.qname "%MATHML.pfx;real" >
-<!ENTITY % imaginary.qname "%MATHML.pfx;imaginary" >
-<!ENTITY % conjugate.qname "%MATHML.pfx;conjugate" >
-<!ENTITY % factorial.qname "%MATHML.pfx;factorial" >
-<!ENTITY % minus.qname "%MATHML.pfx;minus" >
-<!ENTITY % quotient.qname "%MATHML.pfx;quotient" >
-<!ENTITY % divide.qname "%MATHML.pfx;divide" >
-<!ENTITY % power.qname "%MATHML.pfx;power" >
-<!ENTITY % rem.qname "%MATHML.pfx;rem" >
-<!ENTITY % plus.qname "%MATHML.pfx;plus" >
-<!ENTITY % max.qname "%MATHML.pfx;max" >
-<!ENTITY % min.qname "%MATHML.pfx;min" >
-<!ENTITY % times.qname "%MATHML.pfx;times" >
-<!ENTITY % gcd.qname "%MATHML.pfx;gcd" >
-<!ENTITY % lcm.qname "%MATHML.pfx;lcm" >
-<!ENTITY % root.qname "%MATHML.pfx;root" >
-<!ENTITY % exists.qname "%MATHML.pfx;exists" >
-<!ENTITY % forall.qname "%MATHML.pfx;forall" >
-<!ENTITY % and.qname "%MATHML.pfx;and" >
-<!ENTITY % or.qname "%MATHML.pfx;or" >
-<!ENTITY % xor.qname "%MATHML.pfx;xor" >
-<!ENTITY % not.qname "%MATHML.pfx;not" >
-<!ENTITY % implies.qname "%MATHML.pfx;implies" >
-<!ENTITY % divergence.qname "%MATHML.pfx;divergence" >
-<!ENTITY % grad.qname "%MATHML.pfx;grad" >
-<!ENTITY % curl.qname "%MATHML.pfx;curl" >
-<!ENTITY % laplacian.qname "%MATHML.pfx;laplacian" >
-<!ENTITY % log.qname "%MATHML.pfx;log" >
-<!ENTITY % int.qname "%MATHML.pfx;int" >
-<!ENTITY % diff.qname "%MATHML.pfx;diff" >
-<!ENTITY % partialdiff.qname "%MATHML.pfx;partialdiff" >
-<!ENTITY % ln.qname "%MATHML.pfx;ln" >
-<!ENTITY % card.qname "%MATHML.pfx;card" >
-<!ENTITY % setdiff.qname "%MATHML.pfx;setdiff" >
-<!ENTITY % union.qname "%MATHML.pfx;union" >
-<!ENTITY % intersect.qname "%MATHML.pfx;intersect" >
-<!ENTITY % sum.qname "%MATHML.pfx;sum" >
-<!ENTITY % product.qname "%MATHML.pfx;product" >
-<!ENTITY % limit.qname "%MATHML.pfx;limit" >
-<!ENTITY % sin.qname "%MATHML.pfx;sin" >
-<!ENTITY % cos.qname "%MATHML.pfx;cos" >
-<!ENTITY % tan.qname "%MATHML.pfx;tan" >
-<!ENTITY % sec.qname "%MATHML.pfx;sec" >
-<!ENTITY % csc.qname "%MATHML.pfx;csc" >
-<!ENTITY % cot.qname "%MATHML.pfx;cot" >
-<!ENTITY % sinh.qname "%MATHML.pfx;sinh" >
-<!ENTITY % cosh.qname "%MATHML.pfx;cosh" >
-<!ENTITY % tanh.qname "%MATHML.pfx;tanh" >
-<!ENTITY % sech.qname "%MATHML.pfx;sech" >
-<!ENTITY % csch.qname "%MATHML.pfx;csch" >
-<!ENTITY % coth.qname "%MATHML.pfx;coth" >
-<!ENTITY % arcsin.qname "%MATHML.pfx;arcsin" >
-<!ENTITY % arccos.qname "%MATHML.pfx;arccos" >
-<!ENTITY % arctan.qname "%MATHML.pfx;arctan" >
-<!ENTITY % arccosh.qname "%MATHML.pfx;arccosh" >
-<!ENTITY % arccot.qname "%MATHML.pfx;arccot" >
-<!ENTITY % arccoth.qname "%MATHML.pfx;arccoth" >
-<!ENTITY % arccsc.qname "%MATHML.pfx;arccsc" >
-<!ENTITY % arccsch.qname "%MATHML.pfx;arccsch" >
-<!ENTITY % arcsec.qname "%MATHML.pfx;arcsec" >
-<!ENTITY % arcsech.qname "%MATHML.pfx;arcsech" >
-<!ENTITY % arcsinh.qname "%MATHML.pfx;arcsinh" >
-<!ENTITY % arctanh.qname "%MATHML.pfx;arctanh" >
-<!ENTITY % arccosh.qname "%MATHML.pfx;arccosh" >
-<!ENTITY % mean.qname "%MATHML.pfx;mean" >
-<!ENTITY % sdev.qname "%MATHML.pfx;sdev" >
-<!ENTITY % variance.qname "%MATHML.pfx;variance" >
-<!ENTITY % median.qname "%MATHML.pfx;median" >
-<!ENTITY % mode.qname "%MATHML.pfx;mode" >
-<!ENTITY % moment.qname "%MATHML.pfx;moment" >
-<!ENTITY % determinant.qname "%MATHML.pfx;determinant" >
-<!ENTITY % transpose.qname "%MATHML.pfx;transpose" >
-<!ENTITY % vectorproduct.qname "%MATHML.pfx;vectorproduct" >
-<!ENTITY % scalarproduct.qname "%MATHML.pfx;scalarproduct" >
-<!ENTITY % outerproduct.qname "%MATHML.pfx;outerproduct" >
-<!ENTITY % selector.qname "%MATHML.pfx;selector" >
-<!ENTITY % neq.qname "%MATHML.pfx;neq" >
-<!ENTITY % eq.qname "%MATHML.pfx;eq" >
-<!ENTITY % equivalent.qname "%MATHML.pfx;equivalent" >
-<!ENTITY % approx.qname "%MATHML.pfx;approx" >
-<!ENTITY % gt.qname "%MATHML.pfx;gt" >
-<!ENTITY % lt.qname "%MATHML.pfx;lt" >
-<!ENTITY % geq.qname "%MATHML.pfx;geq" >
-<!ENTITY % leq.qname "%MATHML.pfx;leq" >
-<!ENTITY % in.qname "%MATHML.pfx;in" >
-<!ENTITY % notin.qname "%MATHML.pfx;notin" >
-<!ENTITY % notsubset.qname "%MATHML.pfx;notsubset" >
-<!ENTITY % notprsubset.qname "%MATHML.pfx;notprsubset" >
-<!ENTITY % subset.qname "%MATHML.pfx;subset" >
-<!ENTITY % prsubset.qname "%MATHML.pfx;prsubset" >
-<!ENTITY % tendsto.qname "%MATHML.pfx;tendsto" >
-<!ENTITY % ci.qname "%MATHML.pfx;ci" >
-<!ENTITY % csymbol.qname "%MATHML.pfx;csymbol" >
-<!ENTITY % cn.qname "%MATHML.pfx;cn" >
-<!ENTITY % apply.qname "%MATHML.pfx;apply" >
-<!ENTITY % reln.qname "%MATHML.pfx;reln" >
-<!ENTITY % lambda.qname "%MATHML.pfx;lambda" >
-<!ENTITY % condition.qname "%MATHML.pfx;condition" >
-<!ENTITY % declare.qname "%MATHML.pfx;declare" >
-<!ENTITY % type.qname "%MATHML.pfx;type" >
-<!ENTITY % semantics.qname "%MATHML.pfx;semantics" >
-<!ENTITY % annotation.qname "%MATHML.pfx;annotation" >
-<!ENTITY % annotation-xml.qname "%MATHML.pfx;annotation-xml" >
-<!ENTITY % interval.qname "%MATHML.pfx;interval" >
-<!ENTITY % set.qname "%MATHML.pfx;set" >
-<!ENTITY % list.qname "%MATHML.pfx;list" >
-<!ENTITY % vector.qname "%MATHML.pfx;vector" >
-<!ENTITY % matrix.qname "%MATHML.pfx;matrix" >
-<!ENTITY % matrixrow.qname "%MATHML.pfx;matrixrow" >
-<!ENTITY % fn.qname "%MATHML.pfx;fn" >
-<!ENTITY % lowlimit.qname "%MATHML.pfx;lowlimit" >
-<!ENTITY % uplimit.qname "%MATHML.pfx;uplimit" >
-<!ENTITY % bvar.qname "%MATHML.pfx;bvar" >
-<!ENTITY % degree.qname "%MATHML.pfx;degree" >
-<!ENTITY % logbase.qname "%MATHML.pfx;logbase" >
-<!ENTITY % mstyle.qname "%MATHML.pfx;mstyle" >
-<!ENTITY % merror.qname "%MATHML.pfx;merror" >
-<!ENTITY % mphantom.qname "%MATHML.pfx;mphantom" >
-<!ENTITY % mrow.qname "%MATHML.pfx;mrow" >
-<!ENTITY % mfrac.qname "%MATHML.pfx;mfrac" >
-<!ENTITY % msqrt.qname "%MATHML.pfx;msqrt" >
-<!ENTITY % menclose.qname "%MATHML.pfx;menclose" >
-<!ENTITY % mroot.qname "%MATHML.pfx;mroot" >
-<!ENTITY % msub.qname "%MATHML.pfx;msub" >
-<!ENTITY % msup.qname "%MATHML.pfx;msup" >
-<!ENTITY % msubsup.qname "%MATHML.pfx;msubsup" >
-<!ENTITY % mmultiscripts.qname "%MATHML.pfx;mmultiscripts" >
-<!ENTITY % munder.qname "%MATHML.pfx;munder" >
-<!ENTITY % mover.qname "%MATHML.pfx;mover" >
-<!ENTITY % munderover.qname "%MATHML.pfx;munderover" >
-<!ENTITY % mtable.qname "%MATHML.pfx;mtable" >
-<!ENTITY % mtr.qname "%MATHML.pfx;mtr" >
-<!ENTITY % mlabeledtr.qname "%MATHML.pfx;mlabeledtr" >
-<!ENTITY % mtd.qname "%MATHML.pfx;mtd" >
-<!ENTITY % maction.qname "%MATHML.pfx;maction" >
-<!ENTITY % mfenced.qname "%MATHML.pfx;mfenced" >
-<!ENTITY % mpadded.qname "%MATHML.pfx;mpadded" >
-<!ENTITY % mi.qname "%MATHML.pfx;mi" >
-<!ENTITY % mn.qname "%MATHML.pfx;mn" >
-<!ENTITY % mo.qname "%MATHML.pfx;mo" >
-<!ENTITY % mtext.qname "%MATHML.pfx;mtext" >
-<!ENTITY % ms.qname "%MATHML.pfx;ms" >
-<!ENTITY % math.qname "%MATHML.pfx;math" >
-
-
-<!-- ignores subsequent instantiation of this module when
- used as external subset rather than module fragment.
- NOTE: Do not modify this parameter entity, otherwise
- a recursive parsing situation may result.
--->
-<!ENTITY % mathml-qname.module "IGNORE" >
-
-<!-- end of template-qname-1.mod -->
+++ /dev/null
-<!-- MathML 2.0 DTD ....................................................... -->
-<!-- file: mathml2.dtd
--->
-
-<!-- MathML 2.0 DTD
-
- This is the Mathematical Markup Language (MathML) 2.0, an XML
- application for describing mathematical notation and capturing
- both its structure and content.
-
- Copyright 1998-2000 World Wide Web Consortium
- (Massachusetts Institute of Technology, Institut National de
- Recherche en Informatique et en Automatique, Keio University).
- All Rights Reserved.
-
- Permission to use, copy, modify and distribute the XHTML 1.1 DTD and
- its accompanying documentation for any purpose and without fee is
- hereby granted in perpetuity, provided that the above copyright notice
- and this paragraph appear in all copies. The copyright holders make
- no representation about the suitability of the DTD for any purpose.
-
- It is provided "as is" without expressed or implied warranty.
-
- Revision: $Id$
-
- This entity may be identified by the PUBLIC and SYSTEM identifiers:
-
- PUBLIC "-//W3C//DTD MathML 2.0//EN"
- SYSTEM "mathml2.dtd"
-
- Revisions: editor and revision history at EOF
--->
-
-
-<!-- MathML Qualified Names module ............................... -->
-<!ENTITY % mathml-qname.module "INCLUDE" >
-<![%mathml-qname.module;[
-<!ENTITY % mathml-qname.mod
- PUBLIC "-//W3C//ENTITIES MathML 2.0 Qualified Names 1.0//EN"
- "mathml2-qname-1.mod" >
-%mathml-qname.mod;]]>
-
-<!-- if %NS.prefixed; is INCLUDE, include all NS attributes,
- otherwise just those associated with MathML
--->
-<![%NS.prefixed;[
-<!-- HELM: %NamespaceDecl.attrib; not declared !! ENTITY substituted
-<!ENTITY % MATHML.NamespaceDecl.attrib
- "%NamespaceDecl.attrib;"
->-->
-<!ENTITY % MATHML.NamespaceDecl.attrib
- "%MATHML.xmlns.attrib;"
->
-]]>
-<!ENTITY % MATHML.NamespaceDecl.attrib
- "%MATHML.xmlns.attrib;"
->
-
-<!-- Attributes shared by all elements .......................... -->
-
-<!ENTITY % MATHML.Common.attrib
- "%MATHML.NamespaceDecl.attrib;
- xlink:href CDATA #IMPLIED
- class CDATA #IMPLIED
- style CDATA #IMPLIED
- id ID #IMPLIED
- xref IDREF #IMPLIED
- other CDATA #IMPLIED"
->
-
-<!-- Presentation element set ................................... -->
-
-<!-- Attribute definitions -->
-
-<!ENTITY % att-fontsize
- "fontsize CDATA #IMPLIED" >
-<!ENTITY % att-fontweight
- "fontweight ( normal | bold ) #IMPLIED" >
-<!ENTITY % att-fontstyle
- "fontstyle ( normal | italic ) #IMPLIED" >
-<!ENTITY % att-fontfamily
- "fontfamily CDATA #IMPLIED" >
-<!ENTITY % att-color
- "color CDATA #IMPLIED" >
-
-<!ENTITY % att-fontinfo
- "%att-fontsize;
- %att-fontweight;
- %att-fontstyle;
- %att-fontfamily;
- %att-color;"
->
-
-<!ENTITY % att-form
- "form ( prefix | infix | postfix ) #IMPLIED" >
-<!ENTITY % att-fence
- "fence ( true | false ) #IMPLIED" >
-<!ENTITY % att-separator
- "separator ( true | false ) #IMPLIED" >
-<!ENTITY % att-lspace
- "lspace CDATA #IMPLIED" >
-<!ENTITY % att-rspace
- "rspace CDATA #IMPLIED" >
-<!ENTITY % att-stretchy
- "stretchy ( true | false ) #IMPLIED" >
-<!ENTITY % att-symmetric
- "symmetric ( true | false ) #IMPLIED" >
-<!ENTITY % att-maxsize
- "maxsize CDATA #IMPLIED" >
-<!ENTITY % att-minsize
- "minsize CDATA #IMPLIED" >
-<!ENTITY % att-largeop
- "largeop ( true | false) #IMPLIED" >
-<!ENTITY % att-movablelimits
- "movablelimits ( true | false ) #IMPLIED" >
-<!ENTITY % att-accent
- "accent ( true | false ) #IMPLIED" >
-
-<!ENTITY % att-opinfo
- "%att-form;
- %att-fence;
- %att-separator;
- %att-lspace;
- %att-rspace;
- %att-stretchy;
- %att-symmetric;
- %att-maxsize;
- %att-minsize;
- %att-largeop;
- %att-movablelimits;
- %att-accent;"
->
-<!ENTITY % att-width
- "width CDATA #IMPLIED" >
-<!ENTITY % att-height
- "height CDATA #IMPLIED" >
-<!ENTITY % att-depth
- "depth CDATA #IMPLIED" >
-<!ENTITY % att-linebreak
- "linebreak CDATA #IMPLIED" >
-<!ENTITY % att-sizeinfo
- "%att-width;
- %att-height;
- %att-depth;"
->
-<!ENTITY % att-lquote
- "lquote CDATA #IMPLIED" >
-<!ENTITY % att-rquote
- "rquote CDATA #IMPLIED" >
-<!ENTITY % att-linethickness
- "linethickness CDATA #IMPLIED" >
-<!ENTITY % att-scriptlevel
- "scriptlevel CDATA #IMPLIED" >
-<!ENTITY % att-displaystyle
- "displaystyle ( true | false ) #IMPLIED" >
-<!ENTITY % att-scriptsizemultiplier
- "scriptsizemultiplier CDATA #IMPLIED" >
-<!ENTITY % att-scriptminsize
- "scriptminsize CDATA #IMPLIED" >
-<!ENTITY % att-background
- "background CDATA #IMPLIED" >
-<!ENTITY % att-open
- "open CDATA #IMPLIED" >
-<!ENTITY % att-close
- "close CDATA #IMPLIED" >
-<!ENTITY % att-separators
- "separators CDATA #IMPLIED" >
-<!ENTITY % att-subscriptshift
- "subscriptshift CDATA #IMPLIED" >
-<!ENTITY % att-superscriptshift
- "superscriptshift CDATA #IMPLIED" >
-<!ENTITY % att-accentunder
- "accentunder ( true | false ) #IMPLIED" >
-<!ENTITY % att-align
- "align CDATA #IMPLIED" >
-<!ENTITY % att-rowalign
- "rowalign CDATA #IMPLIED" >
-<!ENTITY % att-columnalign
- "columnalign CDATA #IMPLIED" >
-<!ENTITY % att-columnwidth
- "columnwidth CDATA #IMPLIED" >
-<!ENTITY % att-groupalign
- "groupalign CDATA #IMPLIED" >
-<!ENTITY % att-alignmentscope
- "alignmentscope CDATA #IMPLIED" >
-<!ENTITY % att-rowspacing
- "rowspacing CDATA #IMPLIED" >
-<!ENTITY % att-columnspacing
- "columnspacing CDATA #IMPLIED" >
-<!ENTITY % att-rowlines
- "rowlines CDATA #IMPLIED" >
-<!ENTITY % att-columnlines
- "columnlines CDATA #IMPLIED" >
-<!ENTITY % att-frame
- "frame ( none | solid | dashed ) #IMPLIED" >
-<!ENTITY % att-framespacing
- "framespacing CDATA #IMPLIED" >
-<!ENTITY % att-equalrows
- "equalrows CDATA #IMPLIED" >
-<!ENTITY % att-equalcolumns
- "equalcolumns CDATA #IMPLIED" >
-
-<!ENTITY % att-tableinfo
- "%att-align;
- %att-rowalign;
- %att-columnalign;
- %att-columnwidth;
- %att-groupalign;
- %att-alignmentscope;
- %att-rowspacing;
- %att-columnspacing;
- %att-rowlines;
- %att-columnlines;
- %att-frame;
- %att-framespacing;
- %att-equalrows;
- %att-equalcolumns;
- %att-displaystyle;"
->
-
-<!ENTITY % att-rowspan
- "rowspan CDATA #IMPLIED" >
-<!ENTITY % att-columnspan
- "columnspan CDATA #IMPLIED" >
-<!ENTITY % att-edge
- "edge ( left | right ) #IMPLIED" >
-<!ENTITY % att-actiontype
- "actiontype CDATA #IMPLIED" >
-<!ENTITY % att-selection
- "selection CDATA #IMPLIED" >
-
-<!ENTITY % att-name
- "name CDATA #IMPLIED" >
-<!ENTITY % att-alt
- "alt CDATA #IMPLIED" >
-<!ENTITY % att-index
- "index CDATA #IMPLIED" >
-
-<!ENTITY % att-bevelled
- "bevelled CDATA #IMPLIED" >
-
-<!-- Presentation schemata with content -->
-
-<!ENTITY % ptoken
- "%mi.qname; | %mn.qname; | %mo.qname;
- | %mtext.qname; | %ms.qname;" >
-
-<!ATTLIST %mi.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
->
-
-<!ATTLIST %mn.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
->
-
-<!ATTLIST %mo.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
- %att-opinfo;
->
-
-<!ATTLIST %mtext.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
->
-
-<!ATTLIST %ms.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
- %att-lquote;
- %att-rquote;
->
-
-<!-- Empty presentation schemata -->
-
-<!ENTITY % petoken
- "%mspace.qname;" >
-<!ELEMENT %mspace.qname; EMPTY >
-
-<!ATTLIST %mspace.qname;
- %att-sizeinfo;
- %att-linebreak;
- %MATHML.Common.attrib;
->
-
-<!-- Presentation: general layout schemata -->
-
-<!ENTITY % pgenschema
- "%mrow.qname; | %mfrac.qname; | %msqrt.qname; | %mroot.qname;
- | %menclose.qname; | %mstyle.qname; | %merror.qname;
- | %mpadded.qname; | %mphantom.qname; | %mfenced.qname;" >
-
-<!ATTLIST %mrow.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %mfrac.qname;
- %MATHML.Common.attrib;
- %att-bevelled;
- %att-linethickness;
->
-
-<!ATTLIST %msqrt.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %menclose.qname;
- %MATHML.Common.attrib;
- notation CDATA 'longdiv' >
-
-<!ATTLIST %mroot.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %mstyle.qname;
- %MATHML.Common.attrib;
- %att-fontinfo;
- %att-opinfo;
- %att-lquote;
- %att-rquote;
- %att-linethickness;
- %att-scriptlevel;
- %att-scriptsizemultiplier;
- %att-scriptminsize;
- %att-background;
- %att-open;
- %att-close;
- %att-separators;
- %att-subscriptshift;
- %att-superscriptshift;
- %att-accentunder;
- %att-tableinfo;
- %att-rowspan;
- %att-columnspan;
- %att-edge;
- %att-actiontype;
- %att-selection;
->
-
-<!ATTLIST %merror.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %mpadded.qname;
- %MATHML.Common.attrib;
- %att-sizeinfo;
- %att-lspace;
->
-
-<!ATTLIST %mphantom.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %mfenced.qname;
- %MATHML.Common.attrib;
- %att-open;
- %att-close;
- %att-separators;
->
-
-<!-- Presentation layout schemata: scripts and limits -->
-
-<!ENTITY % pscrschema
- "%msub.qname; | %msup.qname; | %msubsup.qname; | %munder.qname;
- | %mover.qname; | %munderover.qname; | %mmultiscripts.qname;" >
-
-<!ATTLIST %msub.qname;
- %MATHML.Common.attrib;
- %att-subscriptshift;
->
-
-<!ATTLIST %msup.qname;
- %MATHML.Common.attrib;
- %att-superscriptshift;
->
-
-<!ATTLIST %msubsup.qname;
- %MATHML.Common.attrib;
- %att-subscriptshift;
- %att-superscriptshift;
->
-
-<!ATTLIST %munder.qname;
- %MATHML.Common.attrib;
- %att-accentunder;
->
-
-<!ATTLIST %mover.qname;
- %MATHML.Common.attrib;
- %att-accent;
->
-
-<!ATTLIST %munderover.qname;
- %MATHML.Common.attrib;
- %att-accent;
- %att-accentunder;
->
-
-<!ATTLIST %mmultiscripts.qname;
- %MATHML.Common.attrib;
- %att-subscriptshift;
- %att-superscriptshift;
->
-
-<!-- Presentation layout schemata: empty elements for scripts -->
-
-<!ENTITY % pscreschema
- "%mprescripts.qname; | %none.qname;" >
-
-<!ELEMENT %mprescripts.qname; EMPTY >
-<!ATTLIST %mprescripts.qname;
- %MATHML.xmlns.attrib; >
-
-<!ELEMENT %none.qname; EMPTY >
-<!ATTLIST %none.qname;
- %MATHML.xmlns.attrib; >
-
-<!-- Presentation layout schemata: tables -->
-
-<!ENTITY % ptabschema
- "%mtable.qname; | %mtr.qname; | %mlabeledtr.qname; | %mtd.qname;" >
-
-<!ATTLIST %mtable.qname;
- %MATHML.Common.attrib;
- %att-tableinfo;
->
-
-<!ATTLIST %mtr.qname;
- %MATHML.Common.attrib;
- %att-rowalign;
- %att-columnalign;
- %att-groupalign;
->
-
-<!ATTLIST %mlabeledtr.qname;
- %MATHML.Common.attrib;
- %att-rowalign;
- %att-columnalign;
- %att-groupalign;
->
-
-<!ATTLIST %mtd.qname;
- %MATHML.Common.attrib;
- %att-rowalign;
- %att-columnalign;
- %att-groupalign;
- %att-rowspan;
- %att-columnspan;
->
-
-<!ENTITY % plschema
- "%pgenschema; | %pscrschema; | %ptabschema;" >
-
-<!-- Empty presentation layout schemata -->
-
-<!ENTITY % peschema
- "%maligngroup.qname; | %malignmark.qname;" >
-
-<!ELEMENT %malignmark.qname; EMPTY >
-
-<!ATTLIST %malignmark.qname;
- %att-edge; >
-
-<!ELEMENT %maligngroup.qname; EMPTY >
-<!ATTLIST %maligngroup.qname;
- %MATHML.Common.attrib;
- %att-groupalign;
->
-
-<!ELEMENT %mchar.qname; EMPTY >
-<!ATTLIST %mchar.qname;
- %att-name; >
-
-<!ELEMENT %mglyph.qname; EMPTY >
-<!ATTLIST %mglyph.qname;
- %att-alt;
- %att-fontfamily;
- %att-index; >
-
-<!-- Presentation action schemata -->
-
-<!ENTITY % pactions
- "%maction.qname;" >
-<!ATTLIST %maction.qname;
- %MATHML.Common.attrib;
- %att-actiontype;
- %att-selection;
->
-
-<!-- The following entity for substitution into
- content constructs excludes elements that
- are not valid as expressions.
--->
-
-<!ENTITY % PresInCont
- "%ptoken; | %petoken; |
- %plschema; | %peschema; | %pactions;" >
-
-<!-- Presentation entity: all presentation constructs -->
-
-<!ENTITY % Presentation
- "%ptoken; | %petoken; | %pscreschema; |
- %plschema; | %peschema; | %pactions;">
-
-<!-- Content element set ........................................ -->
-
-<!-- Attribute definitions -->
-
-<!ENTITY % att-base
- "base CDATA '10'" >
-<!ENTITY % att-closure
- "closure CDATA 'closed'" >
-<!ENTITY % att-definition
- "definitionURL CDATA ''" >
-<!ENTITY % att-encoding
- "encoding CDATA ''" >
-<!ENTITY % att-nargs
- "nargs CDATA '1'" >
-<!ENTITY % att-occurrence
- "occurrence CDATA 'function-model'" >
-<!ENTITY % att-order
- "order CDATA 'numeric'" >
-<!ENTITY % att-scope
- "scope CDATA 'local'" >
-<!ENTITY % att-type
- "type CDATA #IMPLIED" >
-
-<!-- Content elements: leaf nodes -->
-
-<!ENTITY % ctoken
- "%csymbol.qname; | %ci.qname; | %cn.qname;" >
-
-<!ATTLIST %ci.qname;
- %MATHML.Common.attrib;
- %att-type;
- %att-definition;
- %att-encoding;
->
-
-<!ATTLIST %csymbol.qname;
- %MATHML.Common.attrib;
- %att-encoding;
- %att-type;
- %att-definition;
->
-
-<!ATTLIST %cn.qname;
- %MATHML.Common.attrib;
- %att-type;
- %att-base;
- %att-definition;
- %att-encoding;
->
-
-<!-- Content elements: specials -->
-
-<!ENTITY % cspecial
- "%apply.qname; | %reln.qname; |
- %lambda.qname;" >
-
-<!ATTLIST %apply.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %reln.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %lambda.qname;
- %MATHML.Common.attrib;
->
-
-<!-- Content elements: others -->
-<!-- HELM: added the content element type to cother-->
-<!ENTITY % cother
- "%condition.qname; | %declare.qname; | %sep.qname; | %type.qname;" >
-
-<!ATTLIST %condition.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %declare.qname;
- %MATHML.Common.attrib;
- %att-type;
- %att-scope;
- %att-nargs;
- %att-occurrence;
- %att-definition;
- %att-encoding;
->
-
-<!-- HELM: added attributes to the type element -->
-<!ATTLIST %type.qname; %MATHML.Common.attrib; >
-
-<!ELEMENT %sep.qname; EMPTY >
-<!ATTLIST %sep.qname;
- %MATHML.xmlns.attrib; >
-
-<!-- Content elements: semantic mapping -->
-
-<!ENTITY % csemantics
- "%semantics.qname; | %annotation.qname; |
- %annotation-xml.qname;" >
-
-<!ATTLIST %semantics.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ATTLIST %annotation.qname;
- %MATHML.Common.attrib;
- %att-encoding;
->
-
-<!ATTLIST %annotation-xml.qname;
- %MATHML.Common.attrib;
- %att-encoding;
->
-
-<!-- Content elements: constructors -->
-
-<!ENTITY % cconstructor
- "%interval.qname; | %list.qname; | %matrix.qname;
- | %matrixrow.qname; | %set.qname; | %vector.qname;" >
-
-<!ATTLIST %interval.qname;
- %MATHML.Common.attrib;
- %att-closure;
->
-
-<!ATTLIST %set.qname;
- %MATHML.Common.attrib;
- %att-type;
->
-
-<!ATTLIST %list.qname;
- %MATHML.Common.attrib;
- %att-order;
->
-
-<!ATTLIST %vector.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %matrix.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %matrixrow.qname;
- %MATHML.Common.attrib;
->
-
-<!-- Content elements: symbols -->
-
-<!ENTITY % c0ary
- "%integers.qname; |
- %reals.qname; |
- %rationals.qname; |
- %naturalnumbers.qname; |
- %complexes.qname; |
- %primes.qname; |
- %exponentiale.qname; |
- %imaginaryi.qname; |
- %notanumber.qname; |
- %true.qname; |
- %false.qname; |
- %emptyset.qname; |
- %pi.qname; |
- %eulergamma.qname; |
- %infinity.qname;" >
-
-<!ELEMENT %integers.qname; EMPTY >
-<!ATTLIST %integers.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %reals.qname; EMPTY >
-<!ATTLIST %reals.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %rationals.qname; EMPTY >
-<!ATTLIST %rationals.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %naturalnumbers.qname; EMPTY >
-<!ATTLIST %naturalnumbers.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %complexes.qname; EMPTY >
-<!ATTLIST %complexes.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %primes.qname; EMPTY >
-<!ATTLIST %primes.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %exponentiale.qname; EMPTY >
-<!ATTLIST %exponentiale.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %imaginaryi.qname; EMPTY >
-<!ATTLIST %imaginaryi.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %notanumber.qname; EMPTY >
-<!ATTLIST %notanumber.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %true.qname; EMPTY >
-<!ATTLIST %true.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %false.qname; EMPTY >
-<!ATTLIST %false.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %emptyset.qname; EMPTY >
-<!ATTLIST %emptyset.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %pi.qname; EMPTY >
-<!ATTLIST %pi.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %eulergamma.qname; EMPTY >
-<!ATTLIST %eulergamma.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %infinity.qname; EMPTY >
-<!ATTLIST %infinity.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!-- Content elements: operators -->
-
-<!ENTITY % cfuncop1ary
- "%inverse.qname; | %ident.qname;" >
-
-<!ELEMENT %inverse.qname; EMPTY >
-<!ATTLIST %inverse.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % cfuncopnary
- "%fn.qname; | %compose.qname;" >
-
-<!ATTLIST %fn.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %ident.qname; EMPTY >
-<!ATTLIST %ident.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %compose.qname; EMPTY >
-<!ATTLIST %compose.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % carithop1ary
- "%abs.qname; | %conjugate.qname; | %exp.qname; | %factorial.qname; |
- %arg.qname; | %real.qname; | %imaginary.qname;" >
-
-<!ELEMENT %exp.qname; EMPTY >
-<!ATTLIST %exp.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %abs.qname; EMPTY >
-<!ATTLIST %abs.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arg.qname; EMPTY >
-<!ATTLIST %arg.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %real.qname; EMPTY >
-<!ATTLIST %real.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %imaginary.qname; EMPTY >
-<!ATTLIST %imaginary.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %conjugate.qname; EMPTY >
-<!ATTLIST %conjugate.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %factorial.qname; EMPTY >
-<!ATTLIST %factorial.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % carithop1or2ary
- "%minus.qname;" >
-
-<!ELEMENT %minus.qname; EMPTY >
-<!ATTLIST %minus.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % carithop2ary
- "%quotient.qname; | %divide.qname; | %power.qname; | %rem.qname;" >
-
-<!ELEMENT %quotient.qname; EMPTY >
-<!ATTLIST %quotient.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %divide.qname; EMPTY >
-<!ATTLIST %divide.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %power.qname; EMPTY >
-<!ATTLIST %power.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %rem.qname; EMPTY >
-<!ATTLIST %rem.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % carithopnary
- "%plus.qname; | %times.qname; | %max.qname;
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-
-<!ELEMENT %plus.qname; EMPTY >
-<!ATTLIST %plus.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %max.qname; EMPTY >
-<!ATTLIST %max.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %min.qname; EMPTY >
-<!ATTLIST %min.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %times.qname; EMPTY >
-<!ATTLIST %times.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %gcd.qname; EMPTY >
-<!ATTLIST %gcd.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %lcm.qname; EMPTY >
-<!ATTLIST %lcm.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % carithoproot
- "%root.qname;" >
-
-<!ELEMENT %root.qname; EMPTY >
-<!ATTLIST %root.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clogicopquant
- "%exists.qname; | %forall.qname;" >
-
-<!ELEMENT %exists.qname; EMPTY >
-<!ATTLIST %exists.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %forall.qname; EMPTY >
-<!ATTLIST %forall.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clogicopnary
- "%and.qname; | %or.qname; | %xor.qname;" >
-
-<!ELEMENT %and.qname; EMPTY >
-<!ATTLIST %and.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
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-<!ATTLIST %or.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %xor.qname; EMPTY >
-<!ATTLIST %xor.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clogicop1ary
- "%not.qname;" >
-
-<!ELEMENT %not.qname; EMPTY >
-<!ATTLIST %not.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clogicop2ary
- "%implies.qname;" >
-
-<!ELEMENT %implies.qname; EMPTY >
-<!ATTLIST %implies.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % ccalcop
- "%log.qname; | %int.qname; | %diff.qname; | %partialdiff.qname; |
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-
-<!ELEMENT %divergence.qname; EMPTY >
-<!ATTLIST %divergence.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %grad.qname; EMPTY >
-<!ATTLIST %grad.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %curl.qname; EMPTY >
-<!ATTLIST %curl.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %laplacian.qname; EMPTY >
-<!ATTLIST %laplacian.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %log.qname; EMPTY >
-<!ATTLIST %log.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %int.qname; EMPTY >
-<!ATTLIST %int.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %diff.qname; EMPTY >
-<!ATTLIST %diff.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %partialdiff.qname; EMPTY >
-<!ATTLIST %partialdiff.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % ccalcop1ary
- "%ln.qname;" >
-
-<!ELEMENT %ln.qname; EMPTY >
-<!ATTLIST %ln.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % csetop1ary
- "%card.qname;" >
-
-<!ELEMENT %card.qname; EMPTY >
-<!ATTLIST %card.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % csetop2ary
- "%setdiff.qname;" >
-
-<!ELEMENT %setdiff.qname; EMPTY >
-<!ATTLIST %setdiff.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % csetopnary
- "%union.qname; | %intersect.qname;" >
-
-<!ELEMENT %union.qname; EMPTY >
-<!ATTLIST %union.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %intersect.qname; EMPTY >
-<!ATTLIST %intersect.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % cseqop
- "%sum.qname; | %product.qname; | %limit.qname;" >
-
-<!ELEMENT %sum.qname; EMPTY >
-<!ATTLIST %sum.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %product.qname; EMPTY >
-<!ATTLIST %product.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %limit.qname; EMPTY >
-<!ATTLIST %limit.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % ctrigop
- "%sin.qname; | %cos.qname; | %tan.qname;
- | %sec.qname; | %csc.qname; | %cot.qname;
- | %sinh.qname; | %cosh.qname; | %tanh.qname;
- | %sech.qname; | %csch.qname; | %coth.qname;
- | %arcsin.qname; | %arccos.qname; | %arctan.qname;
- | %arccosh.qname; | %arccot.qname; | %arccoth.qname;
- | %arccsc.qname; | %arccsch.qname; | %arcsec.qname;
- | %arcsech.qname; | %arcsinh.qname; | %arctanh.qname;
- " >
-
-<!ELEMENT %sin.qname; EMPTY >
-<!ATTLIST %sin.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %cos.qname; EMPTY >
-<!ATTLIST %cos.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %tan.qname; EMPTY >
-<!ATTLIST %tan.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %sec.qname; EMPTY >
-<!ATTLIST %sec.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %csc.qname; EMPTY >
-<!ATTLIST %csc.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %cot.qname; EMPTY >
-<!ATTLIST %cot.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %sinh.qname; EMPTY >
-<!ATTLIST %sinh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %cosh.qname; EMPTY >
-<!ATTLIST %cosh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %tanh.qname; EMPTY >
-<!ATTLIST %tanh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %sech.qname; EMPTY >
-<!ATTLIST %sech.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %csch.qname; EMPTY >
-<!ATTLIST %csch.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %coth.qname; EMPTY >
-<!ATTLIST %coth.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arcsin.qname; EMPTY >
-<!ATTLIST %arcsin.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arccos.qname; EMPTY >
-<!ATTLIST %arccos.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arctan.qname; EMPTY >
-<!ATTLIST %arctan.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arccosh.qname; EMPTY >
-<!ATTLIST %arccosh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-
-<!ELEMENT %arccot.qname; EMPTY >
-<!ATTLIST %arccot.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arccoth.qname; EMPTY >
-<!ATTLIST %arccoth.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-
-<!ELEMENT %arccsc.qname; EMPTY >
-<!ATTLIST %arccsc.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arccsch.qname; EMPTY >
-<!ATTLIST %arccsch.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arcsec.qname; EMPTY >
-<!ATTLIST %arcsec.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arcsech.qname; EMPTY >
-<!ATTLIST %arcsech.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arcsinh.qname; EMPTY >
-<!ATTLIST %arcsinh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %arctanh.qname; EMPTY >
-<!ATTLIST %arctanh.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-
-
-<!ENTITY % cstatopnary
- "%mean.qname; | %sdev.qname; |
- %variance.qname; | %median.qname; |
- %mode.qname;" >
-
-<!ELEMENT %mean.qname; EMPTY >
-<!ATTLIST %mean.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %sdev.qname; EMPTY >
-<!ATTLIST %sdev.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %variance.qname; EMPTY >
-<!ATTLIST %variance.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %median.qname; EMPTY >
-<!ATTLIST %median.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %mode.qname; EMPTY >
-<!ATTLIST %mode.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % cstatopmoment
- "%moment.qname;" >
-
-<!ELEMENT %moment.qname; EMPTY >
-<!ATTLIST %moment.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clalgop1ary
- "%determinant.qname; |
- %transpose.qname;" >
-
-<!ELEMENT %determinant.qname; EMPTY >
-<!ATTLIST %determinant.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %transpose.qname; EMPTY >
-<!ATTLIST %transpose.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clalgop2ary
- "%vectorproduct.qname;
- | %scalarproduct.qname;
- | %outerproduct.qname;" >
-
-<!ELEMENT %vectorproduct.qname; EMPTY >
-<!ATTLIST %vectorproduct.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %scalarproduct.qname; EMPTY >
-<!ATTLIST %scalarproduct.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %outerproduct.qname; EMPTY >
-<!ATTLIST %outerproduct.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % clalgopnary
- "%selector.qname;" >
-
-<!ELEMENT %selector.qname; EMPTY >
-<!ATTLIST %selector.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!-- Content elements: relations -->
-
-<!ENTITY % cgenrel2ary
- "%neq.qname;" >
-
-<!ELEMENT %neq.qname; EMPTY >
-<!ATTLIST %neq.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % cgenrelnary
- "%eq.qname; | %leq.qname; | %lt.qname; | %geq.qname;
- | %gt.qname;| %equivalent.qname; | %approx.qname;" >
-
-<!ELEMENT %eq.qname; EMPTY >
-<!ATTLIST %eq.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %equivalent.qname; EMPTY >
-<!ATTLIST %equivalent.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %approx.qname; EMPTY >
-<!ATTLIST %approx.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %gt.qname; EMPTY >
-<!ATTLIST %gt.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %lt.qname; EMPTY >
-<!ATTLIST %lt.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %geq.qname; EMPTY >
-<!ATTLIST %geq.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %leq.qname; EMPTY >
-<!ATTLIST %leq.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % csetrel2ary
- "%in.qname; | %notin.qname; | %notsubset.qname; | %notprsubset.qname;" >
-
-<!ELEMENT %in.qname; EMPTY >
-<!ATTLIST %in.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %notin.qname; EMPTY >
-<!ATTLIST %notin.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %notsubset.qname; EMPTY >
-<!ATTLIST %notsubset.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %notprsubset.qname; EMPTY >
-<!ATTLIST %notprsubset.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % csetrelnary
- "%subset.qname; | %prsubset.qname;" >
-
-<!ELEMENT %subset.qname; EMPTY >
-<!ATTLIST %subset.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ELEMENT %prsubset.qname; EMPTY >
-<!ATTLIST %prsubset.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
->
-
-<!ENTITY % cseqrel2ary
- "%tendsto.qname;" >
-
-<!ELEMENT %tendsto.qname; EMPTY >
-<!ATTLIST %tendsto.qname;
- %MATHML.Common.attrib;
- %att-definition;
- %att-encoding;
- %att-type;
->
-
-<!-- Content elements: quantifiers -->
-
-<!ENTITY % cquantifier
- "%lowlimit.qname; | %uplimit.qname; | %bvar.qname;
- | %degree.qname; | %logbase.qname;" >
-
-<!ATTLIST %lowlimit.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %uplimit.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %bvar.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %degree.qname;
- %MATHML.Common.attrib;
->
-
-<!ATTLIST %logbase.qname;
- %MATHML.Common.attrib;
->
-
-<!-- Operator groups -->
-
-<!ENTITY % cop1ary
- "%cfuncop1ary; | %carithop1ary; | %clogicop1ary; |
- %ccalcop1ary; | %ctrigop; | %clalgop1ary; |
- %csetop1ary;" >
-
-<!ENTITY % cop2ary
- "%carithop2ary; | %clogicop2ary;| %clalgop2ary; | %csetop2ary;" >
-
-<!ENTITY % copnary
- "%cfuncopnary; | %carithopnary; | %clogicopnary; |
- %csetopnary; | %cstatopnary; | %clalgopnary;" >
-
-<!ENTITY % copmisc
- "%carithoproot; | %carithop1or2ary; | %ccalcop; |
- %cseqop; | %cstatopmoment; | %clogicopquant;" >
-
-<!-- Relation groups -->
-
-<!ENTITY % crel2ary
- "%cgenrel2ary; | %csetrel2ary; | %cseqrel2ary;" >
-
-<!ENTITY % crelnary
- "%cgenrelnary; | %csetrelnary;" >
-
-<!-- Content constructs: all -->
-
-<!ENTITY % Content
- "%ctoken; | %cspecial; | %cother; | %csemantics; | %c0ary;
- | %cconstructor; | %cquantifier; | %cop1ary; | %cop2ary;
- | %copnary; |%copmisc; | %crel2ary; | %crelnary;" >
-
-<!-- Content constructs for substitution in presentation structures -->
-
-<!ENTITY % ContInPres
- "%ci.qname; |%csymbol.qname;| %cn.qname;|
- %apply.qname; | %fn.qname; |
- %lambda.qname; | %reln.qname; |
- %interval.qname; | %list.qname; |
- %matrix.qname; | %matrixrow.qname; |
- %set.qname; | %vector.qname; |
- %semantics.qname; |%declare.qname;" >
-
-<!-- ............................................................. -->
-<!-- Recursive definition for content of expressions. Include
- presentation constructs at lowest level so presentation
- layout schemata hold presentation or content elements.
- Include content constructs at lowest level so content
- elements hold PCDATA or presentation elements at leaf
- level (for permitted substitutable elements in context)
--->
-
-<!ENTITY % ContentExpression
- "(%Content; | %PresInCont;)*" >
-<!ENTITY % PresExpression
- "(%Presentation; | %ContInPres;)*" >
-<!ENTITY % MathExpression
- "(%PresInCont; | %ContInPres;)*" >
-
-<!-- PCDATA or MathML character elements -->
-<!ENTITY % MathMLCharacters
- "#PCDATA | %mchar.qname; | %mglyph.qname; " >
-
-<!-- Content elements: tokens -->
-<!-- (may contain embedded presentation constructs) -->
-
-<!ELEMENT %ci.qname; (%MathMLCharacters; | %PresInCont;)* >
-<!ELEMENT %csymbol.qname; (%MathMLCharacters; | %PresInCont;)* >
-<!ELEMENT %cn.qname; (%MathMLCharacters; | %sep.qname; | %PresInCont;)* >
-
-<!-- Content elements: special -->
-
-<!ELEMENT %apply.qname; (%ContentExpression;) >
-<!ELEMENT %reln.qname; (%ContentExpression;) >
-<!ELEMENT %lambda.qname; (%ContentExpression;) >
-
-<!-- Content elements: other -->
-
-<!ELEMENT %condition.qname; (%ContentExpression;) >
-<!ELEMENT %declare.qname; (%ContentExpression;) >
-<!-- HELM: added the content element type -->
-<!ELEMENT %type.qname; (%ContentExpression;) >
-
-<!-- Content elements: semantics -->
-
-<!ELEMENT %semantics.qname; (%ContentExpression;) >
-<!ENTITY % Annotation.content "( #PCDATA )" >
-<!ELEMENT %annotation.qname; %Annotation.content; >
-
-<!ENTITY % Annotation-xml.content "ANY" >
-<!ELEMENT %annotation-xml.qname; %Annotation-xml.content; >
-
-<!-- Content elements: constructors -->
-
-<!ELEMENT %interval.qname; (%ContentExpression;) >
-<!ELEMENT %set.qname; (%ContentExpression;) >
-<!ELEMENT %list.qname; (%ContentExpression;) >
-<!ELEMENT %vector.qname; (%ContentExpression;) >
-<!ELEMENT %matrix.qname; (%ContentExpression;) >
-<!ELEMENT %matrixrow.qname; (%ContentExpression;) >
-
-<!-- Content elements: operator (user-defined) -->
-
-<!ELEMENT %fn.qname; (%ContentExpression;) >
-
-<!-- Content elements: quantifiers -->
-
-<!ELEMENT %lowlimit.qname; (%ContentExpression;) >
-<!ELEMENT %uplimit.qname; (%ContentExpression;) >
-<!ELEMENT %bvar.qname; (%ContentExpression;) >
-<!ELEMENT %degree.qname; (%ContentExpression;) >
-<!ELEMENT %logbase.qname; (%ContentExpression;) >
-
-<!-- ............................................................. -->
-<!-- Presentation layout schemata contain tokens,
- layout and content schemata.
--->
-
-<!ELEMENT %mstyle.qname; (%PresExpression;) >
-<!ELEMENT %merror.qname; (%PresExpression;) >
-<!ELEMENT %mphantom.qname; (%PresExpression;) >
-<!ELEMENT %mrow.qname; (%PresExpression;) >
-<!ELEMENT %mfrac.qname; (%PresExpression;) >
-<!ELEMENT %msqrt.qname; (%PresExpression;) >
-<!ELEMENT %menclose.qname; (%PresExpression;) >
-<!ELEMENT %mroot.qname; (%PresExpression;) >
-<!ELEMENT %msub.qname; (%PresExpression;) >
-<!ELEMENT %msup.qname; (%PresExpression;) >
-<!ELEMENT %msubsup.qname; (%PresExpression;) >
-<!ELEMENT %mmultiscripts.qname; (%PresExpression;) >
-<!ELEMENT %munder.qname; (%PresExpression;) >
-<!ELEMENT %mover.qname; (%PresExpression;) >
-<!ELEMENT %munderover.qname; (%PresExpression;) >
-<!ELEMENT %mtable.qname; (%PresExpression;) >
-<!ELEMENT %mtr.qname; (%PresExpression;) >
-<!ELEMENT %mlabeledtr.qname; (%PresExpression;) >
-<!ELEMENT %mtd.qname; (%PresExpression;) >
-<!ELEMENT %maction.qname; (%PresExpression;) >
-<!ELEMENT %mfenced.qname; (%PresExpression;) >
-<!ELEMENT %mpadded.qname; (%PresExpression;) >
-
-<!-- Presentation elements contain PCDATA or malignmark constructs. -->
-
-<!ELEMENT %mi.qname; (%MathMLCharacters; |
- %malignmark.qname;)* >
-<!ELEMENT %mn.qname; (%MathMLCharacters; |
- %malignmark.qname;)* >
-<!ELEMENT %mo.qname; (%MathMLCharacters; |
- %malignmark.qname;)* >
-<!ELEMENT %mtext.qname; (%MathMLCharacters; |
- %malignmark.qname;)* >
-<!ELEMENT %ms.qname; (%MathMLCharacters; |
- %malignmark.qname;)* >
-
-<!-- Browser interface definition ............................... -->
-
-<!-- Attributes for top-level element "math" -->
-
-<!ENTITY % att-macros
- "macros CDATA #IMPLIED" >
-<!ENTITY % att-mode
- "mode CDATA #IMPLIED" >
-<!ENTITY % att-display
- "display CDATA #IMPLIED" >
-
-<!ENTITY % att-topinfo
- "%MATHML.Common.attrib;
- %att-macros;
- %att-mode;
- %att-display;" >
-
-<!-- Attributes for browser interface element -->
-
-<!ENTITY % att-baseline
- "baseline CDATA #IMPLIED" >
-<!ENTITY % att-overflow
- "overflow ( scroll | elide | truncate | scale ) 'scroll'" >
-<!ENTITY % att-altimg
- "altimg CDATA #IMPLIED" >
-<!ENTITY % att-alttext
- "alttext CDATA #IMPLIED" >
-
-<!ENTITY % att-browif
- "%att-type;
- %att-name;
- %att-height;
- %att-width;
- %att-baseline;
- %att-overflow;
- %att-altimg;
- %att-alttext;" >
-
-<!-- ............................................................. -->
-<!-- The top-level element "math" contains MathML encoded
- mathematics. The "math" element has the browser info
- attributes iff it is also the browser interface element.
--->
-
-<!ELEMENT %math.qname; (%MathExpression;) >
-
-<!ATTLIST %math.qname;
- %att-topinfo;
- %att-browif; >
-
-<!-- MathML Character Entities .............................................. -->
-<!ENTITY % mathml-charent.module "INCLUDE" >
-<![%mathml-charent.module;[
-<!-- Entity sets from ISO Technical Report 9573-13 ..... -->
-
-<!ENTITY % ent-isoamsa
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Arrow Relations for MathML 2.0//EN"
- "isoamsa.ent" >
-%ent-isoamsa;
-
-<!ENTITY % ent-isoamsb
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Binary Operators for MathML 2.0//EN"
- "isoamsb.ent" >
-%ent-isoamsb;
-
-<!ENTITY % ent-isoamsc
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Delimiters for MathML 2.0//EN"
- "isoamsc.ent" >
-%ent-isoamsc;
-
-<!ENTITY % ent-isoamsn
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Negated Relations for MathML 2.0//EN"
- "isoamsn.ent" >
-%ent-isoamsn;
-
-<!ENTITY % ent-isoamso
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Ordinary for MathML 2.0//EN"
- "isoamso.ent" >
-%ent-isoamso;
-
-<!ENTITY % ent-isoamsr
- PUBLIC "-//W3C//ENTITIES Added Math Symbols: Relations for MathML 2.0//EN"
- "isoamsr.ent" >
-%ent-isoamsr;
-
-<!ENTITY % ent-isogrk3
- PUBLIC "-//W3C//ENTITIES Greek Symbols for MathML 2.0//EN"
- "isogrk3.ent" >
-%ent-isogrk3;
-
-<!ENTITY % ent-isomfrk
- PUBLIC "-//W3C//ENTITIES Math Alphabets: Fraktur for MathML 2.0//EN"
- "isomfrk.ent" >
-%ent-isomfrk;
-
-<!ENTITY % ent-isomopf
- PUBLIC "-//W3C//ENTITIES Math Alphabets: Open Face for MathML 2.0//EN"
- "isomopf.ent" >
-%ent-isomopf;
-
-<!ENTITY % ent-isomscr
- PUBLIC "-//W3C//ENTITIES Math Alphabets: Script for MathML 2.0//EN"
- "isomscr.ent" >
-%ent-isomscr;
-
-<!ENTITY % ent-isotech
- PUBLIC "-//W3C//ENTITIES General Technical for MathML 2.0//EN"
- "isotech.ent" >
-%ent-isotech;
-
-<!-- Entity sets from informative annex to ISO 8879:1986 (SGML) ....... -->
-
-<!ENTITY % ent-isobox
- PUBLIC "-//W3C//ENTITIES Box and Line Drawing for MathML 2.0//EN"
- "isobox.ent" >
-%ent-isobox;
-
-<!ENTITY % ent-isocyr1
- PUBLIC "-//W3C//ENTITIES Russian Cyrillic for MathML 2.0//EN"
- "isocyr1.ent" >
-%ent-isocyr1;
-
-<!ENTITY % ent-isocyr2
- PUBLIC "-//W3C//ENTITIES Non-Russian Cyrillic for MathML 2.0//EN"
- "isocyr2.ent" >
-%ent-isocyr2;
-
-<!ENTITY % ent-isodia
- PUBLIC "-//W3C//ENTITIES Diacritical Marks for MathML 2.0//EN"
- "isodia.ent" >
-%ent-isodia;
-
-<!ENTITY % ent-isolat1
- PUBLIC "-//W3C//ENTITIES Added Latin 1 for MathML 2.0//EN"
- "isolat1.ent" >
-%ent-isolat1;
-
-<!ENTITY % ent-isolat2
- PUBLIC "-//W3C//ENTITIES Added Latin 2 for MathML 2.0//EN"
- "isolat2.ent" >
-%ent-isolat2;
-
-<!ENTITY % ent-isonum
- PUBLIC "-//W3C//ENTITIES Numeric and Special Graphic for MathML 2.0//EN"
- "isonum.ent" >
-%ent-isonum;
-
-<!ENTITY % ent-isopub
- PUBLIC "-//W3C//ENTITIES Publishing for MathML 2.0//EN"
- "isopub.ent" >
-%ent-isopub;
-
-<!-- New characters defined by MathML ............................ -->
-
-<!ENTITY % ent-mmlextra
- PUBLIC "-//W3C//ENTITIES Extra for MathML 2.0//EN"
- "mmlextra.ent" >
-%ent-mmlextra;
-
-<!-- MathML aliases for characters defined above ................. -->
-
-<!ENTITY % ent-mmlalias
- PUBLIC "-//W3C//ENTITIES Aiases for MathML 2.0//EN"
- "mmlalias.ent" >
-%ent-mmlalias;
-
-<!-- end of MathML Character Entity section -->]]>
-
-<!-- Revision History:
-
- Initial draft (syntax = XML) 1997-05-09
- Stephen Buswell
- Revised 1997-05-14
- Robert Miner
- Revised 1997-06-29 and 1997-07-02
- Stephen Buswell
- Revised 1997-12-15
- Stephen Buswell
- Revised 1998-02-08
- Stephen Buswell
- Revised 1998-04-04
- Stephen Buswell
- Entities and small revisions 1999-02-21
- David Carlisle
- Added attribute definitionURL to ci and cn 1999-10-11
- Nico Poppelier
- Additions for MathML 2 1999-12-16
- David Carlisle
- Namespace support 2000-01-14
- David Carlisle
- XHTML Compatibility 2000-02-23
- Murray Altheim
- New content elements 2000-03-26
- David Carlisle
-
--->
-
-<!-- end of MathML 2.0 DTD ................................................ -->
-<!-- ....................................................................... -->
-
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR THEORY OBJECTS AT LEVEL OF CIC XML FILES: -->
-<!-- First draft: May 10 2000, Claudio Sacerdoti Coen, Irene Schena -->
-<!-- Revised: February 2001, Claudio Sacerdoti Coen -->
-<!-- Revised: May 01 2001, Claudio Sacerdoti Coen -->
-<!--*****************************************************************-->
-
-
-<!--*****************************************************************-->
-<!-- Note: the intended meaning for this markup is to be embedded -->
-<!-- into other types of markup (e.g. XHTML or DocBook). Hence, the -->
-<!-- DTD is only "indicative" and no root element is provided. -->
-<!--*****************************************************************-->
-
-<!ENTITY % mathstructure
- '(ht:AXIOM|ht:DEFINITION|ht:THEOREM|ht:VARIABLE|ht:SECTION|ht:MUTUAL)*'>
-
-<!ELEMENT ht:OBJECT EMPTY>
-<!ATTLIST ht:OBJECT
- uri CDATA #REQUIRED
- mode (typeonly|embed|linkonly) #REQUIRED>
-
-<!ELEMENT ht:AXIOM EMPTY>
-<!ATTLIST ht:AXIOM
- uri CDATA #REQUIRED
- as (Axiom|Declaration) #REQUIRED
- typesetting ( paragraph | inline ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- type ( true | false ) true >
-
-<!ELEMENT ht:DEFINITION EMPTY>
-<!ATTLIST ht:DEFINITION
- uri CDATA #REQUIRED
- as (Definition|InteractiveDefinition|Inductive|CoInductive
- |Record) #REQUIRED
- <!-- Should the definition take a whole new paragraph
- or be integrated in the sentence? -->
- typesetting ( paragraph | inline ) paragraph
- <!-- Include the text "Definition "? -->
- heading ( true | false ) true
- <!-- Include the name of the definition, i.e.
- the non-path part of its URI? -->
- uri_base ( true | false ) true
- <!-- Include the notation for this object? -->
- notation ( true | false ) false
- <!-- Include the section parameters / variables of
- this definition? -->
- params ( true | false ) false
- <!-- For parametrised (co)inductive definitions,
- include the parameters of the definition? -->
- Params ( true | false ) true
- <!-- Show the type? -->
- type ( true | false ) true
- <!-- Show the body? -->
- body ( true | false ) true >
-
-<!ELEMENT ht:THEOREM EMPTY>
-<!ATTLIST ht:THEOREM
- uri CDATA #REQUIRED
- as (Theorem|Lemma|Corollary|Fact|Remark) #REQUIRED
- typesetting ( paragraph | inline ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- type ( true | false ) true
- body ( true | false ) true >
-
-<!ELEMENT ht:VARIABLE EMPTY>
-<!ATTLIST ht:VARIABLE
- uri CDATA #REQUIRED
- as (Assumption|Hypothesis|LocalDefinition|LocalFact) #REQUIRED
- typesetting ( paragraph | inline ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- Params ( true | false ) true
- type ( true | false ) true
- body ( true | false ) true >
-
-<!ELEMENT ht:SECTION (%mathstructure;)>
-<!ATTLIST ht:SECTION
- uri CDATA #REQUIRED>
-
-(*CSC: In the case of a set of mutual (Co)Inductive DEFINITIONS, *)
-(*CSC: all the entries inside ht:MUTUAL have the same URI ;-| *)
-<!ELEMENT ht:MUTUAL (ht:DEFINITION,ht:DEFINITION+)>
+++ /dev/null
-
-<!--
- File mmlalias.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
--->
-
-<!ENTITY angle "∠" ><!--alias ISOAMSO ang -->
-<!ENTITY approx "≈" ><!--alias ISOTECH ap -->
-<!ENTITY approxeq "≊" ><!--alias ISOAMSR ape -->
-<!ENTITY backcong "≌" ><!--alias ISOAMSR bcong -->
-<!ENTITY backepsilon "ℼ" ><!--alias ISOAMSR bepsi -->
-<!ENTITY backprime "‵" ><!--alias ISOAMSO bprime -->
-<!ENTITY backsim "∽" ><!--alias ISOAMSR bsim -->
-<!ENTITY backsimeq "⋍" ><!--alias ISOAMSR bsime -->
-<!ENTITY Backslash "∖" ><!--alias ISOAMSB setmn -->
-<!ENTITY barwedge "⊼" ><!--alias ISOAMSB barwed -->
-<!ENTITY because "∵" ><!--alias ISOTECH becaus -->
-<!ENTITY Because "∵" ><!--alias ISOTECH becaus -->
-<!ENTITY Bernoullis "ℬ" ><!--alias ISOTECH bernou -->
-<!ENTITY between "≬" ><!--alias ISOAMSR twixt -->
-<!ENTITY bigcap "⋂" ><!--alias ISOAMSB xcap -->
-<!ENTITY bigcirc "◯" ><!--alias ISOAMSB xcirc -->
-<!ENTITY bigcup "⋃" ><!--alias ISOAMSB xcup -->
-<!ENTITY bigodot "⊙" ><!--alias ISOAMSB xodot -->
-<!ENTITY bigoplus "⊕" ><!--alias ISOAMSB xoplus -->
-<!ENTITY bigotimes "⊗" ><!--alias ISOAMSB xotime -->
-<!ENTITY bigsqcup "⊔" ><!--alias ISOAMSB xsqcup -->
-<!ENTITY bigstar "★" ><!--ISOPUB starf -->
-<!ENTITY bigtriangledown "▽" ><!--alias ISOAMSB xdtri -->
-<!ENTITY bigtriangleup "△" ><!--alias ISOAMSB xutri -->
-<!ENTITY biguplus "⊎" ><!--alias ISOAMSB xuplus -->
-<!ENTITY bigvee "⋁" ><!--alias ISOAMSB xvee -->
-<!ENTITY bigwedge "⋀" ><!--alias ISOAMSB xwedge -->
-<!ENTITY bkarow "⤍" ><!--alias ISOAMSA rbarr -->
-<!ENTITY blacklozenge "⧫" ><!--alias ISOPUB lozf -->
-<!ENTITY blacksquare "▪" ><!--ISOTECH squarf -->
-<!ENTITY blacktriangle "▴" ><!--alias ISOPUB utrif -->
-<!ENTITY blacktriangledown "▾" ><!--alias ISOPUB dtrif -->
-<!ENTITY blacktriangleleft "◂" ><!--alias ISOPUB ltrif -->
-<!ENTITY blacktriangleright "▸" ><!--alias ISOPUB rtrif -->
-<!ENTITY bot "⊥" ><!--alias ISOTECH bottom -->
-<!ENTITY boxminus "⊟" ><!--alias ISOAMSB minusb -->
-<!ENTITY boxplus "⊞" ><!--alias ISOAMSB plusb -->
-<!ENTITY boxtimes "⊠" ><!--alias ISOAMSB timesb -->
-<!ENTITY Breve "˘" ><!--alias ISODIA breve -->
-<!ENTITY bullet "•" ><!--alias ISOPUB bull -->
-<!ENTITY bumpeq "≏" ><!--alias ISOAMSR bumpe -->
-<!ENTITY Bumpeq "≎" ><!--alias ISOAMSR bump -->
-<!ENTITY Cedilla "¸" ><!--alias ISODIA cedil -->
-<!ENTITY centerdot "·" ><!--alias ISONUM middot -->
-<!ENTITY CenterDot "·" ><!--alias ISONUM middot -->
-<!ENTITY checkmark "✓" ><!--alias ISOPUB check -->
-<!ENTITY circeq "≗" ><!--alias ISOAMSR cire -->
-<!ENTITY circlearrowleft "↺" ><!--alias ISOAMSA olarr -->
-<!ENTITY circlearrowright "↻" ><!--alias ISOAMSA orarr -->
-<!ENTITY circledast "⊛" ><!--alias ISOAMSB oast -->
-<!ENTITY circledcirc "⊚" ><!--alias ISOAMSB ocir -->
-<!ENTITY circleddash "⊝" ><!--alias ISOAMSB odash -->
-<!ENTITY CircleDot "⊙" ><!--alias ISOAMSB odot -->
-<!ENTITY circledR "®" ><!--alias ISONUM reg -->
-<!ENTITY circledS "Ⓢ" ><!--alias ISOAMSO oS -->
-<!ENTITY CircleMinus "⊖" ><!--alias ISOAMSB ominus -->
-<!ENTITY CirclePlus "⊕" ><!--alias ISOAMSB oplus -->
-<!ENTITY CircleTimes "⊗" ><!--alias ISOAMSB otimes -->
-<!ENTITY ClockwiseContourIntegral "∲" ><!--alias ISOTECH cwconint -->
-<!ENTITY CloseCurlyDoubleQuote "”" ><!--alias ISONUM rdquo -->
-<!ENTITY CloseCurlyQuote "’" ><!--alias ISONUM rsquo -->
-<!ENTITY clubsuit "♣" ><!--ISOPUB clubs -->
-<!ENTITY coloneq "≔" ><!--alias ISOAMSR colone -->
-<!ENTITY complement "∁" ><!--alias ISOAMSO comp -->
-<!ENTITY Congruent "≡" ><!--alias ISOTECH equiv -->
-<!ENTITY ContourIntegral "∮" ><!--alias ISOTECH conint -->
-<!ENTITY Coproduct "∐" ><!--alias ISOAMSB coprod -->
-<!ENTITY CounterClockwiseContourIntegral "∳" ><!--alias ISOTECH awconint -->
-<!ENTITY CupCap "≍" ><!--alias ISOAMSR asymp -->
-<!ENTITY curlyeqprec "⋞" ><!--alias ISOAMSR cuepr -->
-<!ENTITY curlyeqsucc "⋟" ><!--alias ISOAMSR cuesc -->
-<!ENTITY curlyvee "⋎" ><!--alias ISOAMSB cuvee -->
-<!ENTITY curlywedge "⋏" ><!--alias ISOAMSB cuwed -->
-<!ENTITY curvearrowleft "↶" ><!--alias ISOAMSA cularr -->
-<!ENTITY curvearrowright "↷" ><!--alias ISOAMSA curarr -->
-<!ENTITY dbkarow "⤏" ><!--alias ISOAMSA rBarr -->
-<!ENTITY ddagger "‡" ><!--alias ISOPUB Dagger -->
-<!ENTITY ddotseq "⩷" ><!--alias ISOAMSR eDDot -->
-<!ENTITY Del "∇" ><!--alias ISOTECH nabla -->
-<!ENTITY DiacriticalAcute "´" ><!--alias ISODIA acute -->
-<!ENTITY DiacriticalDot "˙" ><!--alias ISODIA dot -->
-<!ENTITY DiacriticalDoubleAcute "˝" ><!--alias ISODIA dblac -->
-<!ENTITY DiacriticalGrave "`" ><!--alias ISODIA grave -->
-<!ENTITY DiacriticalTilde "˜" ><!--alias ISODIA tilde -->
-<!ENTITY diamond "⋄" ><!--alias ISOAMSB diam -->
-<!ENTITY Diamond "⋄" ><!--alias ISOAMSB diam -->
-<!ENTITY diamondsuit "♦" ><!--ISOPUB diams -->
-<!ENTITY digamma "Ϝ" ><!--alias ISOGRK3 gammad -->
-<!ENTITY div "÷" ><!--alias ISONUM divide -->
-<!ENTITY divideontimes "⋇" ><!--alias ISOAMSB divonx -->
-<!ENTITY doteq "≐" ><!--alias ISOAMSR esdot -->
-<!ENTITY doteqdot "≑" ><!--alias ISOAMSR eDot -->
-<!ENTITY DotEqual "≐" ><!--alias ISOAMSR esdot -->
-<!ENTITY dotminus "∸" ><!--alias ISOAMSB minusd -->
-<!ENTITY dotplus "∔" ><!--alias ISOAMSB plusdo -->
-<!ENTITY dotsquare "⊡" ><!--alias ISOAMSB sdotb -->
-<!ENTITY doublebarwedge "⌆" ><!--alias ISOAMSB Barwed -->
-<!ENTITY DoubleContourIntegral "∯" ><!--alias ISOTECH Conint -->
-<!ENTITY DoubleDot "¨" ><!--alias ISODIA die -->
-<!ENTITY DoubleDownArrow "⇓" ><!--alias ISOAMSA dArr -->
-<!ENTITY DoubleLeftArrow "⇐" ><!--alias ISOTECH lArr -->
-<!ENTITY DoubleLeftRightArrow "⇔" ><!--alias ISOAMSA hArr -->
-<!ENTITY DoubleLeftTee "⫤" ><!--alias for ⫤ -->
-<!ENTITY DoubleLongLeftArrow "⇐" ><!--alias ISOAMSA xlArr -->
-<!ENTITY DoubleLongLeftRightArrow "⇔" ><!--alias ISOAMSA xhArr -->
-<!ENTITY DoubleLongRightArrow "⇒" ><!--alias ISOAMSA xrArr -->
-<!ENTITY DoubleRightArrow "⇒" ><!--alias ISOTECH rArr -->
-<!ENTITY DoubleRightTee "⊨" ><!--alias ISOAMSR vDash -->
-<!ENTITY DoubleUpArrow "⇑" ><!--alias ISOAMSA uArr -->
-<!ENTITY DoubleUpDownArrow "⇕" ><!--alias ISOAMSA vArr -->
-<!ENTITY DoubleVerticalBar "∥" ><!--alias ISOTECH par -->
-<!ENTITY downarrow "↓" ><!--alias ISONUM darr -->
-<!ENTITY Downarrow "⇓" ><!--alias ISOAMSA dArr -->
-<!ENTITY DownArrow "↓" ><!--alias ISONUM darr -->
-<!ENTITY DownArrowUpArrow "⇵" ><!--alias ISOAMSA duarr -->
-<!ENTITY downdownarrows "⇊" ><!--alias ISOAMSA ddarr -->
-<!ENTITY downharpoonleft "⇃" ><!--alias ISOAMSA dharl -->
-<!ENTITY downharpoonright "⇂" ><!--alias ISOAMSA dharr -->
-<!ENTITY DownLeftVector "↽" ><!--alias ISOAMSA lhard -->
-<!ENTITY DownRightVector "⇁" ><!--alias ISOAMSA rhard -->
-<!ENTITY DownTee "⊤" ><!--alias ISOTECH top -->
-<!ENTITY drbkarow "⤐" ><!--alias ISOAMSA RBarr -->
-<!ENTITY Element "∈" ><!--alias ISOTECH isinv -->
-<!ENTITY emptyset "∅⁣" ><!--alias ISOAMSO empty -->
-<!ENTITY eqcirc "≖" ><!--alias ISOAMSR ecir -->
-<!ENTITY eqcolon "≕" ><!--alias ISOAMSR ecolon -->
-<!ENTITY eqsim "≂" ><!--alias ISOAMSR esim -->
-<!ENTITY eqslantgtr "⋝" ><!--alias ISOAMSR egs -->
-<!ENTITY eqslantless "⋜" ><!--alias ISOAMSR els -->
-<!ENTITY EqualTilde "≂" ><!--alias ISOAMSR esim -->
-<!ENTITY Equilibrium "⇌" ><!--alias ISOAMSA rlhar -->
-<!ENTITY Exists "∃" ><!--alias ISOTECH exist -->
-<!ENTITY fallingdotseq "≒" ><!--alias ISOAMSR efDot -->
-<!ENTITY ForAll "∀" ><!--alias ISOTECH forall -->
-<!ENTITY geq "≥" ><!--alias ISOTECH ge -->
-<!ENTITY geqq "≧" ><!--alias ISOAMSR gE -->
-<!ENTITY geqslant "⩾" ><!--alias ISOAMSR ges -->
-<!ENTITY gg "≫" ><!--alias ISOAMSR Gt -->
-<!ENTITY ggg "⋙" ><!--alias ISOAMSR Gg -->
-<!ENTITY gnapprox "⪊" ><!--alias ISOAMSN gnap -->
-<!ENTITY gneq "≩" ><!--alias ISOAMSN gne -->
-<!ENTITY gneqq "≩" ><!--alias ISOAMSN gnE -->
-<!ENTITY GreaterEqual "≥" ><!--alias ISOTECH ge -->
-<!ENTITY GreaterEqualLess "⋛" ><!--alias ISOAMSR gel -->
-<!ENTITY GreaterFullEqual "≧" ><!--alias ISOAMSR gE -->
-<!ENTITY GreaterLess "≷" ><!--alias ISOAMSR gl -->
-<!ENTITY GreaterSlantEqual "⩾" ><!--alias ISOAMSR ges -->
-<!ENTITY GreaterTilde "≳" ><!--alias ISOAMSR gsim -->
-<!ENTITY gtrapprox "≳" ><!--alias ISOAMSR gap -->
-<!ENTITY gtrdot "⋗" ><!--alias ISOAMSR gtdot -->
-<!ENTITY gtreqless "⋛" ><!--alias ISOAMSR gel -->
-<!ENTITY gtreqqless "⋛" ><!--alias ISOAMSR gEl -->
-<!ENTITY gtrless "≷" ><!--alias ISOAMSR gl -->
-<!ENTITY gtrsim "≳" ><!--alias ISOAMSR gsim -->
-<!ENTITY gvertneqq "≩̸" ><!--alias ISOAMSN gvnE -->
-<!ENTITY Hacek "ˇ" ><!--alias ISODIA caron -->
-<!ENTITY Hat "̂" ><!--circumflex accent (circ in ISODIA) -->
-<!ENTITY hbar "ℏ" ><!--alias ISOAMSO plank -->
-<!ENTITY heartsuit "♡" ><!--ISOPUB hearts -->
-<!ENTITY hksearow "⤥" ><!--alias ISOAMSA searhk -->
-<!ENTITY hkswarow "⤦" ><!--alias ISOAMSA swarhk -->
-<!ENTITY hookleftarrow "↩" ><!--alias ISOAMSA larrhk -->
-<!ENTITY hookrightarrow "↪" ><!--alias ISOAMSA rarrhk -->
-<!ENTITY hslash "ℏ" ><!--alias ISOAMSO plankv -->
-<!ENTITY HumpDownHump "≎" ><!--alias ISOAMSR bump -->
-<!ENTITY HumpEqual "≏" ><!--alias ISOAMSR bumpe -->
-<!ENTITY iiiint "⨌" ><!--alias ISOTECH qint -->
-<!ENTITY iiint "∭" ><!--alias ISOTECH tint -->
-<!ENTITY Im "ℑ" ><!--alias ISOAMSO image -->
-<!ENTITY imagpart "ℑ" ><!--alias ISOAMSO image -->
-<!ENTITY Implies "⇒" ><!--alias ISOTECH rArr -->
-<!ENTITY in "∈" ><!--ISOTECH isin -->
-<!ENTITY Integral "∫" ><!--alias ISOTECH int -->
-<!ENTITY intercal "⊺" ><!--alias ISOAMSB intcal -->
-<!ENTITY Intersection "⋂" ><!--alias ISOAMSB xcap -->
-<!ENTITY intprod "⨼" ><!--alias ISOAMSB iprod -->
-<!ENTITY langle "〈" ><!--alias ISOTECH lang -->
-<!ENTITY lbrace "{" ><!--alias ISONUM lcub -->
-<!ENTITY lbrack "[" ><!--alias ISONUM lsqb -->
-<!ENTITY LeftAngleBracket "〈" ><!--alias ISOTECH lang -->
-<!ENTITY leftarrow "←" ><!--alias ISONUM larr -->
-<!ENTITY Leftarrow "⇐" ><!--alias ISOTECH lArr -->
-<!ENTITY LeftArrow "←" ><!--alias ISONUM larr -->
-<!ENTITY LeftArrowRightArrow "⇆" ><!--alias ISOAMSA lrarr -->
-<!ENTITY leftarrowtail "↢" ><!--alias ISOAMSA larrtl -->
-<!ENTITY LeftCeiling "⌈" ><!--alias ISOAMSC lceil -->
-<!ENTITY LeftDoubleBracket "〚" ><!--left double bracket delimiter -->
-<!ENTITY LeftDownVector "⇃" ><!--alias ISOAMSA dharl -->
-<!ENTITY LeftFloor "⌊" ><!--alias ISOAMSC lfloor -->
-<!ENTITY leftharpoondown "↽" ><!--alias ISOAMSA lhard -->
-<!ENTITY leftharpoonup "↼" ><!--alias ISOAMSA lharu -->
-<!ENTITY leftleftarrows "⇇" ><!--alias ISOAMSA llarr -->
-<!ENTITY leftrightarrow "↔" ><!--alias ISOAMSA harr -->
-<!ENTITY Leftrightarrow "⇔" ><!--alias ISOAMSA hArr -->
-<!ENTITY LeftRightArrow "↔" ><!--alias ISOAMSA harr -->
-<!ENTITY leftrightarrows "⇆" ><!--alias ISOAMSA lrarr -->
-<!ENTITY leftrightharpoons "⇋" ><!--alias ISOAMSA lrhar -->
-<!ENTITY leftrightsquigarrow "↭" ><!--alias ISOAMSA harrw -->
-<!ENTITY LeftTee "⊣" ><!--alias ISOAMSR dashv -->
-<!ENTITY leftthreetimes "⋋" ><!--alias ISOAMSB lthree -->
-<!ENTITY LeftTriangle "⊲" ><!--alias ISOAMSR vltri -->
-<!ENTITY LeftTriangleEqual "⊴" ><!--alias ISOAMSR ltrie -->
-<!ENTITY LeftUpVector "↿" ><!--alias ISOAMSA uharl -->
-<!ENTITY LeftVector "↼" ><!--alias ISOAMSA lharu -->
-<!ENTITY leq "≤" ><!--alias ISOTECH le -->
-<!ENTITY leqq "≦" ><!--alias ISOAMSR lE -->
-<!ENTITY leqslant "⩽" ><!--alias ISOAMSR les -->
-<!ENTITY lessapprox "≲" ><!--alias ISOAMSR lap -->
-<!ENTITY lessdot "⋖" ><!--alias ISOAMSR ltdot -->
-<!ENTITY lesseqgtr "⋚" ><!--alias ISOAMSR leg -->
-<!ENTITY lesseqqgtr "⋚" ><!--alias ISOAMSR lEg -->
-<!ENTITY LessEqualGreater "⋚" ><!--alias ISOAMSR leg -->
-<!ENTITY LessFullEqual "≦" ><!--alias ISOAMSR lE -->
-<!ENTITY LessGreater "≶" ><!--alias ISOAMSR lg -->
-<!ENTITY lessgtr "≶" ><!--alias ISOAMSR lg -->
-<!ENTITY lesssim "≲" ><!--alias ISOAMSR lsim -->
-<!ENTITY LessSlantEqual "⩽" ><!--alias ISOAMSR les -->
-<!ENTITY LessTilde "≲" ><!--alias ISOAMSR lsim -->
-<!ENTITY ll "≪" ><!--alias ISOAMSR Lt -->
-<!ENTITY llcorner "⌞" ><!--alias ISOAMSC dlcorn -->
-<!ENTITY Lleftarrow "⇚" ><!--alias ISOAMSA lAarr -->
-<!ENTITY lmoustache "⦘" ><!--alias ISOAMSC lmoust -->
-<!ENTITY lnapprox "⪉" ><!--alias ISOAMSN lnap -->
-<!ENTITY lneq "≨" ><!--alias ISOAMSN lne -->
-<!ENTITY lneqq "≨" ><!--alias ISOAMSN lnE -->
-<!ENTITY longleftarrow "←" ><!--alias ISOAMSA xlarr -->
-<!ENTITY Longleftarrow "⇐" ><!--alias ISOAMSA xlArr -->
-<!ENTITY LongLeftArrow "←" ><!--alias ISOAMSA xlarr -->
-<!ENTITY longleftrightarrow "↔" ><!--alias ISOAMSA xharr -->
-<!ENTITY Longleftrightarrow "⇔" ><!--alias ISOAMSA xhArr -->
-<!ENTITY LongLeftRightArrow "↔" ><!--alias ISOAMSA xharr -->
-<!ENTITY longmapsto "↦" ><!--alias ISOAMSA xmap -->
-<!ENTITY longrightarrow "→" ><!--alias ISOAMSA xrarr -->
-<!ENTITY Longrightarrow "⇒" ><!--alias ISOAMSA xrArr -->
-<!ENTITY LongRightArrow "→" ><!--alias ISOAMSA xrarr -->
-<!ENTITY looparrowleft "↫" ><!--alias ISOAMSA larrlp -->
-<!ENTITY looparrowright "↬" ><!--alias ISOAMSA rarrlp -->
-<!ENTITY LowerLeftArrow "↙" ><!--alias ISOAMSA swarr -->
-<!ENTITY LowerRightArrow "↘" ><!--alias ISOAMSA searr -->
-<!ENTITY lozenge "◊" ><!--alias ISOPUB loz -->
-<!ENTITY lrcorner "⌟" ><!--alias ISOAMSC drcorn -->
-<!ENTITY Lsh "↰" ><!--alias ISOAMSA lsh -->
-<!ENTITY lvertneqq "≨̸" ><!--alias ISOAMSN lvnE -->
-<!ENTITY maltese "✠" ><!--alias ISOPUB malt -->
-<!ENTITY mapsto "↦" ><!--alias ISOAMSA map -->
-<!ENTITY measuredangle "∡" ><!--alias ISOAMSO angmsd -->
-<!ENTITY MinusPlus "∓" ><!--alias ISOTECH mnplus -->
-<!ENTITY mp "∓" ><!--alias ISOTECH mnplus -->
-<!ENTITY multimap "⊸" ><!--alias ISOAMSA mumap -->
-<!ENTITY napprox "≉" ><!--alias ISOAMSN nap -->
-<!ENTITY natural "♮" ><!--alias ISOPUB natur -->
-<!ENTITY nearrow "↗" ><!--alias ISOAMSA nearr -->
-<!ENTITY NestedGreaterGreater "≫" ><!--alias ISOAMSR Gt -->
-<!ENTITY NestedLessLess "≪" ><!--alias ISOAMSR Lt -->
-<!ENTITY nexists "∄" ><!--alias ISOAMSO nexist -->
-<!ENTITY ngeq "≱⃥" ><!--alias ISOAMSN nge -->
-<!ENTITY ngeqq "≱" ><!--alias ISOAMSN ngE -->
-<!ENTITY ngeqslant "≱" ><!--alias ISOAMSN nges -->
-<!ENTITY ngtr "≯" ><!--alias ISOAMSN ngt -->
-<!ENTITY nleftarrow "↚" ><!--alias ISOAMSA nlarr -->
-<!ENTITY nLeftarrow "⇍" ><!--alias ISOAMSA nlArr -->
-<!ENTITY nleftrightarrow "↮" ><!--alias ISOAMSA nharr -->
-<!ENTITY nLeftrightarrow "⇎" ><!--alias ISOAMSA nhArr -->
-<!ENTITY nleq "≰⃥" ><!--alias ISOAMSN nle -->
-<!ENTITY nleqq "≰" ><!--alias ISOAMSN nlE -->
-<!ENTITY nleqslant "≰" ><!--alias ISOAMSN nles -->
-<!ENTITY nless "≮" ><!--alias ISOAMSN nlt -->
-<!ENTITY NotCongruent "≢" ><!--alias ISOAMSN nequiv -->
-<!ENTITY NotDoubleVerticalBar "∦" ><!--alias ISOAMSN npar -->
-<!ENTITY NotElement "∉" ><!--alias ISOTECH notin -->
-<!ENTITY NotEqual "≠" ><!--alias ISOTECH ne -->
-<!ENTITY NotExists "∄" ><!--alias ISOAMSO nexist -->
-<!ENTITY NotGreater "≯" ><!--alias ISOAMSN ngt -->
-<!ENTITY NotGreaterEqual "≱⃥" ><!--alias ISOAMSN nge -->
-<!ENTITY NotGreaterFullEqual "≰" ><!--alias ISOAMSN nlE -->
-<!ENTITY NotGreaterGreater "≫̸⁣" ><!--alias ISOAMSN nGtv -->
-<!ENTITY NotGreaterLess "≹" ><!--alias ISOAMSN ntvgl -->
-<!ENTITY NotGreaterSlantEqual "≱" ><!--alias ISOAMSN nges -->
-<!ENTITY NotGreaterTilde "≵" ><!--alias ISOAMSN ngsim -->
-<!ENTITY NotLeftTriangle "⋪" ><!--alias ISOAMSN nltri -->
-<!ENTITY NotLeftTriangleEqual "⋬" ><!--alias ISOAMSN nltrie -->
-<!ENTITY NotLess "≮" ><!--alias ISOAMSN nlt -->
-<!ENTITY NotLessEqual "≰⃥" ><!--alias ISOAMSN nle -->
-<!ENTITY NotLessGreater "≸" ><!--alias ISOAMSN ntvlg -->
-<!ENTITY NotLessLess "≪̸⁣" ><!--alias ISOAMSN nLtv -->
-<!ENTITY NotLessSlantEqual "≰" ><!--alias ISOAMSN nles -->
-<!ENTITY NotLessTilde "≴" ><!--alias ISOAMSN nlsim -->
-<!ENTITY NotPrecedes "⊀" ><!--alias ISOAMSN npr -->
-<!ENTITY NotPrecedesEqual "⪯̸" ><!--alias ISOAMSN npre -->
-<!ENTITY NotPrecedesSlantEqual "⋠" ><!--alias ISOAMSN nprcue -->
-<!ENTITY NotReverseElement "∌" ><!--alias ISOTECH notniva -->
-<!ENTITY NotRightTriangle "⋫" ><!--alias ISOAMSN nrtri -->
-<!ENTITY NotRightTriangleEqual "⋭" ><!--alias ISOAMSN nrtrie -->
-<!ENTITY NotSquareSubsetEqual "⋢" ><!--alias ISOAMSN nsqsube -->
-<!ENTITY NotSquareSupersetEqual "⋣" ><!--alias ISOAMSN nsqsupe -->
-<!ENTITY NotSubset "⊄" ><!--alias ISOAMSN vnsub -->
-<!ENTITY NotSubsetEqual "⊈" ><!--alias ISOAMSN nsube -->
-<!ENTITY NotSucceeds "⊁" ><!--alias ISOAMSN nsc -->
-<!ENTITY NotSucceedsEqual "⪰̸" ><!--alias ISOAMSN nsce -->
-<!ENTITY NotSucceedsSlantEqual "⋡" ><!--alias ISOAMSN nsccue -->
-<!ENTITY NotSuperset "⊅" ><!--alias ISOAMSN vnsup -->
-<!ENTITY NotSupersetEqual "⊉" ><!--alias ISOAMSN nsupe -->
-<!ENTITY NotTilde "≁" ><!--alias ISOAMSN nsim -->
-<!ENTITY NotTildeEqual "≄" ><!--alias ISOAMSN nsime -->
-<!ENTITY NotTildeFullEqual "≇" ><!--alias ISOAMSN ncong -->
-<!ENTITY NotTildeTilde "≉" ><!--alias ISOAMSN nap -->
-<!ENTITY NotVerticalBar "∤" ><!--alias ISOAMSN nmid -->
-<!ENTITY nparallel "∦" ><!--alias ISOAMSN npar -->
-<!ENTITY nprec "⊀" ><!--alias ISOAMSN npr -->
-<!ENTITY npreceq "⪯̸" ><!--alias ISOAMSN npre -->
-<!ENTITY nrightarrow "↛" ><!--alias ISOAMSA nrarr -->
-<!ENTITY nRightarrow "⇏" ><!--alias ISOAMSA nrArr -->
-<!ENTITY nshortmid "∤⁣" ><!--alias ISOAMSN nsmid -->
-<!ENTITY nshortparallel "∦⁣" ><!--alias ISOAMSN nspar -->
-<!ENTITY nsimeq "≄" ><!--alias ISOAMSN nsime -->
-<!ENTITY nsubset "⊄" ><!--alias ISOAMSN vnsub -->
-<!ENTITY nsubseteq "⊈" ><!--alias ISOAMSN nsube -->
-<!ENTITY nsubseteqq "⊈" ><!--alias ISOAMSN nsubE -->
-<!ENTITY nsucc "⊁" ><!--alias ISOAMSN nsc -->
-<!ENTITY nsucceq "⪰̸" ><!--alias ISOAMSN nsce -->
-<!ENTITY nsupset "⊅" ><!--alias ISOAMSN vnsup -->
-<!ENTITY nsupseteq "⊉" ><!--alias ISOAMSN nsupe -->
-<!ENTITY nsupseteqq "⊉" ><!--alias ISOAMSN nsupE -->
-<!ENTITY ntriangleleft "⋪" ><!--alias ISOAMSN nltri -->
-<!ENTITY ntrianglelefteq "⋬" ><!--alias ISOAMSN nltrie -->
-<!ENTITY ntriangleright "⋫" ><!--alias ISOAMSN nrtri -->
-<!ENTITY ntrianglerighteq "⋭" ><!--alias ISOAMSN nrtrie -->
-<!ENTITY nwarrow "↖" ><!--alias ISOAMSA nwarr -->
-<!ENTITY oint "∮" ><!--alias ISOTECH conint -->
-<!ENTITY OpenCurlyDoubleQuote "“" ><!--alias ISONUM ldquo -->
-<!ENTITY OpenCurlyQuote "‘" ><!--alias ISONUM lsquo -->
-<!ENTITY orderof "ℴ" ><!--alias ISOTECH order -->
-<!ENTITY parallel "∥" ><!--alias ISOTECH par -->
-<!ENTITY PartialD "∂" ><!--alias ISOTECH part -->
-<!ENTITY pitchfork "⋔" ><!--alias ISOAMSR fork -->
-<!ENTITY PlusMinus "±" ><!--alias ISONUM plusmn -->
-<!ENTITY pm "±" ><!--alias ISONUM plusmn -->
-<!ENTITY prec "≺" ><!--alias ISOAMSR pr -->
-<!ENTITY precapprox "≾" ><!--alias ISOAMSR prap -->
-<!ENTITY preccurlyeq "≼" ><!--alias ISOAMSR prcue -->
-<!ENTITY Precedes "≺" ><!--alias ISOAMSR pr -->
-<!ENTITY PrecedesEqual "⪯" ><!--alias ISOAMSR pre -->
-<!ENTITY PrecedesSlantEqual "≼" ><!--alias ISOAMSR prcue -->
-<!ENTITY PrecedesTilde "≾" ><!--alias ISOAMSR prsim -->
-<!ENTITY preceq "⪯" ><!--alias ISOAMSR pre -->
-<!ENTITY precnapprox "⋨" ><!--alias ISOAMSN prnap -->
-<!ENTITY precneqq "⪵" ><!--alias ISOAMSN prnE -->
-<!ENTITY precnsim "⋨" ><!--alias ISOAMSN prnsim -->
-<!ENTITY precsim "≾" ><!--alias ISOAMSR prsim -->
-<!ENTITY Proportion "∷" ><!--alias ISOAMSR Colon -->
-<!ENTITY Proportional "∝" ><!--alias ISOTECH prop -->
-<!ENTITY propto "∝" ><!--alias ISOTECH prop -->
-<!ENTITY questeq "≟" ><!--alias ISOAMSR equest -->
-<!ENTITY rangle "〉" ><!--alias ISOTECH rang -->
-<!ENTITY rbrace "}" ><!--alias ISONUM rcub -->
-<!ENTITY rbrack "]" ><!--alias ISONUM rsqb -->
-<!ENTITY Re "ℜ" ><!--alias ISOAMSO real -->
-<!ENTITY realpart "ℜ" ><!--alias ISOAMSO real -->
-<!ENTITY ReverseElement "∋" ><!--alias ISOTECH niv -->
-<!ENTITY ReverseEquilibrium "⇋" ><!--alias ISOAMSA lrhar -->
-<!ENTITY ReverseUpEquilibrium "⥯" ><!--alias ISOAMSA duhar -->
-<!ENTITY RightAngleBracket "〉" ><!--alias ISOTECH rang -->
-<!ENTITY rightarrow "→" ><!--alias ISONUM rarr -->
-<!ENTITY Rightarrow "⇒" ><!--alias ISOTECH rArr -->
-<!ENTITY RightArrow "→" ><!--alias ISONUM rarr -->
-<!ENTITY RightArrowLeftArrow "⇄" ><!--alias ISOAMSA rlarr -->
-<!ENTITY rightarrowtail "↣" ><!--alias ISOAMSA rarrtl -->
-<!ENTITY RightCeiling "⌉" ><!--alias ISOAMSC rceil -->
-<!ENTITY RightDoubleBracket "〛" ><!--right double bracket delimiter -->
-<!ENTITY RightDownVector "⇂" ><!--alias ISOAMSA dharr -->
-<!ENTITY RightFloor "⌋" ><!--alias ISOAMSC rfloor -->
-<!ENTITY rightharpoondown "⇁" ><!--alias ISOAMSA rhard -->
-<!ENTITY rightharpoonup "⇀" ><!--alias ISOAMSA rharu -->
-<!ENTITY rightleftarrows "⇄" ><!--alias ISOAMSA rlarr -->
-<!ENTITY rightleftharpoons "⇌" ><!--alias ISOAMSA rlhar -->
-<!ENTITY rightrightarrows "⇉" ><!--alias ISOAMSA rrarr -->
-<!ENTITY rightsquigarrow "⇝" ><!--alias ISOAMSA rarrw -->
-<!ENTITY RightTee "⊢" ><!--alias ISOAMSR vdash -->
-<!ENTITY RightTeeArrow "↦" ><!--alias ISOAMSA map -->
-<!ENTITY rightthreetimes "⋌" ><!--alias ISOAMSB rthree -->
-<!ENTITY RightTriangle "⊳" ><!--alias ISOAMSR vrtri -->
-<!ENTITY RightTriangleEqual "⊵" ><!--alias ISOAMSR rtrie -->
-<!ENTITY RightUpVector "↾" ><!--alias ISOAMSA uharr -->
-<!ENTITY RightVector "⇀" ><!--alias ISOAMSA rharu -->
-<!ENTITY risingdotseq "≓" ><!--alias ISOAMSR erDot -->
-<!ENTITY rmoustache "⦗" ><!--alias ISOAMSC rmoust -->
-<!ENTITY Rrightarrow "⇛" ><!--alias ISOAMSA rAarr -->
-<!ENTITY Rsh "↱" ><!--alias ISOAMSA rsh -->
-<!ENTITY searrow "↘" ><!--alias ISOAMSA searr -->
-<!ENTITY setminus "∖" ><!--alias ISOAMSB setmn -->
-<!ENTITY ShortLeftArrow "←⁣" ><!--alias ISOAMSA slarr -->
-<!ENTITY shortmid "∣⁣" ><!--alias ISOAMSR smid -->
-<!ENTITY shortparallel "∥⁣" ><!--alias ISOAMSR spar -->
-<!ENTITY ShortRightArrow "→⁣" ><!--alias ISOAMSA srarr -->
-<!ENTITY simeq "≃" ><!--alias ISOTECH sime -->
-<!ENTITY SmallCircle "∘" ><!--alias ISOTECH compfn -->
-<!ENTITY smallsetminus "∖" ><!--alias ISOAMSB ssetmn -->
-<!ENTITY spadesuit "♠" ><!--ISOPUB spades -->
-<!ENTITY Sqrt "√" ><!--alias ISOTECH radic -->
-<!ENTITY sqsubset "⊏" ><!--alias ISOAMSR sqsub -->
-<!ENTITY sqsubseteq "⊑" ><!--alias ISOAMSR sqsube -->
-<!ENTITY sqsupset "⊐" ><!--alias ISOAMSR sqsup -->
-<!ENTITY sqsupseteq "⊒" ><!--alias ISOAMSR sqsupe -->
-<!ENTITY Square "□" ><!--alias for square -->
-<!ENTITY SquareIntersection "⊓" ><!--alias ISOAMSB sqcap -->
-<!ENTITY SquareSubset "⊏" ><!--alias ISOAMSR sqsub -->
-<!ENTITY SquareSubsetEqual "⊑" ><!--alias ISOAMSR sqsube -->
-<!ENTITY SquareSuperset "⊐" ><!--alias ISOAMSR sqsup -->
-<!ENTITY SquareSupersetEqual "⊒" ><!--alias ISOAMSR sqsupe -->
-<!ENTITY SquareUnion "⊔" ><!--alias ISOAMSB sqcup -->
-<!ENTITY Star "⋆" ><!--alias ISOAMSB sstarf -->
-<!ENTITY straightepsilon "ε" ><!--alias ISOGRK3 epsi -->
-<!ENTITY straightphi "φ" ><!--alias ISOGRK3 phi -->
-<!ENTITY subset "⊂" ><!--alias ISOTECH sub -->
-<!ENTITY Subset "⋐" ><!--alias ISOAMSR Sub -->
-<!ENTITY subseteq "⊆" ><!--alias ISOTECH sube -->
-<!ENTITY subseteqq "⊆" ><!--alias ISOAMSR subE -->
-<!ENTITY SubsetEqual "⊆" ><!--alias ISOTECH sube -->
-<!ENTITY subsetneq "⊊" ><!--alias ISOAMSN subne -->
-<!ENTITY subsetneqq "⊊" ><!--alias ISOAMSN subnE -->
-<!ENTITY succ "≻" ><!--alias ISOAMSR sc -->
-<!ENTITY succapprox "≿" ><!--alias ISOAMSR scap -->
-<!ENTITY succcurlyeq "≽" ><!--alias ISOAMSR sccue -->
-<!ENTITY Succeeds "≻" ><!--alias ISOAMSR sc -->
-<!ENTITY SucceedsEqual "≽" ><!--alias ISOAMSR sce -->
-<!ENTITY SucceedsSlantEqual "≽" ><!--alias ISOAMSR sccue -->
-<!ENTITY SucceedsTilde "≿" ><!--alias ISOAMSR scsim -->
-<!ENTITY succeq "≽" ><!--alias ISOAMSR sce -->
-<!ENTITY succnapprox "⋩" ><!--alias ISOAMSN scnap -->
-<!ENTITY succneqq "⪶" ><!--alias ISOAMSN scnE -->
-<!ENTITY succnsim "⋩" ><!--alias ISOAMSN scnsim -->
-<!ENTITY succsim "≿" ><!--alias ISOAMSR scsim -->
-<!ENTITY SuchThat "∋" ><!--ISOTECH ni -->
-<!ENTITY Sum "∑" ><!--alias ISOAMSB sum -->
-<!ENTITY Superset "⊃" ><!--alias ISOTECH sup -->
-<!ENTITY SupersetEqual "⊇" ><!--alias ISOTECH supe -->
-<!ENTITY supset "⊃" ><!--alias ISOTECH sup -->
-<!ENTITY Supset "⋑" ><!--alias ISOAMSR Sup -->
-<!ENTITY supseteq "⊇" ><!--alias ISOTECH supe -->
-<!ENTITY supseteqq "⊇" ><!--alias ISOAMSR supE -->
-<!ENTITY supsetneq "⊋" ><!--alias ISOAMSN supne -->
-<!ENTITY supsetneqq "⊋" ><!--alias ISOAMSN supnE -->
-<!ENTITY swarrow "↙" ><!--alias ISOAMSA swarr -->
-<!ENTITY therefore "∴" ><!--alias ISOTECH there4 -->
-<!ENTITY Therefore "∴" ><!--alias ISOTECH there4 -->
-<!ENTITY thickapprox "≈⁣" ><!--ISOAMSR thkap -->
-<!ENTITY thicksim "∼" ><!--ISOAMSR thksim -->
-<!ENTITY ThinSpace " " ><!--space of width 3/18 em alias ISOPUB thinsp -->
-<!ENTITY Tilde "∼" ><!--alias ISOTECH sim -->
-<!ENTITY TildeEqual "≃" ><!--alias ISOTECH sime -->
-<!ENTITY TildeFullEqual "≅" ><!--alias ISOTECH cong -->
-<!ENTITY TildeTilde "≈" ><!--alias ISOTECH ap -->
-<!ENTITY toea "⤨" ><!--alias ISOAMSA nesear -->
-<!ENTITY tosa "⤩" ><!--alias ISOAMSA seswar -->
-<!ENTITY triangle "▵" ><!--alias ISOPUB utri -->
-<!ENTITY triangledown "▿" ><!--alias ISOPUB dtri -->
-<!ENTITY triangleleft "◃" ><!--alias ISOPUB ltri -->
-<!ENTITY trianglelefteq "⊴" ><!--alias ISOAMSR ltrie -->
-<!ENTITY triangleq "≜" ><!--alias ISOAMSR trie -->
-<!ENTITY triangleright "▹" ><!--alias ISOPUB rtri -->
-<!ENTITY trianglerighteq "⊵" ><!--alias ISOAMSR rtrie -->
-<!ENTITY TripleDot "⃛" ><!--alias ISOTECH tdot -->
-<!ENTITY twoheadleftarrow "↞" ><!--alias ISOAMSA Larr -->
-<!ENTITY twoheadrightarrow "↠" ><!--alias ISOAMSA Rarr -->
-<!ENTITY ulcorner "⌜" ><!--alias ISOAMSC ulcorn -->
-<!ENTITY Union "⋃" ><!--alias ISOAMSB xcup -->
-<!ENTITY UnionPlus "⊎" ><!--alias ISOAMSB uplus -->
-<!ENTITY uparrow "↑" ><!--alias ISONUM uarr -->
-<!ENTITY Uparrow "⇑" ><!--alias ISOAMSA uArr -->
-<!ENTITY UpArrow "↑" ><!--alias ISONUM uarr -->
-<!ENTITY UpArrowDownArrow "⇅" ><!--alias ISOAMSA udarr -->
-<!ENTITY updownarrow "↕" ><!--alias ISOAMSA varr -->
-<!ENTITY Updownarrow "⇕" ><!--alias ISOAMSA vArr -->
-<!ENTITY UpDownArrow "↕" ><!--alias ISOAMSA varr -->
-<!ENTITY UpEquilibrium "⥮" ><!--alias ISOAMSA udhar -->
-<!ENTITY upharpoonleft "↿" ><!--alias ISOAMSA uharl -->
-<!ENTITY upharpoonright "↾" ><!--alias ISOAMSA uharr -->
-<!ENTITY UpperLeftArrow "↖" ><!--alias ISOAMSA nwarr -->
-<!ENTITY UpperRightArrow "↗" ><!--alias ISOAMSA nearr -->
-<!ENTITY upsilon "υ" ><!--alias ISOGRK3 upsi -->
-<!ENTITY Upsilon "ϒ" ><!--alias ISOGRK3 Upsi -->
-<!ENTITY UpTee "⊥" ><!--alias ISOTECH perp -->
-<!ENTITY upuparrows "⇈" ><!--alias ISOAMSA uuarr -->
-<!ENTITY urcorner "⌝" ><!--alias ISOAMSC urcorn -->
-<!ENTITY varepsilon "ɛ" ><!--alias ISOGRK3 epsiv -->
-<!ENTITY varkappa "ϰ" ><!--alias ISOGRK3 kappav -->
-<!ENTITY varnothing "∅" ><!--alias ISOAMSO emptyv -->
-<!ENTITY varphi "ϕ" ><!--alias ISOGRK3 phiv -->
-<!ENTITY varpi "ϖ" ><!--alias ISOGRK3 piv -->
-<!ENTITY varpropto "∝" ><!--alias ISOAMSR vprop -->
-<!ENTITY varrho "ϱ" ><!--alias ISOGRK3 rhov -->
-<!ENTITY varsigma "ς" ><!--alias ISOGRK3 sigmav -->
-<!ENTITY varsubsetneq "⊊⁣" ><!--alias ISOAMSN vsubne -->
-<!ENTITY varsubsetneqq "⊊⁣" ><!--alias ISOAMSN vsubnE -->
-<!ENTITY varsupsetneq "⊋⁣" ><!--alias ISOAMSN vsupne -->
-<!ENTITY varsupsetneqq "⊋⁣" ><!--alias ISOAMSN vsupnE -->
-<!ENTITY vartheta "ϑ" ><!--alias ISOGRK3 thetav -->
-<!ENTITY vartriangleleft "⊲" ><!--alias ISOAMSR vltri -->
-<!ENTITY vartriangleright "⊳" ><!--alias ISOAMSR vrtri -->
-<!ENTITY vee "∨" ><!--alias ISOTECH or -->
-<!ENTITY Vee "⋁" ><!--alias ISOAMSB xvee -->
-<!ENTITY vert "|" ><!--alias ISONUM verbar -->
-<!ENTITY Vert "‖" ><!--alias ISOTECH Verbar -->
-<!ENTITY VerticalBar "∣" ><!--alias ISOAMSR mid -->
-<!ENTITY VerticalTilde "≀" ><!--alias ISOAMSB wreath -->
-<!ENTITY VeryThinSpace " " ><!--space of width 1/18 em alias ISOPUB hairsp -->
-<!ENTITY wedge "∧" ><!--alias ISOTECH and -->
-<!ENTITY Wedge "⋀" ><!--alias ISOAMSB xwedge -->
-<!ENTITY wp "℘" ><!--alias ISOAMSO weierp -->
-<!ENTITY wr "≀" ><!--alias ISOAMSB wreath -->
+++ /dev/null
-
-<!--
- File mmlextra.ent produced by the XSL script mmldtd.xsl
- from input data in unicode.xml.
-
- Please report any errors to
- David Carlisle <davidc@nag.co.uk>.
-
- The numeric character values assigned to each entity
- (should) match either official Unicode assignments
- or assignments provisionally allocated by the
- Unicode Consortium based on the characters in the `STIX'
- propsal for mathematics. Note that these assignments
- have not been ratified by the corresponding ISO
- committee and thus should be considered liable to
- change.
-
--->
-
-<!ENTITY af "⁡" ><!--short form of ⁡ -->
-<!ENTITY ApplyFunction "⁡" ><!--character showing function application in presentation tagging -->
-<!ENTITY Assign "≔" ><!--assignment operator -->
-<!ENTITY CapitalDifferentialD "ⅅ" ><!--D for use in differentials, e.g., within integrals -->
-<!ENTITY Cayleys "ℭ" ><!--the non-associative ring of octonions or Cayley numbers -->
-<!ENTITY complexes "ℂ" ><!--the field of complex numbers -->
-<!ENTITY Cross "⨯" ><!--cross or vector product -->
-<!ENTITY dd "ⅆ" ><!--short form of ⅆ -->
-<!ENTITY DD "ⅅ" ><!--short form of CapitalDifferentialD -->
-<!ENTITY DifferentialD "ⅆ" ><!--d for use in differentials, e.g., within integrals -->
-<!ENTITY DownArrowBar "⤓" ><!--down arrow to bar -->
-<!ENTITY DownBreve "̑" ><!--breve, inverted (non-spacing) -->
-<!ENTITY DownLeftRightVector "⥐" ><!--left-down-right-down harpoon -->
-<!ENTITY DownLeftTeeVector "⥞" ><!--left-down harpoon from bar -->
-<!ENTITY DownLeftVectorBar "⥖" ><!--left-down harpoon to bar -->
-<!ENTITY DownRightTeeVector "⥟" ><!--right-down harpoon from bar -->
-<!ENTITY DownRightVectorBar "⥗" ><!--right-down harpoon to bar -->
-<!ENTITY DownTeeArrow "↧" ><!--alias for mapstodown -->
-<!ENTITY ee "ⅇ" ><!--short form of ⅇ -->
-<!ENTITY EmptySmallSquare "◽" ><!--empty small square -->
-<!ENTITY EmptyVerySmallSquare "◽" ><!--empty small square -->
-<!ENTITY Equal "⩵" ><!--two consecutive equal signs -->
-<!ENTITY expectation "ℰ" ><!--expectation (operator) -->
-<!ENTITY exponentiale "ℯ" ><!--base of the Napierian logarithms -->
-<!ENTITY ExponentialE "ⅇ" ><!--e use for the exponential base of the natural logarithms -->
-<!ENTITY FilledSmallSquare "◾" ><!--filled small square -->
-<!ENTITY FilledVerySmallSquare "◾" ><!--filled very small square -->
-<!ENTITY Fouriertrf "ℱ" ><!--Fourier transform -->
-<!ENTITY GreaterGreater "⪢" ><!--alias for GT -->
-<!ENTITY HilbertSpace "ℋ" ><!--Hilbert space -->
-<!ENTITY HorizontalLine "─" ><!--short horizontal line -->
-<!ENTITY ic "​" ><!--short form of ⁣ -->
-<!ENTITY ii "ⅈ" ><!--short form of ⅈ -->
-<!ENTITY ImaginaryI "ⅈ" ><!--i for use as a square root of -1 -->
-<!ENTITY imagline "ℐ" ><!--the geometric imaginary line -->
-<!ENTITY integers "ℤ" ><!--the ring of integers -->
-<!ENTITY InvisibleComma "​" ><!--used as a separator, e.g., in indices -->
-<!ENTITY InvisibleTimes "⁢" ><!--marks multiplication when it is understood without a mark -->
-<!ENTITY it "⁢" ><!--short form of ⁢ -->
-<!ENTITY Laplacetrf "ℒ" ><!--Laplace transform -->
-<!ENTITY larrb "⇤" ><!--leftwards arrow to bar -->
-<!ENTITY LeftArrowBar "⇤" ><!--alias for larrb -->
-<!ENTITY LeftDownTeeVector "⥡" ><!--down-left harpoon from bar -->
-<!ENTITY LeftDownVectorBar "⥙" ><!--down-left harpoon to bar -->
-<!ENTITY LeftRightVector "⥎" ><!--left-up-right-up harpoon -->
-<!ENTITY LeftTeeArrow "↤" ><!--alias for mapstoleft -->
-<!ENTITY LeftTeeVector "⥚" ><!--left-up harpoon from bar -->
-<!ENTITY LeftTriangleBar "⧏" ><!--not left triangle, vertical bar -->
-<!ENTITY LeftUpDownVector "⥑" ><!--up-left-down-left harpoon -->
-<!ENTITY LeftUpTeeVector "⥠" ><!--up-left harpoon from bar -->
-<!ENTITY LeftUpVectorBar "⥘" ><!--up-left harpoon to bar -->
-<!ENTITY LeftVectorBar "⥒" ><!--left-up harpoon to bar -->
-<!ENTITY LessLess "⪡" ><!--alias for Lt -->
-<!ENTITY mapstodown "↧" ><!--downwards arrow from bar -->
-<!ENTITY mapstoleft "↤" ><!--leftwards arrow from bar -->
-<!ENTITY mapstoup "↥" ><!--upwards arrow from bar -->
-<!ENTITY Mellintrf "ℳ" ><!--Mellin transform -->
-<!ENTITY naturals "ℕ" ><!--the semi-ring of natural numbers -->
-<!ENTITY nbump "≎̸" ><!--not bumpy equals -->
-<!ENTITY nbumpe "≏̸" ><!--not bumpy single equals -->
-<!ENTITY NegativeMediumSpace " ⁣" ><!--space of width -4/18 em -->
-<!ENTITY NegativeThickSpace " ⁣" ><!--space of width -5/18 em -->
-<!ENTITY NegativeThinSpace " ⁣" ><!--space of width -3/18 em -->
-<!ENTITY NegativeVeryThinSpace " ⁣" ><!--space of width -1/18 em -->
-<!ENTITY nesim "≂̸" ><!--not equal or similar -->
-<!ENTITY NewLine "
" ><!--force a line break; line feed -->
-<!ENTITY NoBreak "" ><!--never break line here -->
-<!ENTITY NotCupCap "≭" ><!--alias for &nasymp; -->
-<!ENTITY NotEqualTilde "≂̸" ><!--alias for ≂̸ -->
-<!ENTITY NotHumpDownHump "≎̸" ><!--alias for ≎̸ -->
-<!ENTITY NotHumpEqual "≏̸" ><!--alias for ≏̸ -->
-<!ENTITY NotLeftTriangleBar "⧏̸" ><!--not left triangle, vertical bar -->
-<!ENTITY NotNestedGreaterGreater "⒢̸" ><!--not double greater-than sign -->
-<!ENTITY NotNestedLessLess "⒡̸" ><!--not double less-than sign -->
-<!ENTITY NotRightTriangleBar "⧐̸" ><!--not vertical bar, right triangle -->
-<!ENTITY NotSquareSubset "⊏̸" ><!--square not subset -->
-<!ENTITY NotSquareSuperset "⊐̸" ><!--negated set-like partial order operator -->
-<!ENTITY NotSucceedsTilde "≿̸" ><!--not succeeds or similar -->
-<!ENTITY OverBar "¯" ><!--over bar -->
-<!ENTITY OverBrace "︷" ><!--over brace -->
-<!ENTITY OverBracket "⎴" ><!--over bracket -->
-<!ENTITY OverParenthesis "︵" ><!--over parenthesis -->
-<!ENTITY planckh "ℎ" ><!--the ring (skew field) of quaternions -->
-<!ENTITY Poincareplane "ℌ" ><!--the Poincare upper half-plane -->
-<!ENTITY primes "ℙ" ><!--the prime natural numbers -->
-<!ENTITY Product "∏" ><!--alias for &prod -->
-<!ENTITY quaternions "ℍ" ><!--the ring (skew field) of quaternions -->
-<!ENTITY rarrb "⇥" ><!--leftwards arrow to bar -->
-<!ENTITY rationals "ℚ" ><!--the field of rational numbers -->
-<!ENTITY realine "ℛ" ><!--the geometric real line -->
-<!ENTITY reals "ℝ" ><!--the field of real numbers -->
-<!ENTITY RightArrowBar "⇥" ><!--alias for rarrb -->
-<!ENTITY RightDownTeeVector "⥝" ><!--down-right harpoon from bar -->
-<!ENTITY RightDownVectorBar "⥕" ><!--down-right harpoon to bar -->
-<!ENTITY RightTeeVector "⥛" ><!--right-up harpoon from bar -->
-<!ENTITY RightTriangleBar "⧐" ><!--vertical bar, right triangle -->
-<!ENTITY RightUpDownVector "⥏" ><!--up-right-down-right harpoon -->
-<!ENTITY RightUpTeeVector "⥜" ><!--up-right harpoon from bar -->
-<!ENTITY RightUpVectorBar "⥔" ><!--up-right harpoon to bar -->
-<!ENTITY RightVectorBar "⥓" ><!--up-right harpoon to bar -->
-<!ENTITY RoundImplies "⥰" ><!--round implies -->
-<!ENTITY RuleDelayed "⧴" ><!--rule-delayed (colon right arrow) -->
-<!ENTITY ShortDownArrow "⌄⁣" ><!--short down arrow -->
-<!ENTITY ShortUpArrow "⌃⁣" ><!--short up arrow -->
-<!ENTITY Tab "	" ><!--tabulator stop; horizontal tabulation -->
-<!ENTITY ThickSpace " " ><!--space of width 5/18 em -->
-<!ENTITY UnderBar "̲" ><!--combining low line -->
-<!ENTITY UnderBrace "︸" ><!--under brace -->
-<!ENTITY UnderBracket "⎵" ><!--under bracket -->
-<!ENTITY UpArrowBar "⤒" ><!--up arrow to bar -->
-<!ENTITY UpTeeArrow "↥" ><!--Alias mapstoup -->
-<!ENTITY VerticalLine "❘" ><!--short vertical line -->
-<!ENTITY VerticalSeparator "❘" ><!--vertical separating operator -->
-<!ENTITY zeetrf "ℨ" ><!--zee transform -->
-<!ENTITY ZeroWidthSpace "​" ><!--zero width space -->
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR THEORY OBJECTS AT LEVEL OF MATHML CONTENT: -->
-<!-- First draft: May 9 2000, Irene Schena -->
-<!-- Second draft: March 15 2001, Irene Schena -->
-<!-- Third draft: May 3 2001, Irene Schena -->
-<!--*****************************************************************-->
-
-<!ENTITY % cicobj SYSTEM "cicobject.dtd">
-
-%cicobj;
-
-<!ENTITY % theorystructure
- '(ht:AXIOM|ht:DEFINITION|ht:THEOREM|ht:VARIABLE|ht:SECTION|ht:MUTUAL)*'>
-
-<!ELEMENT ht:SECTION (%theorystructure;)>
-<!ATTLIST ht:SECTION
- uri CDATA #REQUIRED>
-
-<!ELEMENT ht:MUTUAL (ht:DEFINITION,ht:DEFINITION+)>
-
-<!-- Theory Items -->
-
-<!ELEMENT ht:AXIOM (Axiom)>
-<!ATTLIST ht:AXIOM
- uri CDATA #REQUIRED
- as (Axiom|Declaration) #REQUIRED
- typesetting ( paragraph | in-line ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- type ( true | false ) true >
-
-<!ELEMENT ht:DEFINITION (Definition|InductiveDefinition)>
-<!ATTLIST ht:DEFINITION
- uri CDATA #REQUIRED
- as (Definition|InteractiveDefinition|Inductive|CoInductive
- |Record) #REQUIRED
- <!-- Should the definition take a whole new paragraph
- or be integrated in the sentence? -->
- typesetting ( paragraph | inline ) paragraph
- <!-- Include the text "Definition "? -->
- heading ( true | false ) true
- <!-- Include the name of the definition, i.e.
- the non-path part of its URI? -->
- uri_base ( true | false ) true
- <!-- Include the notation for this object? -->
- notation ( true | false ) false
- <!-- Include the section parameters / variables of
- this definition? -->
- params ( true | false ) false
- <!-- For parametrised (co)inductive definitions,
- include the parameters of the definition? -->
- Params ( true | false ) true
- <!-- Show the type? -->
- type ( true | false ) true
- <!-- Show the body? -->
- body ( true | false ) true >
-
-<!ELEMENT ht:THEOREM (type)>
-<!ATTLIST ht:THEOREM
- uri CDATA #REQUIRED
- as (Theorem|Lemma|Corollary|Fact|Remark) #REQUIRED
- typesetting ( paragraph | in-line ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- type ( true | false ) true
- body ( true | false ) true >
-
-<!ELEMENT ht:VARIABLE (Variable)>
-<!ATTLIST ht:VARIABLE
- uri CDATA #REQUIRED
- as (Assumption|Hypothesis|LocalDefinition|LocalFact) #REQUIRED
- typesetting ( paragraph | in-line ) paragraph
- heading ( true | false ) true
- uri_base ( true | false ) true
- notation ( true | false ) false
- params ( true | false ) false
- Params ( true | false ) true
- type ( true | false ) true
- body ( true | false ) true >
+++ /dev/null
-<!-- Portions (C) International Organization for Standardization 1986
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
--->
-<!-- Character entity set. Typical invocation:
- <!ENTITY % HTMLlat1 PUBLIC
- "-//W3C//ENTITIES Latin 1 for XHTML//EN"
- "http://www.w3.org/TR/xhtml1/DTD/xhtml-lat1.ent">
- %HTMLlat1;
--->
-
-<!ENTITY nbsp " "> <!-- no-break space = non-breaking space,
- U+00A0 ISOnum -->
-<!ENTITY iexcl "¡"> <!-- inverted exclamation mark, U+00A1 ISOnum -->
-<!ENTITY cent "¢"> <!-- cent sign, U+00A2 ISOnum -->
-<!ENTITY pound "£"> <!-- pound sign, U+00A3 ISOnum -->
-<!ENTITY curren "¤"> <!-- currency sign, U+00A4 ISOnum -->
-<!ENTITY yen "¥"> <!-- yen sign = yuan sign, U+00A5 ISOnum -->
-<!ENTITY brvbar "¦"> <!-- broken bar = broken vertical bar,
- U+00A6 ISOnum -->
-<!ENTITY sect "§"> <!-- section sign, U+00A7 ISOnum -->
-<!ENTITY uml "¨"> <!-- diaeresis = spacing diaeresis,
- U+00A8 ISOdia -->
-<!ENTITY copy "©"> <!-- copyright sign, U+00A9 ISOnum -->
-<!ENTITY ordf "ª"> <!-- feminine ordinal indicator, U+00AA ISOnum -->
-<!ENTITY laquo "«"> <!-- left-pointing double angle quotation mark
- = left pointing guillemet, U+00AB ISOnum -->
-<!ENTITY not "¬"> <!-- not sign = angled dash,
- U+00AC ISOnum -->
-<!ENTITY shy "­"> <!-- soft hyphen = discretionary hyphen,
- U+00AD ISOnum -->
-<!ENTITY reg "®"> <!-- registered sign = registered trade mark sign,
- U+00AE ISOnum -->
-<!ENTITY macr "¯"> <!-- macron = spacing macron = overline
- = APL overbar, U+00AF ISOdia -->
-<!ENTITY deg "°"> <!-- degree sign, U+00B0 ISOnum -->
-<!ENTITY plusmn "±"> <!-- plus-minus sign = plus-or-minus sign,
- U+00B1 ISOnum -->
-<!ENTITY sup2 "²"> <!-- superscript two = superscript digit two
- = squared, U+00B2 ISOnum -->
-<!ENTITY sup3 "³"> <!-- superscript three = superscript digit three
- = cubed, U+00B3 ISOnum -->
-<!ENTITY acute "´"> <!-- acute accent = spacing acute,
- U+00B4 ISOdia -->
-<!ENTITY micro "µ"> <!-- micro sign, U+00B5 ISOnum -->
-<!ENTITY para "¶"> <!-- pilcrow sign = paragraph sign,
- U+00B6 ISOnum -->
-<!ENTITY middot "·"> <!-- middle dot = Georgian comma
- = Greek middle dot, U+00B7 ISOnum -->
-<!ENTITY cedil "¸"> <!-- cedilla = spacing cedilla, U+00B8 ISOdia -->
-<!ENTITY sup1 "¹"> <!-- superscript one = superscript digit one,
- U+00B9 ISOnum -->
-<!ENTITY ordm "º"> <!-- masculine ordinal indicator,
- U+00BA ISOnum -->
-<!ENTITY raquo "»"> <!-- right-pointing double angle quotation mark
- = right pointing guillemet, U+00BB ISOnum -->
-<!ENTITY frac14 "¼"> <!-- vulgar fraction one quarter
- = fraction one quarter, U+00BC ISOnum -->
-<!ENTITY frac12 "½"> <!-- vulgar fraction one half
- = fraction one half, U+00BD ISOnum -->
-<!ENTITY frac34 "¾"> <!-- vulgar fraction three quarters
- = fraction three quarters, U+00BE ISOnum -->
-<!ENTITY iquest "¿"> <!-- inverted question mark
- = turned question mark, U+00BF ISOnum -->
-<!ENTITY Agrave "À"> <!-- latin capital letter A with grave
- = latin capital letter A grave,
- U+00C0 ISOlat1 -->
-<!ENTITY Aacute "Á"> <!-- latin capital letter A with acute,
- U+00C1 ISOlat1 -->
-<!ENTITY Acirc "Â"> <!-- latin capital letter A with circumflex,
- U+00C2 ISOlat1 -->
-<!ENTITY Atilde "Ã"> <!-- latin capital letter A with tilde,
- U+00C3 ISOlat1 -->
-<!ENTITY Auml "Ä"> <!-- latin capital letter A with diaeresis,
- U+00C4 ISOlat1 -->
-<!ENTITY Aring "Å"> <!-- latin capital letter A with ring above
- = latin capital letter A ring,
- U+00C5 ISOlat1 -->
-<!ENTITY AElig "Æ"> <!-- latin capital letter AE
- = latin capital ligature AE,
- U+00C6 ISOlat1 -->
-<!ENTITY Ccedil "Ç"> <!-- latin capital letter C with cedilla,
- U+00C7 ISOlat1 -->
-<!ENTITY Egrave "È"> <!-- latin capital letter E with grave,
- U+00C8 ISOlat1 -->
-<!ENTITY Eacute "É"> <!-- latin capital letter E with acute,
- U+00C9 ISOlat1 -->
-<!ENTITY Ecirc "Ê"> <!-- latin capital letter E with circumflex,
- U+00CA ISOlat1 -->
-<!ENTITY Euml "Ë"> <!-- latin capital letter E with diaeresis,
- U+00CB ISOlat1 -->
-<!ENTITY Igrave "Ì"> <!-- latin capital letter I with grave,
- U+00CC ISOlat1 -->
-<!ENTITY Iacute "Í"> <!-- latin capital letter I with acute,
- U+00CD ISOlat1 -->
-<!ENTITY Icirc "Î"> <!-- latin capital letter I with circumflex,
- U+00CE ISOlat1 -->
-<!ENTITY Iuml "Ï"> <!-- latin capital letter I with diaeresis,
- U+00CF ISOlat1 -->
-<!ENTITY ETH "Ð"> <!-- latin capital letter ETH, U+00D0 ISOlat1 -->
-<!ENTITY Ntilde "Ñ"> <!-- latin capital letter N with tilde,
- U+00D1 ISOlat1 -->
-<!ENTITY Ograve "Ò"> <!-- latin capital letter O with grave,
- U+00D2 ISOlat1 -->
-<!ENTITY Oacute "Ó"> <!-- latin capital letter O with acute,
- U+00D3 ISOlat1 -->
-<!ENTITY Ocirc "Ô"> <!-- latin capital letter O with circumflex,
- U+00D4 ISOlat1 -->
-<!ENTITY Otilde "Õ"> <!-- latin capital letter O with tilde,
- U+00D5 ISOlat1 -->
-<!ENTITY Ouml "Ö"> <!-- latin capital letter O with diaeresis,
- U+00D6 ISOlat1 -->
-<!ENTITY times "×"> <!-- multiplication sign, U+00D7 ISOnum -->
-<!ENTITY Oslash "Ø"> <!-- latin capital letter O with stroke
- = latin capital letter O slash,
- U+00D8 ISOlat1 -->
-<!ENTITY Ugrave "Ù"> <!-- latin capital letter U with grave,
- U+00D9 ISOlat1 -->
-<!ENTITY Uacute "Ú"> <!-- latin capital letter U with acute,
- U+00DA ISOlat1 -->
-<!ENTITY Ucirc "Û"> <!-- latin capital letter U with circumflex,
- U+00DB ISOlat1 -->
-<!ENTITY Uuml "Ü"> <!-- latin capital letter U with diaeresis,
- U+00DC ISOlat1 -->
-<!ENTITY Yacute "Ý"> <!-- latin capital letter Y with acute,
- U+00DD ISOlat1 -->
-<!ENTITY THORN "Þ"> <!-- latin capital letter THORN,
- U+00DE ISOlat1 -->
-<!ENTITY szlig "ß"> <!-- latin small letter sharp s = ess-zed,
- U+00DF ISOlat1 -->
-<!ENTITY agrave "à"> <!-- latin small letter a with grave
- = latin small letter a grave,
- U+00E0 ISOlat1 -->
-<!ENTITY aacute "á"> <!-- latin small letter a with acute,
- U+00E1 ISOlat1 -->
-<!ENTITY acirc "â"> <!-- latin small letter a with circumflex,
- U+00E2 ISOlat1 -->
-<!ENTITY atilde "ã"> <!-- latin small letter a with tilde,
- U+00E3 ISOlat1 -->
-<!ENTITY auml "ä"> <!-- latin small letter a with diaeresis,
- U+00E4 ISOlat1 -->
-<!ENTITY aring "å"> <!-- latin small letter a with ring above
- = latin small letter a ring,
- U+00E5 ISOlat1 -->
-<!ENTITY aelig "æ"> <!-- latin small letter ae
- = latin small ligature ae, U+00E6 ISOlat1 -->
-<!ENTITY ccedil "ç"> <!-- latin small letter c with cedilla,
- U+00E7 ISOlat1 -->
-<!ENTITY egrave "è"> <!-- latin small letter e with grave,
- U+00E8 ISOlat1 -->
-<!ENTITY eacute "é"> <!-- latin small letter e with acute,
- U+00E9 ISOlat1 -->
-<!ENTITY ecirc "ê"> <!-- latin small letter e with circumflex,
- U+00EA ISOlat1 -->
-<!ENTITY euml "ë"> <!-- latin small letter e with diaeresis,
- U+00EB ISOlat1 -->
-<!ENTITY igrave "ì"> <!-- latin small letter i with grave,
- U+00EC ISOlat1 -->
-<!ENTITY iacute "í"> <!-- latin small letter i with acute,
- U+00ED ISOlat1 -->
-<!ENTITY icirc "î"> <!-- latin small letter i with circumflex,
- U+00EE ISOlat1 -->
-<!ENTITY iuml "ï"> <!-- latin small letter i with diaeresis,
- U+00EF ISOlat1 -->
-<!ENTITY eth "ð"> <!-- latin small letter eth, U+00F0 ISOlat1 -->
-<!ENTITY ntilde "ñ"> <!-- latin small letter n with tilde,
- U+00F1 ISOlat1 -->
-<!ENTITY ograve "ò"> <!-- latin small letter o with grave,
- U+00F2 ISOlat1 -->
-<!ENTITY oacute "ó"> <!-- latin small letter o with acute,
- U+00F3 ISOlat1 -->
-<!ENTITY ocirc "ô"> <!-- latin small letter o with circumflex,
- U+00F4 ISOlat1 -->
-<!ENTITY otilde "õ"> <!-- latin small letter o with tilde,
- U+00F5 ISOlat1 -->
-<!ENTITY ouml "ö"> <!-- latin small letter o with diaeresis,
- U+00F6 ISOlat1 -->
-<!ENTITY divide "÷"> <!-- division sign, U+00F7 ISOnum -->
-<!ENTITY oslash "ø"> <!-- latin small letter o with stroke,
- = latin small letter o slash,
- U+00F8 ISOlat1 -->
-<!ENTITY ugrave "ù"> <!-- latin small letter u with grave,
- U+00F9 ISOlat1 -->
-<!ENTITY uacute "ú"> <!-- latin small letter u with acute,
- U+00FA ISOlat1 -->
-<!ENTITY ucirc "û"> <!-- latin small letter u with circumflex,
- U+00FB ISOlat1 -->
-<!ENTITY uuml "ü"> <!-- latin small letter u with diaeresis,
- U+00FC ISOlat1 -->
-<!ENTITY yacute "ý"> <!-- latin small letter y with acute,
- U+00FD ISOlat1 -->
-<!ENTITY thorn "þ"> <!-- latin small letter thorn,
- U+00FE ISOlat1 -->
-<!ENTITY yuml "ÿ"> <!-- latin small letter y with diaeresis,
- U+00FF ISOlat1 -->
+++ /dev/null
-<!-- Special characters for XHTML -->
-
-<!-- Character entity set. Typical invocation:
- <!ENTITY % HTMLspecial PUBLIC
- "-//W3C//ENTITIES Special for XHTML//EN"
- "http://www.w3.org/TR/xhtml1/DTD/xhtml-special.ent">
- %HTMLspecial;
--->
-
-<!-- Portions (C) International Organization for Standardization 1986:
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
--->
-
-<!-- Relevant ISO entity set is given unless names are newly introduced.
- New names (i.e., not in ISO 8879 list) do not clash with any
- existing ISO 8879 entity names. ISO 10646 character numbers
- are given for each character, in hex. values are decimal
- conversions of the ISO 10646 values and refer to the document
- character set. Names are Unicode names.
--->
-
-<!-- C0 Controls and Basic Latin -->
-<!ENTITY quot """> <!-- quotation mark, U+0022 ISOnum -->
-<!ENTITY amp "&#38;"> <!-- ampersand, U+0026 ISOnum -->
-<!ENTITY lt "&#60;"> <!-- less-than sign, U+003C ISOnum -->
-<!ENTITY gt ">"> <!-- greater-than sign, U+003E ISOnum -->
-<!ENTITY apos "'"> <!-- apostrophe = APL quote, U+0027 ISOnum -->
-
-<!-- Latin Extended-A -->
-<!ENTITY OElig "Œ"> <!-- latin capital ligature OE,
- U+0152 ISOlat2 -->
-<!ENTITY oelig "œ"> <!-- latin small ligature oe, U+0153 ISOlat2 -->
-<!-- ligature is a misnomer, this is a separate character in some languages -->
-<!ENTITY Scaron "Š"> <!-- latin capital letter S with caron,
- U+0160 ISOlat2 -->
-<!ENTITY scaron "š"> <!-- latin small letter s with caron,
- U+0161 ISOlat2 -->
-<!ENTITY Yuml "Ÿ"> <!-- latin capital letter Y with diaeresis,
- U+0178 ISOlat2 -->
-
-<!-- Spacing Modifier Letters -->
-<!ENTITY circ "ˆ"> <!-- modifier letter circumflex accent,
- U+02C6 ISOpub -->
-<!ENTITY tilde "˜"> <!-- small tilde, U+02DC ISOdia -->
-
-<!-- General Punctuation -->
-<!ENTITY ensp " "> <!-- en space, U+2002 ISOpub -->
-<!ENTITY emsp " "> <!-- em space, U+2003 ISOpub -->
-<!ENTITY thinsp " "> <!-- thin space, U+2009 ISOpub -->
-<!ENTITY zwnj "‌"> <!-- zero width non-joiner,
- U+200C NEW RFC 2070 -->
-<!ENTITY zwj "‍"> <!-- zero width joiner, U+200D NEW RFC 2070 -->
-<!ENTITY lrm "‎"> <!-- left-to-right mark, U+200E NEW RFC 2070 -->
-<!ENTITY rlm "‏"> <!-- right-to-left mark, U+200F NEW RFC 2070 -->
-<!ENTITY ndash "–"> <!-- en dash, U+2013 ISOpub -->
-<!ENTITY mdash "—"> <!-- em dash, U+2014 ISOpub -->
-<!ENTITY lsquo "‘"> <!-- left single quotation mark,
- U+2018 ISOnum -->
-<!ENTITY rsquo "’"> <!-- right single quotation mark,
- U+2019 ISOnum -->
-<!ENTITY sbquo "‚"> <!-- single low-9 quotation mark, U+201A NEW -->
-<!ENTITY ldquo "“"> <!-- left double quotation mark,
- U+201C ISOnum -->
-<!ENTITY rdquo "”"> <!-- right double quotation mark,
- U+201D ISOnum -->
-<!ENTITY bdquo "„"> <!-- double low-9 quotation mark, U+201E NEW -->
-<!ENTITY dagger "†"> <!-- dagger, U+2020 ISOpub -->
-<!ENTITY Dagger "‡"> <!-- double dagger, U+2021 ISOpub -->
-<!ENTITY permil "‰"> <!-- per mille sign, U+2030 ISOtech -->
-<!ENTITY lsaquo "‹"> <!-- single left-pointing angle quotation mark,
- U+2039 ISO proposed -->
-<!-- lsaquo is proposed but not yet ISO standardized -->
-<!ENTITY rsaquo "›"> <!-- single right-pointing angle quotation mark,
- U+203A ISO proposed -->
-<!-- rsaquo is proposed but not yet ISO standardized -->
-
-<!-- Currency Symbols -->
-<!ENTITY euro "€"> <!-- euro sign, U+20AC NEW -->
+++ /dev/null
-<!-- Mathematical, Greek and Symbolic characters for XHTML -->
-
-<!-- Character entity set. Typical invocation:
- <!ENTITY % HTMLsymbol PUBLIC
- "-//W3C//ENTITIES Symbols for XHTML//EN"
- "http://www.w3.org/TR/xhtml1/DTD/xhtml-symbol.ent">
- %HTMLsymbol;
--->
-
-<!-- Portions (C) International Organization for Standardization 1986:
- Permission to copy in any form is granted for use with
- conforming SGML systems and applications as defined in
- ISO 8879, provided this notice is included in all copies.
--->
-
-<!-- Relevant ISO entity set is given unless names are newly introduced.
- New names (i.e., not in ISO 8879 list) do not clash with any
- existing ISO 8879 entity names. ISO 10646 character numbers
- are given for each character, in hex. values are decimal
- conversions of the ISO 10646 values and refer to the document
- character set. Names are Unicode names.
--->
-
-<!-- Latin Extended-B -->
-<!ENTITY fnof "ƒ"> <!-- latin small letter f with hook = function
- = florin, U+0192 ISOtech -->
-
-<!-- Greek -->
-<!ENTITY Alpha "Α"> <!-- greek capital letter alpha, U+0391 -->
-<!ENTITY Beta "Β"> <!-- greek capital letter beta, U+0392 -->
-<!ENTITY Gamma "Γ"> <!-- greek capital letter gamma,
- U+0393 ISOgrk3 -->
-<!ENTITY Delta "Δ"> <!-- greek capital letter delta,
- U+0394 ISOgrk3 -->
-<!ENTITY Epsilon "Ε"> <!-- greek capital letter epsilon, U+0395 -->
-<!ENTITY Zeta "Ζ"> <!-- greek capital letter zeta, U+0396 -->
-<!ENTITY Eta "Η"> <!-- greek capital letter eta, U+0397 -->
-<!ENTITY Theta "Θ"> <!-- greek capital letter theta,
- U+0398 ISOgrk3 -->
-<!ENTITY Iota "Ι"> <!-- greek capital letter iota, U+0399 -->
-<!ENTITY Kappa "Κ"> <!-- greek capital letter kappa, U+039A -->
-<!ENTITY Lambda "Λ"> <!-- greek capital letter lamda,
- U+039B ISOgrk3 -->
-<!ENTITY Mu "Μ"> <!-- greek capital letter mu, U+039C -->
-<!ENTITY Nu "Ν"> <!-- greek capital letter nu, U+039D -->
-<!ENTITY Xi "Ξ"> <!-- greek capital letter xi, U+039E ISOgrk3 -->
-<!ENTITY Omicron "Ο"> <!-- greek capital letter omicron, U+039F -->
-<!ENTITY Pi "Π"> <!-- greek capital letter pi, U+03A0 ISOgrk3 -->
-<!ENTITY Rho "Ρ"> <!-- greek capital letter rho, U+03A1 -->
-<!-- there is no Sigmaf, and no U+03A2 character either -->
-<!ENTITY Sigma "Σ"> <!-- greek capital letter sigma,
- U+03A3 ISOgrk3 -->
-<!ENTITY Tau "Τ"> <!-- greek capital letter tau, U+03A4 -->
-<!ENTITY Upsilon "Υ"> <!-- greek capital letter upsilon,
- U+03A5 ISOgrk3 -->
-<!ENTITY Phi "Φ"> <!-- greek capital letter phi,
- U+03A6 ISOgrk3 -->
-<!ENTITY Chi "Χ"> <!-- greek capital letter chi, U+03A7 -->
-<!ENTITY Psi "Ψ"> <!-- greek capital letter psi,
- U+03A8 ISOgrk3 -->
-<!ENTITY Omega "Ω"> <!-- greek capital letter omega,
- U+03A9 ISOgrk3 -->
-
-<!ENTITY alpha "α"> <!-- greek small letter alpha,
- U+03B1 ISOgrk3 -->
-<!ENTITY beta "β"> <!-- greek small letter beta, U+03B2 ISOgrk3 -->
-<!ENTITY gamma "γ"> <!-- greek small letter gamma,
- U+03B3 ISOgrk3 -->
-<!ENTITY delta "δ"> <!-- greek small letter delta,
- U+03B4 ISOgrk3 -->
-<!ENTITY epsilon "ε"> <!-- greek small letter epsilon,
- U+03B5 ISOgrk3 -->
-<!ENTITY zeta "ζ"> <!-- greek small letter zeta, U+03B6 ISOgrk3 -->
-<!ENTITY eta "η"> <!-- greek small letter eta, U+03B7 ISOgrk3 -->
-<!ENTITY theta "θ"> <!-- greek small letter theta,
- U+03B8 ISOgrk3 -->
-<!ENTITY iota "ι"> <!-- greek small letter iota, U+03B9 ISOgrk3 -->
-<!ENTITY kappa "κ"> <!-- greek small letter kappa,
- U+03BA ISOgrk3 -->
-<!ENTITY lambda "λ"> <!-- greek small letter lamda,
- U+03BB ISOgrk3 -->
-<!ENTITY mu "μ"> <!-- greek small letter mu, U+03BC ISOgrk3 -->
-<!ENTITY nu "ν"> <!-- greek small letter nu, U+03BD ISOgrk3 -->
-<!ENTITY xi "ξ"> <!-- greek small letter xi, U+03BE ISOgrk3 -->
-<!ENTITY omicron "ο"> <!-- greek small letter omicron, U+03BF NEW -->
-<!ENTITY pi "π"> <!-- greek small letter pi, U+03C0 ISOgrk3 -->
-<!ENTITY rho "ρ"> <!-- greek small letter rho, U+03C1 ISOgrk3 -->
-<!ENTITY sigmaf "ς"> <!-- greek small letter final sigma,
- U+03C2 ISOgrk3 -->
-<!ENTITY sigma "σ"> <!-- greek small letter sigma,
- U+03C3 ISOgrk3 -->
-<!ENTITY tau "τ"> <!-- greek small letter tau, U+03C4 ISOgrk3 -->
-<!ENTITY upsilon "υ"> <!-- greek small letter upsilon,
- U+03C5 ISOgrk3 -->
-<!ENTITY phi "φ"> <!-- greek small letter phi, U+03C6 ISOgrk3 -->
-<!ENTITY chi "χ"> <!-- greek small letter chi, U+03C7 ISOgrk3 -->
-<!ENTITY psi "ψ"> <!-- greek small letter psi, U+03C8 ISOgrk3 -->
-<!ENTITY omega "ω"> <!-- greek small letter omega,
- U+03C9 ISOgrk3 -->
-<!ENTITY thetasym "ϑ"> <!-- greek theta symbol,
- U+03D1 NEW -->
-<!ENTITY upsih "ϒ"> <!-- greek upsilon with hook symbol,
- U+03D2 NEW -->
-<!ENTITY piv "ϖ"> <!-- greek pi symbol, U+03D6 ISOgrk3 -->
-
-<!-- General Punctuation -->
-<!ENTITY bull "•"> <!-- bullet = black small circle,
- U+2022 ISOpub -->
-<!-- bullet is NOT the same as bullet operator, U+2219 -->
-<!ENTITY hellip "…"> <!-- horizontal ellipsis = three dot leader,
- U+2026 ISOpub -->
-<!ENTITY prime "′"> <!-- prime = minutes = feet, U+2032 ISOtech -->
-<!ENTITY Prime "″"> <!-- double prime = seconds = inches,
- U+2033 ISOtech -->
-<!ENTITY oline "‾"> <!-- overline = spacing overscore,
- U+203E NEW -->
-<!ENTITY frasl "⁄"> <!-- fraction slash, U+2044 NEW -->
-
-<!-- Letterlike Symbols -->
-<!ENTITY weierp "℘"> <!-- script capital P = power set
- = Weierstrass p, U+2118 ISOamso -->
-<!ENTITY image "ℑ"> <!-- black-letter capital I = imaginary part,
- U+2111 ISOamso -->
-<!ENTITY real "ℜ"> <!-- black-letter capital R = real part symbol,
- U+211C ISOamso -->
-<!ENTITY trade "™"> <!-- trade mark sign, U+2122 ISOnum -->
-<!ENTITY alefsym "ℵ"> <!-- alef symbol = first transfinite cardinal,
- U+2135 NEW -->
-<!-- alef symbol is NOT the same as hebrew letter alef,
- U+05D0 although the same glyph could be used to depict both characters -->
-
-<!-- Arrows -->
-<!ENTITY larr "←"> <!-- leftwards arrow, U+2190 ISOnum -->
-<!ENTITY uarr "↑"> <!-- upwards arrow, U+2191 ISOnum-->
-<!ENTITY rarr "→"> <!-- rightwards arrow, U+2192 ISOnum -->
-<!ENTITY darr "↓"> <!-- downwards arrow, U+2193 ISOnum -->
-<!ENTITY harr "↔"> <!-- left right arrow, U+2194 ISOamsa -->
-<!ENTITY crarr "↵"> <!-- downwards arrow with corner leftwards
- = carriage return, U+21B5 NEW -->
-<!ENTITY lArr "⇐"> <!-- leftwards double arrow, U+21D0 ISOtech -->
-<!-- Unicode does not say that lArr is the same as the 'is implied by' arrow
- but also does not have any other character for that function. So lArr can
- be used for 'is implied by' as ISOtech suggests -->
-<!ENTITY uArr "⇑"> <!-- upwards double arrow, U+21D1 ISOamsa -->
-<!ENTITY rArr "⇒"> <!-- rightwards double arrow,
- U+21D2 ISOtech -->
-<!-- Unicode does not say this is the 'implies' character but does not have
- another character with this function so rArr can be used for 'implies'
- as ISOtech suggests -->
-<!ENTITY dArr "⇓"> <!-- downwards double arrow, U+21D3 ISOamsa -->
-<!ENTITY hArr "⇔"> <!-- left right double arrow,
- U+21D4 ISOamsa -->
-
-<!-- Mathematical Operators -->
-<!ENTITY forall "∀"> <!-- for all, U+2200 ISOtech -->
-<!ENTITY part "∂"> <!-- partial differential, U+2202 ISOtech -->
-<!ENTITY exist "∃"> <!-- there exists, U+2203 ISOtech -->
-<!ENTITY empty "∅"> <!-- empty set = null set, U+2205 ISOamso -->
-<!ENTITY nabla "∇"> <!-- nabla = backward difference,
- U+2207 ISOtech -->
-<!ENTITY isin "∈"> <!-- element of, U+2208 ISOtech -->
-<!ENTITY notin "∉"> <!-- not an element of, U+2209 ISOtech -->
-<!ENTITY ni "∋"> <!-- contains as member, U+220B ISOtech -->
-<!ENTITY prod "∏"> <!-- n-ary product = product sign,
- U+220F ISOamsb -->
-<!-- prod is NOT the same character as U+03A0 'greek capital letter pi' though
- the same glyph might be used for both -->
-<!ENTITY sum "∑"> <!-- n-ary summation, U+2211 ISOamsb -->
-<!-- sum is NOT the same character as U+03A3 'greek capital letter sigma'
- though the same glyph might be used for both -->
-<!ENTITY minus "−"> <!-- minus sign, U+2212 ISOtech -->
-<!ENTITY lowast "∗"> <!-- asterisk operator, U+2217 ISOtech -->
-<!ENTITY radic "√"> <!-- square root = radical sign,
- U+221A ISOtech -->
-<!ENTITY prop "∝"> <!-- proportional to, U+221D ISOtech -->
-<!ENTITY infin "∞"> <!-- infinity, U+221E ISOtech -->
-<!ENTITY ang "∠"> <!-- angle, U+2220 ISOamso -->
-<!ENTITY and "∧"> <!-- logical and = wedge, U+2227 ISOtech -->
-<!ENTITY or "∨"> <!-- logical or = vee, U+2228 ISOtech -->
-<!ENTITY cap "∩"> <!-- intersection = cap, U+2229 ISOtech -->
-<!ENTITY cup "∪"> <!-- union = cup, U+222A ISOtech -->
-<!ENTITY int "∫"> <!-- integral, U+222B ISOtech -->
-<!ENTITY there4 "∴"> <!-- therefore, U+2234 ISOtech -->
-<!ENTITY sim "∼"> <!-- tilde operator = varies with = similar to,
- U+223C ISOtech -->
-<!-- tilde operator is NOT the same character as the tilde, U+007E,
- although the same glyph might be used to represent both -->
-<!ENTITY cong "≅"> <!-- approximately equal to, U+2245 ISOtech -->
-<!ENTITY asymp "≈"> <!-- almost equal to = asymptotic to,
- U+2248 ISOamsr -->
-<!ENTITY ne "≠"> <!-- not equal to, U+2260 ISOtech -->
-<!ENTITY equiv "≡"> <!-- identical to, U+2261 ISOtech -->
-<!ENTITY le "≤"> <!-- less-than or equal to, U+2264 ISOtech -->
-<!ENTITY ge "≥"> <!-- greater-than or equal to,
- U+2265 ISOtech -->
-<!ENTITY sub "⊂"> <!-- subset of, U+2282 ISOtech -->
-<!ENTITY sup "⊃"> <!-- superset of, U+2283 ISOtech -->
-<!ENTITY nsub "⊄"> <!-- not a subset of, U+2284 ISOamsn -->
-<!ENTITY sube "⊆"> <!-- subset of or equal to, U+2286 ISOtech -->
-<!ENTITY supe "⊇"> <!-- superset of or equal to,
- U+2287 ISOtech -->
-<!ENTITY oplus "⊕"> <!-- circled plus = direct sum,
- U+2295 ISOamsb -->
-<!ENTITY otimes "⊗"> <!-- circled times = vector product,
- U+2297 ISOamsb -->
-<!ENTITY perp "⊥"> <!-- up tack = orthogonal to = perpendicular,
- U+22A5 ISOtech -->
-<!ENTITY sdot "⋅"> <!-- dot operator, U+22C5 ISOamsb -->
-<!-- dot operator is NOT the same character as U+00B7 middle dot -->
-
-<!-- Miscellaneous Technical -->
-<!ENTITY lceil "⌈"> <!-- left ceiling = APL upstile,
- U+2308 ISOamsc -->
-<!ENTITY rceil "⌉"> <!-- right ceiling, U+2309 ISOamsc -->
-<!ENTITY lfloor "⌊"> <!-- left floor = APL downstile,
- U+230A ISOamsc -->
-<!ENTITY rfloor "⌋"> <!-- right floor, U+230B ISOamsc -->
-<!ENTITY lang "〈"> <!-- left-pointing angle bracket = bra,
- U+2329 ISOtech -->
-<!-- lang is NOT the same character as U+003C 'less than sign'
- or U+2039 'single left-pointing angle quotation mark' -->
-<!ENTITY rang "〉"> <!-- right-pointing angle bracket = ket,
- U+232A ISOtech -->
-<!-- rang is NOT the same character as U+003E 'greater than sign'
- or U+203A 'single right-pointing angle quotation mark' -->
-
-<!-- Geometric Shapes -->
-<!ENTITY loz "◊"> <!-- lozenge, U+25CA ISOpub -->
-
-<!-- Miscellaneous Symbols -->
-<!ENTITY spades "♠"> <!-- black spade suit, U+2660 ISOpub -->
-<!-- black here seems to mean filled as opposed to hollow -->
-<!ENTITY clubs "♣"> <!-- black club suit = shamrock,
- U+2663 ISOpub -->
-<!ENTITY hearts "♥"> <!-- black heart suit = valentine,
- U+2665 ISOpub -->
-<!ENTITY diams "♦"> <!-- black diamond suit, U+2666 ISOpub -->
+++ /dev/null
-*.cm[iox] *.o fix_params fix_params.opt
+++ /dev/null
-fix_params.cmo: cicFindParameters.cmo
-fix_params.cmx: cicFindParameters.cmx
+++ /dev/null
-REQUIRES = helm-getter helm-cic_cache helm-xml
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -pp camlp4o
-OCAMLDEP = ocamldep
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt $(OCAMLOPTIONS)
-
-LIBRARIES = $(shell ocamlfind query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell ocamlfind query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-all: fix_params
-opt: fix_params.opt
-
-DEPOBJS = cic2Xml.ml cicFindParameters.ml fix_params.ml
-
-FIXPARAMSOBJS = cic2Xml.cmo cicFindParameters.cmo fix_params.cmo
-
-depend:
- $(OCAMLDEP) $(DEPOBJS) > .depend
-
-fix_params: $(FIXPARAMSOBJS) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o fix_params $(FIXPARAMSOBJS)
-
-fix_params.opt: $(FIXPARAMSOBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o fix_params.opt $(FIXPARAMSOBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo: $(LIBRARIES)
- $(OCAMLC) -c $<
-.mli.cmi: $(LIBRARIES)
- $(OCAMLC) -c $<
-.ml.cmx: $(LIBRARIES_OPT)
- $(OCAMLOPT) -c $<
-
-clean:
- rm -f *.cm[iox] *.o fix_params fix_params.opt
-
-.PHONY: clean
-
-include .depend
+++ /dev/null
-
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*CSC codice cut & paste da cicPp e xmlcommand *)
-
-exception ImpossiblePossible;;
-exception NotImplemented;;
-let dtdname = "http://localhost:8081/getdtd?url=cic.dtd";;
-
-(*CSC ottimizzazione: al posto di curi cdepth (vedi codice) *)
-let print_term curi =
- let rec aux =
- let module C = Cic in
- let module X = Xml in
- let module U = UriManager in
- function
- C.ARel (id,n,b) ->
- X.xml_empty "REL" ["value",(string_of_int n);"binder",b;"id",id]
- | C.AVar (id,uri) ->
- let vdepth = U.depth_of_uri uri
- and cdepth = U.depth_of_uri curi in
- X.xml_empty "VAR"
- ["relUri",(string_of_int (cdepth - vdepth)) ^ "," ^
- (U.name_of_uri uri) ;
- "id",id]
- | C.AMeta (id,n) ->
- X.xml_empty "META" ["no",(string_of_int n) ; "id",id]
- | C.ASort (id,s) ->
- let string_of_sort =
- function
- C.Prop -> "Prop"
- | C.Set -> "Set"
- | C.Type -> "Type"
- in
- X.xml_empty "SORT" ["value",(string_of_sort s) ; "id",id]
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (id,C.Anonimous,s,t) ->
- X.xml_nempty "PROD" ["id",id]
- [< X.xml_nempty "source" [] (aux s) ;
- X.xml_nempty "target" [] (aux t)
- >]
- | C.AProd (xid,C.Name id,s,t) ->
- X.xml_nempty "PROD" ["id",xid]
- [< X.xml_nempty "source" [] (aux s) ;
- X.xml_nempty "target" ["binder",id] (aux t)
- >]
- | C.ACast (id,v,t) ->
- X.xml_nempty "CAST" ["id",id]
- [< X.xml_nempty "term" [] (aux v) ;
- X.xml_nempty "type" [] (aux t)
- >]
- | C.ALambda (id,C.Anonimous,s,t) ->
- X.xml_nempty "LAMBDA" ["id",id]
- [< X.xml_nempty "source" [] (aux s) ;
- X.xml_nempty "target" [] (aux t)
- >]
- | C.ALambda (xid,C.Name id,s,t) ->
- X.xml_nempty "LAMBDA" ["id",xid]
- [< X.xml_nempty "source" [] (aux s) ;
- X.xml_nempty "target" ["binder",id] (aux t)
- >]
- | C.ALetIn (xid,C.Anonimous,s,t) ->
- assert false (*CSC: significa che e' sbagliato il tipo di LetIn!!!*)
- | C.ALetIn (xid,C.Name id,s,t) ->
- X.xml_nempty "LETIN" ["id",xid]
- [< X.xml_nempty "term" [] (aux s) ;
- X.xml_nempty "letintarget" ["binder",id] (aux t)
- >]
- | C.AAppl (id,li) ->
- X.xml_nempty "APPLY" ["id",id]
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) li [<>])
- >]
- | C.AConst (id,uri,_) ->
- X.xml_empty "CONST" ["uri", (U.string_of_uri uri) ; "id",id]
- | C.AMutInd (id,uri,_,i) ->
- X.xml_empty "MUTIND"
- ["uri", (U.string_of_uri uri) ;
- "noType",(string_of_int i) ;
- "id",id]
- | C.AMutConstruct (id,uri,_,i,j) ->
- X.xml_empty "MUTCONSTRUCT"
- ["uri", (U.string_of_uri uri) ;
- "noType",(string_of_int i) ; "noConstr",(string_of_int j) ;
- "id",id]
- | C.AMutCase (id,uri,_,typeno,ty,te,patterns) ->
- X.xml_nempty "MUTCASE"
- ["uriType",(U.string_of_uri uri) ;
- "noType", (string_of_int typeno) ;
- "id", id]
- [< X.xml_nempty "patternsType" [] [< (aux ty) >] ;
- X.xml_nempty "inductiveTerm" [] [< (aux te) >] ;
- List.fold_right
- (fun x i -> [< X.xml_nempty "pattern" [] [< aux x >] ; i>])
- patterns [<>]
- >]
- | C.AFix (id, no, funs) ->
- X.xml_nempty "FIX" ["noFun", (string_of_int no) ; "id",id]
- [< List.fold_right
- (fun (fi,ai,ti,bi) i ->
- [< X.xml_nempty "FixFunction"
- ["name", fi; "recIndex", (string_of_int ai)]
- [< X.xml_nempty "type" [] [< aux ti >] ;
- X.xml_nempty "body" [] [< aux bi >]
- >] ;
- i
- >]
- ) funs [<>]
- >]
- | C.ACoFix (id,no,funs) ->
- X.xml_nempty "COFIX" ["noFun", (string_of_int no) ; "id",id]
- [< List.fold_right
- (fun (fi,ti,bi) i ->
- [< X.xml_nempty "CofixFunction" ["name", fi]
- [< X.xml_nempty "type" [] [< aux ti >] ;
- X.xml_nempty "body" [] [< aux bi >]
- >] ;
- i
- >]
- ) funs [<>]
- >]
- in
- aux
-;;
-
-let encode params =
- List.fold_right
- (fun (n,l) i ->
- match l with
- [] -> i
- | _ ->
- string_of_int n ^ ": " ^
- String.concat " " (List.map UriManager.name_of_uri l) ^
- i
- ) params ""
-;;
-
-let print_mutual_inductive_type curi (typename,inductive,arity,constructors) =
- let module C = Cic in
- let module X = Xml in
- [< X.xml_nempty "InductiveType"
- ["name",typename ;
- "inductive",(string_of_bool inductive)
- ]
- [< X.xml_nempty "arity" [] (print_term curi arity) ;
- (List.fold_right
- (fun (name,ty,_) i ->
- [< X.xml_nempty "Constructor" ["name",name]
- (print_term curi ty) ;
- i
- >])
- constructors
- [<>]
- )
- >]
- >]
-;;
-
-let pp obj curi =
- let module C = Cic in
- let module X = Xml in
- match obj with
- C.ADefinition (xid, id, te, ty, params) ->
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE Definition SYSTEM \"" ^ dtdname ^ "\">\n\n") ;
- X.xml_nempty "Definition"
- (["name", id ; "id",xid] @
- match params with
- C.Possible _ -> raise ImpossiblePossible
- (*CSC params are kept in inverted order in the internal *)
- (* representation (the order of application) *)
- | C.Actual fv' -> ["params",(encode (List.rev fv'))])
- [< X.xml_nempty "body" [] (print_term curi te) ;
- X.xml_nempty "type" [] (print_term curi ty) >]
- >]
- | C.AAxiom (xid, id, ty, params) ->
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE Axiom SYSTEM \"" ^ dtdname ^ "\">\n\n") ;
- X.xml_nempty "Axiom"
- (*CSC params are kept in inverted order in the internal *)
- (* representation (the order of application) *)
- ["name",id ; "params",(encode (List.rev params)) ; "id",xid]
- [< X.xml_nempty "type" [] (print_term curi ty) >]
- >]
- | C.AVariable (xid, name, bo, ty) ->
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE Variable SYSTEM \"" ^ dtdname ^ "\">\n\n") ;
- X.xml_nempty "Variable" ["name",name ; "id",xid]
- [< (match bo with
- None -> [<>]
- | Some bo -> X.xml_nempty "body" [] (print_term curi bo)
- ) ;
- X.xml_nempty "type" [] (print_term curi ty)
- >]
- >]
- | C.ACurrentProof (xid, name, conjs, bo, ty) ->
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE CurrentProof SYSTEM \"" ^ dtdname ^ "\">\n\n");
- X.xml_nempty "CurrentProof" ["name",name ; "id",xid]
- [< List.fold_right
- (fun (j,t) i ->
- [< X.xml_nempty "Conjecture" ["no",(string_of_int j)]
- [< print_term curi t >] ; i >])
- conjs [<>] ;
- X.xml_nempty "body" [] [< print_term curi bo >] ;
- X.xml_nempty "type" [] [< print_term curi ty >]
- >]
- >]
- | C.AInductiveDefinition (xid, tys, params, paramsno) ->
- let names =
- List.map
- (fun (typename,_,_,_) -> typename)
- tys
- in
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE InductiveDefinition SYSTEM \"" ^
- dtdname ^ "\">\n\n") ;
- X.xml_nempty "InductiveDefinition"
- (*CSC params are kept in inverted order in the internal *)
- (* representation (the order of application) *)
- ["noParams",string_of_int paramsno ;
- "params",(encode (List.rev params)) ;
- "id",xid]
- [< List.fold_right
- (fun x i -> [< print_mutual_inductive_type curi x ; i >])
- tys [< >]
- >]
- >]
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception WrongUriToConstant;;
-exception WrongUriToInductiveDefinition;;
-exception CircularDependency of string;;
-
-module OrderedUris =
- struct
- type t = UriManager.uri
- let compare (s1 : t) (s2 : t) =
- (* library function for = *)
- compare s1 s2
- (*if s1 = s2 then 0 else if s1 < s2 then (-1) else 1*)
- end
-;;
-
-let filename_of_uri uri =
- let uri' = UriManager.string_of_uri uri in
- let fn = Str.replace_first (Str.regexp "cic:") Configuration.helm_dir uri' in
- fn ^ ".xml"
-;;
-
-(* quite inefficient coding of a set of strings: the only operations *)
-(* performed are mem O(log n), and union O(n * log n?) *)
-(* Perhaps a better implementation would be an array of bits or a map *)
-(* from uri to booleans *)
-module SetOfUris = Set.Make(OrderedUris);;
-
-let (@@) = SetOfUris.union;;
-
-let rec parameters_of te ty pparams=
- let module S = SetOfUris in
- let module C = Cic in
- let rec aux =
- function
- C.Rel _ -> S.empty
- | C.Var uri -> S.singleton uri
- | C.Meta _ -> S.empty
- | C.Sort _ -> S.empty
- | C.Implicit -> S.empty
- | C.Cast (te, ty) -> aux te @@ aux ty
- | C.Prod (_, s, t) -> aux s @@ aux t
- | C.Lambda (_, s, t) -> aux s @@ aux t
- | C.LetIn (_, s, t) -> aux s @@ aux t
- | C.Appl l -> List.fold_right (fun x i -> aux x @@ i) l S.empty
- | C.Const (uri,_) ->
- (* the parameters could be not exact but only possible *)
- fix_params uri (Some (filename_of_uri uri)) ;
- (* now the parameters are surely possible *)
- (match CicCache.get_obj uri with
- C.Definition (_, _, _, params) ->
- List.fold_right
- (fun (_,l) i ->
- List.fold_right
- (fun x i -> S.singleton x @@ i) l i
- ) params S.empty
- | C.Axiom (_, _, params) ->
- List.fold_right
- (fun (_,l) i ->
- List.fold_right
- (fun x i -> S.singleton x @@ i) l i
- ) params S.empty
- | C.CurrentProof _ -> S.empty (*CSC wrong *)
- | _ -> raise WrongUriToConstant
- )
- | C.MutInd (uri,_,_) ->
- (match CicCache.get_obj uri with
- C.InductiveDefinition (_, params, _) ->
- List.fold_right
- (fun (_,l) i ->
- List.fold_right
- (fun x i -> S.singleton x @@ i) l i
- ) params S.empty
- | _ -> raise WrongUriToInductiveDefinition
- )
- | C.MutConstruct (uri,_,_,_) ->
- (match CicCache.get_obj uri with
- C.InductiveDefinition (_, params, _) ->
- List.fold_right
- (fun (_,l) i ->
- List.fold_right
- (fun x i -> S.singleton x @@ i) l i
- ) params S.empty
- | _ -> raise WrongUriToInductiveDefinition
- )
- | C.MutCase (uri,_,_,outtype,term,patterns) ->
- (*CSC cosa basta? Ci vuole anche uri? *)
- (match CicCache.get_obj uri with
- C.InductiveDefinition (_, params, _) ->
- List.fold_right
- (fun (_,l) i ->
- List.fold_right
- (fun x i -> S.singleton x @@ i) l i
- ) params S.empty
- | _ -> raise WrongUriToInductiveDefinition
- ) @@ aux outtype @@ aux term @@
- List.fold_right (fun x i -> aux x @@ i) patterns S.empty
- | C.Fix (_,fl) ->
- List.fold_right
- (fun (_,_,ty,bo) i -> aux ty @@ aux bo @@ i)
- fl S.empty
- | C.CoFix (_,fl) ->
- List.fold_right
- (fun (_,ty,bo) i -> aux ty @@ aux bo @@ i)
- fl S.empty
- in
- let actual_params = aux te @@ aux ty in
- (* sort_actual_params wants in input the ordered list of possible params *)
- let rec sort_actual_params2 =
- function
- [] -> []
- | he::tl when S.mem he actual_params -> he::(sort_actual_params2 tl)
- | _::tl -> sort_actual_params2 tl
- in
- let rec sort_actual_params =
- function
- [] -> []
- | (n,l)::tl -> (n, sort_actual_params2 l)::(sort_actual_params tl)
- in
- sort_actual_params pparams
-
-and fix_params uri filename =
- let module C = Cic in
- let ann = CicCache.get_annobj uri in
- match ann with
- C.ADefinition (xid, id, te, ty, C.Possible pparams) ->
- let te' = Deannotate.deannotate_term te in
- let ty' = Deannotate.deannotate_term ty in
- let real_params = parameters_of te' ty' pparams in
- let fixed =
- C.ADefinition (xid,id,te,ty,C.Actual real_params)
- in
- Xml.pp (Cic2Xml.pp fixed uri) filename ;
- | _ -> ()
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let read_from_stdin = ref false;;
-
-let uri_of_filename fn =
- let uri =
- Str.replace_first (Str.regexp (Str.quote Configuration.helm_dir)) "cic:" fn
- in
- let uri' = Str.replace_first (Str.regexp "\.xml$") "" uri in
- UriManager.uri_of_string uri'
-;;
-
-let main() =
- Deannotate.expect_possible_parameters := true ;
- let files = ref [] in
- Arg.parse
- ["-stdin", Arg.Set read_from_stdin, "Read from stdin"]
- (fun x -> files := (x, uri_of_filename x) :: !files)
- "
-usage: experiment file ...
-
-List of options:";
- if !read_from_stdin then
- begin
- try
- while true do
- let l = Str.split (Str.regexp " ") (read_line ()) in
- List.iter (fun x -> files := (x, uri_of_filename x) :: !files) l
- done
- with
- End_of_file -> ()
- end ;
- files := List.rev !files;
- Getter.update () ;
- print_endline "ATTENTION: have you changed servers.txt so that you'll try \
- to repair your own objs instead of others'?" ;
- flush stdout ;
- List.iter
- (function (fn, uri) ->
- print_string (UriManager.string_of_uri uri) ;
- flush stdout ;
- (try
- CicFindParameters.fix_params uri (Some fn)
- with
- e -> print_newline () ; flush stdout ; raise e ) ;
- print_endline " OK!" ;
- flush stdout
- ) !files
-;;
-
-main();;
+++ /dev/null
-*.cm[aiox] *.cmxa *.[ao]
-gTopLevel gTopLevel.opt
-regtest regtest.opt
-testlibrary testlibrary.opt
-typecheck_uri typecheck_uri.opt
-styles stylesheets meta_stylesheets
-chosenTermEditor.ml
-chosenTransformer.ml
-disambiguatingParser.ml
-.debug_script
-autom4te.cache
-config.log
-config.status
-configure
-Makefile
+++ /dev/null
-termEditor.cmi: disambiguatingParser.cmi
-texTermEditor.cmi: disambiguatingParser.cmi
-invokeTactics.cmi: termViewer.cmi termEditor.cmi
-hbugs.cmi: invokeTactics.cmi
-chosenTermEditor.cmi: disambiguatingParser.cmi
-proofEngine.cmo: proofEngine.cmi
-proofEngine.cmx: proofEngine.cmi
-logicalOperations.cmo: proofEngine.cmi logicalOperations.cmi
-logicalOperations.cmx: proofEngine.cmx logicalOperations.cmi
-disambiguatingParser.cmo: disambiguatingParser.cmi
-disambiguatingParser.cmx: disambiguatingParser.cmi
-termEditor.cmo: disambiguatingParser.cmi termEditor.cmi
-termEditor.cmx: disambiguatingParser.cmx termEditor.cmi
-texTermEditor.cmo: disambiguatingParser.cmi texTermEditor.cmi
-texTermEditor.cmx: disambiguatingParser.cmx texTermEditor.cmi
-chosenTransformer.cmo: chosenTransformer.cmi
-chosenTransformer.cmx: chosenTransformer.cmi
-termViewer.cmo: logicalOperations.cmi termViewer.cmi
-termViewer.cmx: logicalOperations.cmx termViewer.cmi
-invokeTactics.cmo: termViewer.cmi termEditor.cmi proofEngine.cmi \
- logicalOperations.cmi invokeTactics.cmi
-invokeTactics.cmx: termViewer.cmx termEditor.cmx proofEngine.cmx \
- logicalOperations.cmx invokeTactics.cmi
-hbugs.cmo: proofEngine.cmi invokeTactics.cmi hbugs.cmi
-hbugs.cmx: proofEngine.cmx invokeTactics.cmx hbugs.cmi
-chosenTermEditor.cmo: termEditor.cmi chosenTermEditor.cmi
-chosenTermEditor.cmx: termEditor.cmx chosenTermEditor.cmi
-helmGtkLogger.cmo: helmGtkLogger.cmi
-helmGtkLogger.cmx: helmGtkLogger.cmi
-gTopLevel.cmo: termViewer.cmi termEditor.cmi proofEngine.cmi \
- logicalOperations.cmi invokeTactics.cmi helmGtkLogger.cmi hbugs.cmi \
- disambiguatingParser.cmi chosenTermEditor.cmi
-gTopLevel.cmx: termViewer.cmx termEditor.cmx proofEngine.cmx \
- logicalOperations.cmx invokeTactics.cmx helmGtkLogger.cmx hbugs.cmx \
- disambiguatingParser.cmx chosenTermEditor.cmx
-regtest.cmo: disambiguatingParser.cmi batchParser.cmi
-regtest.cmx: disambiguatingParser.cmx batchParser.cmx
-testlibrary.cmo: batchParser.cmi
-testlibrary.cmx: batchParser.cmx
-batchParser.cmo: disambiguatingParser.cmi batchParser.cmi
-batchParser.cmx: disambiguatingParser.cmx batchParser.cmi
-batchParser.cmi: disambiguatingParser.cmi
+++ /dev/null
-1) Customize script.sh. You should load script.sh before compiling or
- executing gTopLevel
-2) Customize gTopLevel.ml and rootcontent.xsl in order to make them communicate.
-3) Check out the "stylesheets" and "meta_stylesheets" directories from the
- MoWGLI CVS repository.
-4) Type "make" to compile to bytecode and "make opt" to compile to nativecode.
-
-Enjoy!
-
-Note:
- Every time that you upgrade stylesheets, you should "rm -rf" the styles
- directory and do make again.
+++ /dev/null
-BIN_DIR = /usr/local/bin
-
-TEST_REQUIRES = \
- helm-registry \
- helm-tactics \
- helm-cic_transformations \
- helm-cic_textual_parser2 \
- helm-mathql_interpreter \
- helm-mathql_generator \
- helm-xmldiff \
- lablgtk2 \
- mathml-editor \
- lablgtkmathview \
- mysql
-
-REQUIRES = $(TEST_REQUIRES) gdome2-xslt helm-hbugs lablgtk2.init lablgtk2.glade
-
-OCAMLOPTIONS = \
- -package "$(REQUIRES)" -predicates "$(PREDICATES)" -pp camlp4o -thread
-OCAMLFIND = @OCAMLFIND@
-OCAMLDEBUGOPTIONS = -g
-OCAMLC = $(OCAMLFIND) ocamlc $(OCAMLDEBUGOPTIONS) $(OCAMLOPTIONS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = $(OCAMLFIND) ocamldep -pp camlp4o
-OCAMLDEBUG = wowcamldebug
-
-LIBRARIES = $(shell $(OCAMLFIND) query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell $(OCAMLFIND) query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-TEST_LIBRARIES = $(shell $(OCAMLFIND) query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(TEST_REQUIRES))
-TEST_LIBRARIES_OPT = $(shell $(OCAMLFIND) query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(TEST_REQUIRES))
-
-all: styles gTopLevel
-opt: styles gTopLevel.opt
-
-start:
- $(MAKE) -C ../hbugs/ start
-stop:
- $(MAKE) -C ../hbugs/ stop
-
-INTERFACE_FILES = \
- proofEngine.mli \
- logicalOperations.mli \
- disambiguatingParser.mli \
- termEditor.mli \
- texTermEditor.mli \
- termViewer.mli \
- invokeTactics.mli \
- hbugs.mli \
- chosenTermEditor.mli \
- helmGtkLogger.mli
-
-DEPOBJS = \
- $(INTERFACE_FILES) $(INTERFACE_FILES:%.mli=%.ml) \
- gTopLevel.ml regtest.ml testlibrary.ml batchParser.ml batchParser.mli
-
-TOPLEVELOBJS = $(INTERFACE_FILES:%.mli=%.cmo) gTopLevel.cmo
-TESTOBJS = \
- disambiguatingParser.cmo \
- batchParser.cmo
-REGTESTOBJS = $(TESTOBJS) regtest.cmo
-TESTLIBOBJS = $(TESTOBJS) testlibrary.cmo
-
-$(INTERFACE_FILES:%.mli=%.cmo): $(LIBRARIES)
-$(INTERFACE_FILES:%.mli=%.cmx): $(LIBRARIES_OPT)
-
-styles:
- @echo "***********************************************************************"
- @if [ -d stylesheets -a -d meta_stylesheets ] ; then echo -e "* stylesheets and metastylesheets found: *\\n* I will create the request hyperlinks in styles *" ; else echo -e "* stylesheets or meta_stylesheets not found: *\\n* you should check-out the two directories from the MoWGLI repository *" ; exit -1 ; fi
- @echo "***********************************************************************"
- mkdir styles
- (cd styles && for i in ../stylesheets/*.xsl ; do ln -s $$i; done)
- (cd styles && for i in ../stylesheets/generated/*.xsl ; do ln -s $$i; done)
- (cd styles && rm rootcontent.xsl && ln -s ../rootcontent.xsl)
-
-depend:
- $(OCAMLDEP) $(DEPOBJS) > .depend
-
-gTopLevel: $(TOPLEVELOBJS) $(LIBRARIES)
- $(OCAMLC) -thread -linkpkg -o $@ $(TOPLEVELOBJS)
-gTopLevel.opt: $(TOPLEVELOBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -thread -linkpkg -o $@ $(TOPLEVELOBJS:.cmo=.cmx)
-
-testlibrary: $(TESTLIBOBJS) $(TEST_LIBRARIES)
- $(OCAMLFIND) ocamlc -thread $(OCAMLDEBUGOPTIONS) -linkpkg \
- -package "$(TEST_REQUIRES)" -o $@ $(TESTLIBOBJS)
-testlibrary.opt: $(TESTLIBOBJS:.cmo=.cmx) $(TEST_LIBRARIES_OPT)
- $(OCAMLFIND) ocamlopt -thread -linkpkg -package "$(TEST_REQUIRES)" -o $@ \
- $(TESTLIBOBJS:.cmo=.cmx)
-
-regtest: $(REGTESTOBJS) $(TEST_LIBRARIES)
- $(OCAMLFIND) ocamlc -thread $(OCAMLDEBUGOPTIONS) -linkpkg \
- -package "$(TEST_REQUIRES)" -o $@ $(REGTESTOBJS)
-regtest.opt: $(REGTESTOBJS:.cmo=.cmx) $(TEST_LIBRARIES_OPT)
- $(OCAMLFIND) ocamlopt -thread -linkpkg -package "$(TEST_REQUIRES)" -o $@ \
- $(REGTESTOBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo:
- $(OCAMLC) -c $<
-.mli.cmi:
- $(OCAMLC) -c $<
-.ml.cmx:
- $(OCAMLOPT) -c $<
-
-$(TOPLEVELOBJS): $(LIBRARIES)
-$(TOPLEVELOBJS:.cmo=.cmx)): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[iox] *.o gTopLevel{,.opt} regtest{,.opt} testlibrary{,.opt}
-install:
- cp gTopLevel gTopLevel.opt $(BIN_DIR)
-uninstall:
- rm -f $(BIN_DIR)/gTopLevel $(BIN_DIR)/gTopLevel.opt
-
-.PHONY: install uninstall clean test
-
-INTESTS := $(wildcard tests/*.cic)
-OUTTESTS := $(patsubst %, %.test, $(INTESTS))
-gentest: $(OUTTESTS)
-cleantest:
- rm -f $(OUTTESTS)
-tests/%.cic.test: tests/%.cic regtest
- time ./regtest -gen $<
-test: regtest
- ./regtest $(INTESTS) 2> /dev/null
-test.opt: regtest.opt
- ./regtest.opt $(INTESTS) 2> /dev/null
-envtest: regtest
- ./regtest -dump $(INTESTS) 2> /dev/null
-envtest.opt: regtest.opt
- ./regtest.opt -dump $(INTESTS) 2> /dev/null
-librarytest: testlibrary
- ./testlibrary -vars -varsprefix cic:/Coq index.txt 2>/dev/null >LOG
-librarytest.opt: testlibrary.opt
- ./testlibrary.opt -vars -varsprefix cic:/Coq index.txt 2>/dev/null >LOG
-typecheck_uri: typecheck_uri.ml
- $(OCAMLFIND) ocamlc -thread -package helm-cic_proof_checking -linkpkg -o $@ $<
-typecheck_uri.opt: typecheck_uri.ml
- $(OCAMLFIND) opt -thread -package helm-cic_proof_checking -linkpkg -o $@ $<
-
-MAIN = ./gTopLevel
-ARGS =
-debug:
- echo "load_printer \"threads.cma\"" > .debug_script
- $(OCAMLFIND) query -recursive -predicates "mt,byte" -a-format \
- helm-cic_unification | \
- sed 's/\(.*\)/load_printer "\1"/' \
- >> .debug_script
- echo "install_printer CicMetaSubst.fppsubst" >> .debug_script
- echo "install_printer CicMetaSubst.fppterm" >> .debug_script
- echo "install_printer CicMetaSubst.fppmetasenv" >> .debug_script
- ledit $(OCAMLDEBUG) \
- -source .debug_script \
- -I +threads \
- $(shell $(OCAMLFIND) query -recursive -i-format $(REQUIRES)) \
- $(MAIN) $(ARGS)
-
-ifneq ($(MAKECMDGOALS), depend)
- include .depend
-endif
-
+++ /dev/null
-V7.2:
-
-Da valutare:
- * MetaLinguaggio di David Delayale per l'implementazione di tattiche
-
-V6.3:
-
-Da valutare:
- * Print
- * Extraction
- * Opaque/Transparent
- * SearchIsos
- * Load di script di tattiche
- * "Pretty" Parsing
- * Log dei tempi per ogni possibile richiesta
- * Undo
- * Focus/Unfocus (nella prova completa in linguaggio naturale)
- * Show Tree (resa dell'albero dei sequenti)
- * Tatticali:
- - OrElse
- - Repeat
- - Do
- - Info
- - Try
- - First
- - Solve
- - Abstract
- - ;
- - ; [ ... | ... | ... ]
- - (...)
- * Assumption
- * Apply with
- * LApply
- * Absurd
- * Contradiction
- * Cbv/Lazy Beta Delta Iota Zeta
- * Red (riduzione di un backbone con delta della testa + beta e iota)
- * Unfold (equivalente a Hnf dell'occorrenza)
- * Pattern
- * Constructor n / Split / Left/ Right/ Exists/ Reflexivity
- * Elim term quando term ha come tipo un Pi
- * ElimType (fatta da Zack; metterla disponibile)
- * Induction su una applicazione
- * Induction su una ipotesi
- * Case su una applicazione e su una ipotesi
- * Intros destrutturante
- * Decompose
- * Double Induction
- * Rewrite (ma eliminare un'uguaglianza o applicare eq_ind_r non funziona gia'?)
- * Replace (che prende due termini _NON_ convertibili e genera come goal
- l'uguaglianza dei due). Unificarla con la change, che diventa la replace
- non overkilling?
- * Symmetry e Transitivity (basta applicare i due teoremi giusti)
- * Decide Equality (ma non dovrebbe essere un teorema???)
- * Compare
- * Discriminate
- * Injection
- * Simplify_eq (== Discriminate o Injection su una ipotesi)
- * Dependent Rewrite
- * Inversion [Nota: Derive Inversion genera e salva il teorema!]
- * Quote (per implementare tattiche riflessive senza scrivere codice ML!!!!)
- * Tauto/Intuition
- * Linear
- * AutoRewrite
- * Realizer/Program
- * Scheme
- * Omega
-
-Implementate:
- * Enunciare un teorema
- * (Ri)aprire un teorema gia' dimostrato per modificarne certe parti
- * Check (e successiva possibilita' di applicare reduction tactics)
- * Exact
- * Apply/EApply
- * Cut
- * Change [Una conversion tactic. Problema: il termine digitato viene
- parsato nel contesto della conclusione e non in quello della selezione!!!]
- * Conversion tactics, sia nelle ipotesi che nella conclusione:
- - Reduce (== Compute)
- - Hnf
- - Simpl
- * Fold
- * ElimIntrosSimpl
- * Let...In (= LetTac)
- * Salvare e caricare una prova incompleta (ma nel posto sbagliato!)
- * ClearBody
- * Clear
- * Ring
-
-Da implementare:
- * Implicit: quando si usano gli implicit, l'input non puo' piu' essere
- type-checkato, ma bisogna fare una refine (ancora non implementata).
- Di conseguenza _OGNI_ tattica si rompe. Inoltre l'implementazione di
- Implicit e' ancora errata in quanto il contesto canonico delle nuove
- variabili e' sempre vuoto anche se dovrebbe essere uguale a quello
- di partenza + le nuove variabili introdotte durante il parsing.
- * Nella type_of NON viene controllato che il metasenv di una current-proof
- sia ben formato. PUNTO IMPORTANTE: farlo nel metasenv parziale, cosi' da
- evitare cicli; ma dopo e' un bordello l'unificazione. Oppure fare un
- semplice controllo di aciclicita'.
- * ClearBody e Clear NON restringono ancora altre metavariabili. Invece viene
- sollevata un'eccezione di tipaggio. Esempio: n:nat |- ?1[n] se faccio clear
- di n dovrei restringere ?1. Se invece prima faccio clear di n in ?1, quando
- torno su questo goal e faccio clear di n ottengo un'eccezione di CicPp.
- * La reduction_tactic (in ProofEngine.ml) e' bacatissima, come descritto
- nei commenti. Fixare.
- * Reimplementare Cut usando LetIn + applicazione + Intro oppure usando
- LetIn + ClearBody (soluzione piu' elegante IMHO)
- * Refine
- ? Sia [x:=t]r il tipo di [x:t]k e x non occorra mai libera in r.
- Dovrei forse tornare semplicemente r?
- ? Cambiare il nome delle META da int a una stringa?
- [ATTENZIONE: CAMBIAMENTO NELLA DTD]
- * Fold e' l'inverso di Reduce e quindi non disfa cio' che viene fatto da
- Simpl e da Whd. Generalizzarlo facendo Reduce e poi Change con ogni termine?
- Oppure fare una FoldWhd, una FoldHnf, una FoldSimpl, etc.?
- * Fold localizzato in un termine selezionato
- * Move e "Unclear" (che fa l'undo di Clear/Move e conversioni nelle ipotesi)
- Non sono implementabili. Ma avrebbero senso?
- * queries e roba basata sulle queries:
- - Search
- - Locate (anche di tipi induttivi e costruttori)
- - Auto
- - EAuto
- - Prolog (???????????)
- * Save con tanto di esportazione: esportare nel posto giusto!
- * Dare una definizione (quasi equivalente a check + unfold, ma mancano
- gli inner-types)
- * Dare una definizione induttiva
- * Intro (Come scegliere i nomi freschi?) e Intros until
- * Generalize
- * Fissare il bug di change (ovvero il problema del contesto in cui viene
- parsato l'input dell'utente)
- * Tornare un errore se si cerca di applicare una reduction tactic in una
- ipotesi nella scratch area
- * Field
- * JProver. Che rapporto c'e' fra JProver e Tauto/Intuition?
- * altre contrib da integrare?
-
-Da non implementare:
- * Print All
- * Compile/Read/Require
- * Print/Save/Restore States
- * Let
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let verbose = false
-
-exception Failure of string
-let fail msg = raise (Failure msg)
-
-let constants_only ~prefix =
- let test_prefix =
- if prefix = "" then
- (fun _ -> true)
- else
- (fun uri -> Pcre.pmatch ~rex:(Pcre.regexp ("^" ^ prefix)) uri)
- in
- fun uri ->
- test_prefix uri && (not (String.sub uri (String.length uri - 4) 4 = ".var"))
-
-let uri_predicate = ref (constants_only ~prefix:"")
-
-let uri_pred_of_conf tryvars ~prefix ~varsprefix =
- if not tryvars then
- constants_only ~prefix
- else
- let test_prefix = Pcre.pmatch ~rex:(Pcre.regexp ("^" ^ prefix)) in
- let test_varsprefix = Pcre.pmatch ~rex:(Pcre.regexp ("^" ^ varsprefix)) in
- fun uri ->
- if String.sub uri (String.length uri - 4) 4 = ".var" then
- test_varsprefix uri
- else
- test_prefix uri
-
-module DisambiguateCallbacks =
- struct
- let interactive_user_uri_choice
- ~selection_mode ?ok ?enable_button_for_non_vars ~title ~msg ~id choices =
- List.filter !uri_predicate choices
-
- let interactive_interpretation_choice =
- let rec aux n =
- function
- [] -> []
- | _::tl -> n::(aux (n+1) tl)
- in
- aux 0
-
- let input_or_locate_uri ~title = fail "Unknown identifier"
- end
-
-module Disambiguate' = DisambiguatingParser.Make (DisambiguateCallbacks)
-
-let parse dbd ?(uri_pred = constants_only ~prefix:"") =
- uri_predicate := uri_pred;
- let empty_environment =
- DisambiguatingParser.EnvironmentP3.of_string
- DisambiguatingParser.EnvironmentP3.empty
- in
- let empty_context = [] in
- let empty_metasenv = [] in
- fun input ugraph ->
- (Disambiguate'.disambiguate_term
- ~dbd empty_context empty_metasenv input empty_environment
- ~initial_ugraph:ugraph)
-
-let parse_pp dbd ?uri_pred input ugraph =
- List.map (fun (_,_,t,_) -> CicPp.ppterm t)
- (parse dbd ?uri_pred input ugraph )
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Failure of string
-
- (** uri_pred which rejects ll .var URIs *)
-val constants_only: prefix:string -> (string -> bool)
-
- (** @param variables enabled
- * @param variables prefix varsprefix
- * @return uri predicate suitable for functions below *)
-val uri_pred_of_conf:
- bool -> prefix:string -> varsprefix:string -> (string -> bool)
-
- (** Parse a cic term from the given string using disambiguating parser in
- * batch mode if possible, otherwise raises Failure above.
- * uri_pred is the predicate used to select which uris are tried. Per default
- * only constant URIs are accepted *)
-val parse:
- Mysql.dbd -> ?uri_pred:(string -> bool) -> string ->
- CicUniv.universe_graph ->
- (DisambiguatingParser.EnvironmentP3.t *
- Cic.metasenv *
- Cic.term *
- CicUniv.universe_graph) list
-
- (** as above, but instead of returning the parsed cic term, pretty prints it
- * (ignoring returned metasenv)
- *)
-val parse_pp: Mysql.dbd -> ?uri_pred:(string -> bool) ->
- string -> CicUniv.universe_graph -> string list
-
+++ /dev/null
-@CHOSEN_TERM_EDITOR@
+++ /dev/null
-class type term_editor =
- object
- method coerce : GObj.widget
- method get_as_string : string
- method get_metasenv_and_term :
- context:Cic.context ->
- metasenv:Cic.metasenv -> Cic.metasenv * Cic.term * CicUniv.universe_graph
- method environment : DisambiguatingParser.EnvironmentP3.t ref
- method reset : unit
- method set_term : string -> unit
- end
-
-module Make :
- functor (C : DisambiguateTypes.Callbacks) ->
- sig
- val term_editor :
- dbd:Mysql.dbd ->
- ?packing:(GObj.widget -> unit) ->
- ?width:int ->
- ?height:int ->
- ?isnotempty_callback:(bool -> unit) ->
- ?share_environment_with:term_editor -> unit -> term_editor
- end
+++ /dev/null
-AC_INIT(gTopLevel.ml)
-
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "yes"; then
- OCAMLFIND="ocamlfind"
-else
- AC_MSG_ERROR(could not find ocamlfind)
-fi
-OCAMLFIND_COMMANDS=""
-AC_CHECK_PROG(HAVE_OCAMLC_OPT, ocamlc.opt, yes, no)
-if test $HAVE_OCAMLC_OPT = "yes"; then
- if test "$OCAMLFIND_COMMANDS" = ""; then
- OCAMLFIND_COMMANDS="ocamlc=ocamlc.opt"
- else
- OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlc=ocamlc.opt"
- fi
-fi
-AC_CHECK_PROG(HAVE_OCAMLOPT_OPT, ocamlopt.opt, yes, no)
-if test $HAVE_OCAMLOPT_OPT = "yes"; then
- if test "$OCAMLFIND_COMMANDS" = ""; then
- OCAMLFIND_COMMANDS="ocamlopt=ocamlopt.opt"
- else
- OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlopt=ocamlopt.opt"
- fi
-fi
-if test "$OCAMLFIND_COMMANDS" != ""; then
- OCAMLFIND="OCAMLFIND_COMMANDS='$OCAMLFIND_COMMANDS' $OCAMLFIND"
-fi
-
-
-AC_ARG_WITH(term-editor,
- AS_HELP_STRING([--with-term-editor=(tex|textual)],
- [choose term editor (default is tex)]),
- [TERM_EDITOR=$withval], [TERM_EDITOR=textual])
-if test $TERM_EDITOR = "tex"; then
- CHOSEN_TERM_EDITOR="include TexTermEditor"
-else
- if test $TERM_EDITOR = "textual"; then
- CHOSEN_TERM_EDITOR="include TermEditor"
- else
- AC_MSG_ERROR(unknwon term editor $TERM_EDITOR)
- fi
-fi
-
-AC_ARG_WITH(term-parser,
- AS_HELP_STRING([--with-term-parser=(cscTex|cscTextual|new)],
- [choose term parser (default is new)]),
- [TERM_PARSER=$withval], [TERM_PARSER=new])
-if test $TERM_PARSER = "cscTex"; then
- CHOSEN_TERM_PARSER="include CSCTexDisambiguatingParser"
-else
- if test $TERM_PARSER = "cscTextual"; then
- CHOSEN_TERM_PARSER="include CSCTextualDisambiguatingParser"
- else
- if test $TERM_PARSER = "new"; then
- CHOSEN_TERM_PARSER="include AndreaAndZackDisambiguatingParser"
- else
- AC_MSG_ERROR(unknwon term parser $TERM_PARSER)
- fi
- fi
-fi
-
-if test $TERM_EDITOR = "tex"; then
- CHOSEN_TERM_EDITOR="include TexTermEditor"
-else
- if test $TERM_EDITOR = "textual"; then
- CHOSEN_TERM_EDITOR="include TermEditor"
- else
- AC_MSG_ERROR(unknwon term editor $TERM_EDITOR)
- fi
-fi
-
-AC_SUBST(OCAMLFIND)
-AC_SUBST(CHOSEN_TERM_EDITOR)
-AC_SUBST(CHOSEN_TERM_PARSER)
-
-AC_OUTPUT([
- chosenTermEditor.ml
- disambiguatingParser.ml
- Makefile
-])
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<dictionary name="TeX">
-
- <include href="/usr/share/editex/dictionary-tex.xml"/>
-
- <entry name="Prop" class="i" val="Prop"/>
- <entry name="Set" class="i" val="Set"/>
- <entry name="Type" class="i" val="Type"/>
-
- <entry name="eqt" class="o" val="="/>
- <entry name="neqt" class="o" val="≠"/>
-
-</dictionary>
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception NoWellTypedInterpretation
-
-module AndreaAndZackDisambiguatingParser =
- struct
- module EnvironmentP3 = CicTextualParser2.EnvironmentP3
-
- module Make (C : DisambiguateTypes.Callbacks) =
- struct
- let disambiguate_term ~(dbd:Mysql.dbd) ~context ~metasenv
- ?initial_ugraph ~aliases term_as_string
- =
- let module Disambiguate' = Disambiguate.Make (C) in
- let term =
- CicTextualParser2.parse_term (Stream.of_string term_as_string)
- in
- Disambiguate'.disambiguate_term ~dbd ~context ~metasenv
- ?initial_ugraph ~aliases term
- end
- end
-
-
-(*
-module CSCTextualDisambiguatingParser =
- struct
- module EnvironmentP3 = OldDisambiguate.EnvironmentP3
-
- module Make (C : DisambiguateTypes.Callbacks) =
- struct
- let
- disambiguate_term mqi_handle context metasenv term_as_string environment
- =
- let module Disambiguate' = OldDisambiguate.Make (C) in
- let name_context =
- List.map
- (function
- Some (n,_) -> Some n
- | None -> None
- ) context
- in
- let lexbuf = Lexing.from_string term_as_string in
- let dom,mk_metasenv_and_expr =
- CicTextualParserContext.main
- ~context:name_context ~metasenv CicTextualLexer.token lexbuf
- in
- Disambiguate'.disambiguate_input mqi_handle
- context metasenv dom mk_metasenv_and_expr environment
- end
- end
-
-module CSCTexDisambiguatingParser =
- struct
- module EnvironmentP3 = OldDisambiguate.EnvironmentP3
-
- module Make (C : DisambiguateTypes.Callbacks) =
- struct
- let
- disambiguate_term mqi_handle context metasenv term_as_string environment
- =
- let module Disambiguate' = OldDisambiguate.Make (C) in
- let name_context =
- List.map
- (function
- Some (n,_) -> Some n
- | None -> None
- ) context
- in
- let lexbuf = Lexing.from_string term_as_string in
- let dom,mk_metasenv_and_expr =
- TexCicTextualParserContext.main
- ~context:name_context ~metasenv TexCicTextualLexer.token lexbuf
- in
- Disambiguate'.disambiguate_input mqi_handle
- context metasenv dom mk_metasenv_and_expr environment
- end
- end
-*)
-
-@CHOSEN_TERM_PARSER@
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception NoWellTypedInterpretation
-
-module EnvironmentP3 :
- sig
- type t
- val empty : string
- val to_string : t -> string
- val of_string : string -> t
- end
-
-module Make (C : DisambiguateTypes.Callbacks) :
- sig
- val disambiguate_term :
- dbd:Mysql.dbd ->
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- ?initial_ugraph:CicUniv.universe_graph ->
- aliases:EnvironmentP3.t -> (* previous interpretation status *)
- string ->
- (EnvironmentP3.t * (* new interpretation status *)
- Cic.metasenv * (* new metasenv *)
- Cic.term *
- CicUniv.universe_graph) list (* disambiguated term *)
- end
-
+++ /dev/null
-alias and /Coq/Init/Logic/Conjunction/and.ind#1/1
-alias conj /Coq/Init/Logic/Conjunction/and.ind#1/1/1
-
-alias or /Coq/Init/Logic/Disjunction/or.ind#1/1
-alias or_introl /Coq/Init/Logic/Disjunction/or.ind#1/1/1
-alias or_intror /Coq/Init/Logic/Disjunction/or.ind#1/1/2
-
-\A:Prop.
-\B:Prop.
-\H:(and A B).
- Case (H : and ; (or A B)) { \a:A.\b:B.(or_introl A B a) }
+++ /dev/null
-alias and /Coq/Init/Logic/and.ind#1/1
-alias conj /Coq/Init/Logic/and.ind#1/1/1
-
-alias or /Coq/Init/Logic/or.ind#1/1
-alias or_introl /Coq/Init/Logic/or.ind#1/1/1
-alias or_intror /Coq/Init/Logic/or.ind#1/1/2
-
-!A:Prop.!B:Prop.!H:(and A B).(or A B)
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-(eq nat (\x:nat.\y:nat.O O O) (\x:nat.\y:nat.O O O))
-/Coq/Init/Logic/f_equal2.con
-/Coq/Init/Logic/eq.ind#1/1/1
-
-(*
-(le O (S O))
-/Coq/Arith/Gt/gt_S_le.con
-
-(not (lt O (plus O O)))
-/Coq/Arith/Lt/lt_n_n.con
-*)
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias refl_equal /Coq/Init/Logic/eq.ind#1/1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias eq_ind_r /Coq/Init/Logic/eq_ind_r.con
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-alias f_equal /Coq/Init/Logic/f_equal.con
-alias le_trans /Coq/Arith/Le/le_trans.con
-
-alias plus_n_O /Coq/Init/Peano/plus_n_O.con
-
-alias or /Coq/Init/Logic/or.ind#1/1
-alias or_ind /Coq/Init/Logic/or_ind.con
-
-(or (eq nat O O) (eq nat O O)) -> (lt O O)
+++ /dev/null
-alias True /Coq/Init/Logic/True.ind#1/1
-alias I /Coq/Init/Logic/True.ind#1/1/1
-alias True_ind /Coq/Init/Logic/True_ind.con
-
-alias False /Coq/Init/Logic/False.ind#1/1
-alias False_ind /Coq/Init/Logic/False_ind.con
-
-alias and /Coq/Init/Logic/and.ind#1/1
-alias conj /Coq/Init/Logic/and.ind#1/1/1
-alias and_ind /Coq/Init/Logic/and_ind.con
-
-alias or /Coq/Init/Logic/or.ind#1/1
-alias or_introl /Coq/Init/Logic/or.ind#1/1/1
-alias or_intror /Coq/Init/Logic/or.ind#1/1/2
-alias or_ind /Coq/Init/Logic/or_ind.con
-
-alias not /Coq/Init/Logic/not.con
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias refl_equal /Coq/Init/Logic/eq.ind#1/1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias eq_ind_r /Coq/Init/Logic/eq_ind_r.con
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-alias f_equal /Coq/Init/Logic/f_equal.con
-
-!n:nat.(eq nat (mult (S (S O)) n) O)
-!n:nat.(eq nat (plus O n) (plus n O))
+++ /dev/null
-!A:Prop.!B:Prop.!C:Prop.(and (sumbool A False) (and (or True B) (or B False))) -> True
-
-!A:Prop.!B:Prop.!C:Prop.(and (sumbool A C) (and (or A B) !D:Prop.(or B D))) -> True
-
-!A:Prop.!B:Prop.!C:Prop.(and (and A C) (and (and A B) (and B C))) -> True
-
-(and True True) -> True
-(and True False) -> True
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-alias f_equal /Coq/Init/Logic/f_equal.con
-
-!n:nat.(eq nat (plus O n) (plus n O))
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-alias and /Coq/Init/Logic/and.ind#1/1
-alias prod /Coq/Init/Datatypes/prod.ind#1/1
-alias list /Coq/Lists/PolyList/list.ind#1/1
-alias AllS_assoc /Coq/Lists/TheoryList/AllS_assoc.ind#1/1
-alias V /Coq/Lists/PolyList/Lists/A.var
-alias VA /Coq/Lists/TheoryList/Lists/A.var
-alias VB /Coq/Lists/TheoryList/Lists/Assoc_sec/B.var
-
-!A:Set.!B:Set.!P:!a:A.Prop.!l:list{V := (prod A B)}.
- !H:(AllS_assoc {VA := A ; VB := B} P l).
- (and
- (eq list{V := (prod A B)} l l)
- (eqT !n:A.Prop P P))
-
-\forall A,B: Set. \forall P: A \to Prop.
- \forall l: list \subst [ A \Assign (prod A B) ].
- \forall H:(AllS_assoc \subst [ A \Assign A ; B \Assign B] P l).
- l = l \wedge P = P
-
-(* Intros; Elim H:
-
-?1: (A,B:Set; P:(A->Prop); l:(list A*B))
- (AllS_assoc A B P l) -> (nil A*B)=(nil A*B)/\P==P
-?2: (A,B:Set; P:(A->Prop); l:(list A*B))
- (AllS_assoc A B P l) ->
- (a:A; b:B; l0:(list A*B))
- (P a) -> (AllS_assoc A B P l0) -> l0=l0/\P==P ->
- (cons (a,b) l0)=(cons (a,b) l0)/\P==P
-[A,B:Set; P:(A->Prop); l:(list A*B); H:(AllS_assoc A B P l)]
- (AllS_assoc_ind A B P [l0:(list A*B)]l0=l0/\P==P
- (?1 A B P l H) (?2 A B P l H) l H)
-
-*)
+++ /dev/null
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias refl_equal /Coq/Init/Logic/eq.ind#1/1/1
-alias eq_ind /Coq/Init/Logic/eq_ind.con
-alias eq_ind_r /Coq/Init/Logic/eq_ind_r.con
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-alias le /Coq/Init/Peano/le.ind#1/1
-alias lt /Coq/Init/Peano/lt.con
-alias not /Coq/Init/Logic/not.con
-alias f_equal /Coq/Init/Logic/f_equal.con
-alias le_trans /Coq/Arith/Le/le_trans.con
-
-alias le_plus_plus /Coq/Arith/Plus/le_plus_plus.con
-alias le_reg_r /Coq/Arith/Plus/le_reg_r.con
-alias le_reg_l /Coq/Arith/Plus/le_reg_l.con
-
-alias plus_n_O /Coq/Init/Peano/plus_n_O.con
-
-!n:nat.!m:nat.(le n m)->(le (mult (S (S O)) n) (mult (S (S O)) m))
-
-(* Lo scopo dell'esercizio e' riuscire a effettuare la dimostrazione che *)
-(* (n <= m) -> (2*n <= 2*m) come la si farebbe su carta, ovvero: *)
-(* *)
-(* 2 * n *)
-(* == n + n + 0 Simpl *)
-(* <= m + n + 0 le_reg_r because n <= m because hypothesis *)
-(* <= m + m + 0 le_reg_l because n + 0 <= m + 0 because le_reg_r *)
-(* because hypothesis *)
-(* == 2 * m Change *)
+++ /dev/null
-alias Rge /Coq/Reals/Rdefinitions/Rge.con
-alias Rle /Coq/Reals/Rdefinitions/Rle.con
-alias Rgt /Coq/Reals/Rdefinitions/Rgt.con
-alias Rlt /Coq/Reals/Rdefinitions/Rlt.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias Rinv /Coq/Reals/Rdefinitions/Rinv.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rminus /Coq/Reals/Rdefinitions/Rminus.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Eq /Coq/Init/Logic_Type/eqT.ind#1/1
-
-//test base1 ok
-!x:R.!y:R.(Rle x y) -> (Rge (Rplus y R1) (Rminus x R1))
-
-//test base2 ok
-!x:R.!y:R.(Rlt x y) -> (Rgt (Rplus y R1) (Rminus x R1))
-
-//test base3 (unification fails)
-!x:R.!y:R.(Rge x y) -> (Rlt (Rplus y R1) (Rplus x (Rplus R1 R1)))
-
-//test base4 ok
-!x:R.!y:R.(Rgt x y) -> (Rle (Rminus y R1) (Rplus x R1))
-
-//test base5 ok
-!x:R.!y:R.(Rlt x ( Rplus y R1 ) ) -> (Rge (Rplus y (Rplus R1 R1)) (Rminus x R0))
-
-//test base6 (unification fails)
-!x:R.!y:R.(Eq R x y) -> (Rgt (Rplus y R1) (Rminus x R1))
-
-//test base7 (should fail) ok
-!x:R.!y:R.(Rlt x y) -> (Rlt (Rplus y R1) (Rminus x R1))
-
-
+++ /dev/null
-alias Rge /Coq/Reals/Rdefinitions/Rge.con
-alias Rle /Coq/Reals/Rdefinitions/Rle.con
-alias Rgt /Coq/Reals/Rdefinitions/Rgt.con
-alias Rlt /Coq/Reals/Rdefinitions/Rlt.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias Rinv /Coq/Reals/Rdefinitions/Rinv.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rminus /Coq/Reals/Rdefinitions/Rminus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias R /Coq/Reals/Rdefinitions/R.con
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias not /Coq/Init/Logic/not.con
-alias or /Coq/Init/Logic/or.ind#1/1
-
-!x:R.
-(Rlt (Rmult(Ropp x)R1)
-R0)
-->(Rlt R0 x)
-
-// test 3x4 -> 35''
-!x:R.!y:R.!z:R.
-(Rge
-(Rplus
- (Rmult (Ropp (Rplus R1 R1)) x) (Rplus
- (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus
- (Rmult (Rplus R1 (Rplus R1 R1)) z) R1)
-)) R0)
-->
-(Rge
-(Rplus
- (Rmult (Ropp (Rplus R1 (Rplus R1 R1))) x) (Rplus
- (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus
- R1 (Rplus R1 R1))
-)) R0)
-->
-(Rgt
-(Rplus
- x (Rplus
- (Rmult (Rplus R1 R1) y) (Ropp z) )
-) R0)
-->
-(Rgt
-(Rplus
- (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus
- z (Ropp R1))
-) R0)
-
--> (Rlt z R1)
-
-// test 6x6 ->
-
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.
-(Rgt
-(Rplus (Ropp x) (Rplus y (Rplus z (Rplus t (Rplus u (Rplus v (Rplus R1 R1)))))))
- R0)
-->
-(Rgt
-(Rplus x (Rplus (Ropp y) (Rplus (Ropp z) (Rplus (Ropp t) (Rplus (Ropp u) (Rplus R1 R1))))))
- R0)
-->
-(Rgt
-(Rplus y (Rplus (Ropp z) (Rplus t (Rplus u (Rplus R1 R1)))))
- R0)
-->
-(Rgt
-(Rplus y (Rplus z (Rplus (Ropp t) (Rplus (Ropp (Rmult (Rplus R1 R1)v)) (Rplus R1 R1)))))
- R0)
-->
-(Rgt
-(Rplus y (Rplus z (Rplus t (Rplus (Ropp u) (Rplus R1 R1)))))
- R0)
-->
-(Rlt
-(Rplus (Rmult (Rplus R1 R1) x) (Rplus v y))
- R0)
--> (Rlt (Rmult (Rplus R1 R1) x) R0)
-
-
-
-
-
-
-//test base1 ok
-!x:R.!y:R.(Rle x y) -> (Rge (Rplus y R1) (Rminus x R1))
-
-//test base2 ok
-!x:R.!y:R.(Rlt x y) -> (Rgt (Rplus y R1) (Rminus x R1))
-
-//test base3 ok
-!x:R.!y:R.(Rge x y) -> (Rlt (Rplus y R1) (Rplus x (Rplus R1 R1)))
-
-/Coq/fourier/Fourier_util/Rfourier_not_ge_lt.con
-
-intros
-
-/Coq/Init/Logic/False.ind#1/1
-
-(not (Rle (Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus x (Rplus R1 R1))) (Rmult (Rmult R1 (Rinv R1)) y)) (Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus y R1)) (Rmult (Rmult R1 (Rinv R1)) x))))
-
-/Coq/fourier/Fourier_util/Rnot_le_le.con
-
-t1=(Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus x (Rplus R1 R1))) (Rmult (Rmult R1 (Rinv R1)) y))
-
-t2=(Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus y R1)) (Rmult (Rmult R1 (Rinv R1)) x))
-
-(t1-t2)=(Rminus
-(Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus x (Rplus R1 R1))) (Rmult (Rmult R1 (Rinv R1)) y))
-(Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus y R1)) (Rmult (Rmult R1 (Rinv R1)) x)))
-
-tc=(Rmult (Ropp R1) (Rinv R1))
-
-rewrite=(eqT R (Rminus (Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus y R1)) (Rmult (Rmult R1 (Rinv R1)) x))
- (Rplus (Rmult (Rmult R1 (Rinv R1)) (Rplus x (Rplus R1 R1))) (Rmult (Rmult R1 (Rinv R1)) y))) (Rmult (Ropp R1) (Rinv R1)))
-
-change=(not (or
-(Rlt R0 (Rmult (Ropp R1) (Rinv R1)))
-(eqT R R0 (Rmult (Ropp R1) (Rinv R1)))
-))
-
-tac2
-/Coq/fourier/Fourier_util/Rnot_lt0.con
-
-//test base4 ok
-!x:R.!y:R.(Rgt x y) -> (Rle (Rminus y R1) (Rplus x R1))
-
-//test base5 ok
-!x:R.!y:R.(Rlt x ( Rplus y R1 ) ) -> (Rge (Rplus y (Rplus R1 R1)) (Rminus x R0))
-
-//test base6 ok
-!x:R.!y:R.(eqT R x y) -> (Rgt (Rplus y R1) (Rminus x R1))
-
-//test base7 (should fail) ok
-!x:R.!y:R.(Rlt x y) -> (Rlt (Rplus y R1) (Rminus x R1))
-
-
+++ /dev/null
-!x:R.!y:R.!z:R.!t:R.
-(Rle (Rplus (Rmult R0 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) z) (Rplus (Rmult R1 t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult R0 z) (Rplus (Rmult (Rplus R1 R1) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult R0 x) (Rplus (Rmult (Rplus R1 R1) y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Ropp R1))))) R0)
-
-[1'02'' 363K m=5 n=4 K=8]
-
-------------------------------------------------------------------------------------------------------------
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult (Rplus R1 R1) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult R1 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) t) (Rplus (Rmult R0 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult (Ropp (Rplus R1 R1)) u) (Rplus (Rmult R1 v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Ropp R1))))))) R0)
-
-[1'25'' 501K m=7 n=6 K=8]
-
------------------------------------------------------------------------------------------------------------
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.!w:R.!g:R.!h:R.!j:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult R1 t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) v) (Rplus (Rmult R0 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) g) (Rplus (Rmult R0 h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult R0 u) (Rplus (Rmult R0 v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult (Rplus R1 R1) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) t) (Rplus (Rmult R0 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) t) (Rplus (Rmult R0 u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult R1 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) g) (Rplus (Rmult R0 h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult R0 u) (Rplus (Rmult (Ropp R1) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult R0 g) (Rplus (Rmult R1 h) (Rplus (Rmult R1 j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 R1) v) (Rplus (Rmult (Ropp (Rplus R1 R1)) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) u) (Rplus (Rmult R0 v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) w) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) z) (Rplus (Rmult R1 t) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult (Rplus R1 R1) g) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) h) (Rplus (Rmult R1 j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R0 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Rplus (Rmult R1 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) g) (Rplus (Rmult (Rplus R1 R1) h) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 R1))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R0 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Rplus (Rmult R1 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) g) (Rplus (Rmult (Rplus R1 R1) h) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 R1))) j) (Ropp R1))))))))))) R0)
-
-[1'50'' 787K m=11 n=10 K=8]
-
--------------------------------------------------------------------------------------------------------
-
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.!w:R.!g:R.!h:R.!j:R.!l:R.!m:R.!n:R.!o:R.!p:R.!q:R.!r:R.!s:R.!a:R.!b:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 R1)) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult R0 t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) g) (Rplus (Rmult R1 h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Rplus (Rmult R1 l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) o) (Rplus (Rmult R1 p) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) q) (Rplus (Rmult (Rplus R1 R1) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult (Rplus R1 R1) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult (Rplus R1 R1) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) h) (Rplus (Rmult (Rplus R1 R1) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) a) (Rplus (Rmult R0 b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult R1 y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult R1 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Rplus (Rmult R0 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) g) (Rplus (Rmult R0 h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) j) (Rplus (Rmult (Rplus R1 R1) l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) m) (Rplus (Rmult R1 n) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) o) (Rplus (Rmult R1 p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) r) (Rplus (Rmult R0 s) (Rplus (Rmult (Rplus R1 R1) a) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 R1) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) l) (Rplus (Rmult (Rplus R1 R1) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) o) (Rplus (Rmult R0 p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) q) (Rplus (Rmult R1 r) (Rplus (Rmult R1 s) (Rplus (Rmult R0 a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Rplus (Rmult R1 l) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) p) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) q) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) r) (Rplus (Rmult R0 s) (Rplus (Rmult (Rplus R1 R1) a) (Rplus (Rmult (Rplus R1 R1) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 R1) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Ropp R1) v) (Rplus (Rmult (Rplus R1 R1) w) (Rplus (Rmult R1 g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) h) (Rplus (Rmult R1 j) (Rplus (Rmult (Rplus R1 R1) l) (Rplus (Rmult R0 m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) o) (Rplus (Rmult (Rplus R1 R1) p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) r) (Rplus (Rmult (Rplus R1 R1) s) (Rplus (Rmult (Rplus R1 R1) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult R1 t) (Rplus (Rmult R1 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) v) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult R1 g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult R1 j) (Rplus (Rmult R1 l) (Rplus (Rmult (Rplus R1 R1) m) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) o) (Rplus (Rmult R1 p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) q) (Rplus (Rmult R0 r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) s) (Rplus (Rmult R0 a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 R1) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) w) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) j) (Rplus (Rmult R0 l) (Rplus (Rmult R1 m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) o) (Rplus (Rmult (Rplus R1 R1) p) (Rplus (Rmult (Rplus R1 R1) q) (Rplus (Rmult R0 r) (Rplus (Rmult R1 s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) a) (Rplus (Rmult R1 b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 R1) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) g) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) h) (Rplus (Rmult R1 j) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) l) (Rplus (Rmult R1 m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) o) (Rplus (Rmult R0 p) (Rplus (Rmult R0 q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) r) (Rplus (Rmult R0 s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 R1) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult (Rplus R1 R1) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) l) (Rplus (Rmult R1 m) (Rplus (Rmult R0 n) (Rplus (Rmult (Rplus R1 R1) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) p) (Rplus (Rmult (Rplus R1 R1) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult R0 a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) u) (Rplus (Rmult R0 v) (Rplus (Rmult R1 w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) j) (Rplus (Rmult R0 l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) v) (Rplus (Rmult (Rplus R1 R1) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult R0 j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) l) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) o) (Rplus (Rmult R0 p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) r) (Rplus (Rmult (Rplus R1 R1) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Rplus R1 R1) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) m) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) o) (Rplus (Rmult R0 p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) a) (Rplus (Rmult R1 b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult R0 g) (Rplus (Rmult R1 h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) n) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) q) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult R1 b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) o) (Rplus (Rmult (Ropp R1) p) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) q) (Rplus (Rmult (Rplus R1 R1) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult R1 a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult R0 v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) g) (Rplus (Rmult (Rplus R1 R1) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) m) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) n) (Rplus (Rmult R0 o) (Rplus (Rmult (Rplus R1 R1) p) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 R1)))) q) (Rplus (Rmult R1 r) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 R1) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult R0 u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) m) (Rplus (Rmult R0 n) (Rplus (Rmult (Rplus R1 R1) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) p) (Rplus (Rmult R0 q) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 R1) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult R1 v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) j) (Rplus (Rmult R1 l) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) m) (Rplus (Rmult R0 n) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) p) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) q) (Rplus (Rmult R0 r) (Rplus (Rmult (Ropp R1) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult R1 b) (Ropp R1))))))))))))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Rplus R1 R1) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) j) (Rplus (Rmult (Rplus R1 R1) l) (Rplus (Rmult (Rplus R1 R1) m) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) p) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) q) (Rplus (Rmult (Rplus R1 R1) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) a) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult R0 v) (Rplus (Rmult R0 w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult (Rplus R1 R1) j) (Rplus (Rmult R0 l) (Rplus (Rmult R1 m) (Rplus (Rmult R0 n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) p) (Rplus (Rmult R0 q) (Rplus (Rmult (Rplus R1 R1) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) a) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) b) (Ropp R1))))))))))))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult R0 v) (Rplus (Rmult R0 w) (Rplus (Rmult R0 g) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) h) (Rplus (Rmult (Rplus R1 R1) j) (Rplus (Rmult R0 l) (Rplus (Rmult R1 m) (Rplus (Rmult R0 n) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) o) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) p) (Rplus (Rmult R0 q) (Rplus (Rmult (Rplus R1 R1) r) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) s) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) a) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) b) (Ropp R1))))))))))))))))))))) R0)
-
-
-[19'30'' 1.9M m=21 n=20 K=8 ty=13'35'']
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-
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.!w:R.!g:R.!h:R.!j:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) v) (Rplus (Rmult R0 w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) h) (Rplus (Rmult (Rplus R1 R1) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) g) (Rplus (Rmult R0 h) (Rplus (Rmult R1 j) (Ropp R1))))))))))) R0)
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-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) y) (Rplus (Rmult R0 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))))) t) (Rplus (Rmult (Ropp (Rplus R1 R1)) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) y) (Rplus (Rmult R0 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) u) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) h) (Rplus (Rmult R0 j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult R1 x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) v) (Rplus (Rmult (Ropp R1) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) w) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) u) (Rplus (Rmult (Rplus R1 R1) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) g) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))) h) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) h) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) j) (Ropp R1))))))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))))) v) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) w) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) g) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) h) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))))) j) (Ropp R1))))))))))) R0)
-
-[ K m=11 n=10 K=18 ty=] (TRASH)
-
-
-----------------------------------------------
-
-!x:R.!y:R.!z:R.!t:R.!u:R.!v:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) t) (Rplus (Rmult (Rplus R1 R1) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) x) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) y) (Rplus (Rmult R0 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 R1))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) u) (Rplus (Rmult R0 v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) x) (Rplus (Rmult R0 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) t) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) u) (Rplus (Rmult (Rplus R1 (Rplus R1 R1)) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) x) (Rplus (Rmult R1 y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) v) (Ropp R1))))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) x) (Rplus (Rmult R1 y) (Rplus (Rmult R1 z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) t) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) u) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))) v) (Ropp R1))))))) R0)
-
-[4' 658K m=7 n=6 K=13 ty=50'']
-
-----------------------------------------------------------------
-
-!x:R.!y:R.!z:R.!t:R.
-(Rle (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))))) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))) x) (Rplus (Rmult (Ropp (Rplus R1 R1)) y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))) z) (Rplus (Rmult (Rplus R1 R1) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) y) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))))) z) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))))))))) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) t) (Ropp R1))))) R0)
-->
-(Rle (Rplus (Rmult (Rplus R1 R1) x) (Rplus (Rmult R1 y) (Rplus (Rmult (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1)))) z) (Rplus (Rmult (Ropp (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 (Rplus R1 R1))))))))))) t) (Ropp R1))))) R0)
-
-[3':20'' 658K m=5 n=4 K=13 ty=41'']
-
-
-
-
+++ /dev/null
-let rec int_to_cic n =
- if n < 0 then
- "(Ropp "^int_to_cic (-n)^")"
- else
- match n with
- 0 -> " R0"
- |1 -> " R1"
- |k -> "(Rplus R1 " ^ int_to_cic (n-1) ^")"
-;;
-
-let dimx = ref 3;;
-let dimy = ref 3;;
-let kmax = ref 5;;
-let vl = [|"x";"y";"z";"t";"u";"v";"w";"g";"h";"j";"l";"m";"n";"o";"p";"q";"r";"s";"a";"b";"c";"d"|]
-;;
-
-let nth_inc n =
- vl.(n)
-;;
-
-let preamble () =
- for i = 0 to !dimx do
- print_string ("!"^nth_inc i^":R.");
- done;
- print_string "\n";
-;;
-
-let main () =
- print_string "Immetti m : ";dimy := (read_int ()) - 1;
- print_string "Immetti n : ";dimx := (read_int ()) - 1;
- print_string "Immetti K : ";kmax := (read_int ()) + 1;
- print_string ("Genero un sistema di "^
- string_of_int (!dimy+1)^" disequazioni in "^
- string_of_int (!dimx+1)^" incognite con coefficenti "^string_of_int !kmax^"\n\n");
- Random.self_init ();
- preamble ();
- let max = ref 0 in
- for i=0 to !dimy do
- begin
- print_string "(Rle ";
- for o=0 to !dimx do
- let k = ref ((Random.int !kmax)) in
- if !k > !max then max := !k;
- if i=o then
- k := - !k
- else
- k := !k;
- print_string ("(Rplus (Rmult "^int_to_cic !k^" "^nth_inc o^") ");
- done;
- print_string "(Ropp R1)";
- for o=0 to !dimx do
- print_string (")");
- done;
- print_string (" R0)\n->\n");
- end
- done;
- print_string ("\n\nIl massimo K e' "^string_of_int !max^".\nLa tesi la puoi scegliere tu, ma se ricopi una ipotesi vai tranquillo.\n");
-;;
-
-
-main ();;
+++ /dev/null
-alias eq /Coq/Init/Logic/eq.ind#1/1
-alias nat /Coq/Init/Datatypes/nat.ind#1/1
-alias O /Coq/Init/Datatypes/nat.ind#1/1/1
-alias S /Coq/Init/Datatypes/nat.ind#1/1/2
-alias plus /Coq/Init/Peano/plus.con
-alias mult /Coq/Init/Peano/mult.con
-(mult (plus (S (S O)) (S O)) (S (S O)))
-Case ((S O) : nat ; nat) { O ; \x:nat.x }
-Fix f {f(0) : !x:nat.nat ; g(0) : !x:nat.nat}
- { \x:nat.O
- ; \x:nat.
- Case (x : nat ; nat) { (S O) ; \x:nat.(f x) }
- }
-
-(* Nel caso seguente sbagliavamo a fare la whd!!!! *)
-!n:nat.(eq nat O (Case (n : nat ; \z:nat.!a:nat.nat) {\x:nat.x ; \y:nat.\x:nat.x} O))
+++ /dev/null
-!v:nat.(eq nat -> nat -> nat \x:nat.\y:nat.(plus y v) \x:nat.\y:nat.O)
-
-Fare cut di:
- (eq nat -> nat \w:nat.(plus w v) \w:nat.(plus (plus w w) v))
-e poi riscriverlo
+++ /dev/null
-(* prova di 0 == 0 *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-(eqT R R0 R0)
+++ /dev/null
-alias false /Coq/Init/Datatypes/bool.ind#1/1/2
-alias apolynomial_normalize_ok /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize_ok.con
-alias RTheory /Coq/Reals/Rbase/RTheory.con
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
+++ /dev/null
-(* OK, meglio di coq *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R R1 R1)
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- R1
- (Rmult R1 R1))
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- (Rmult R1 R1)
- R1)
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- (Rmult R1 R1)
- (Rplus R1 R1))
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- (Rplus R1 R1)
- (Rmult R1 R1))
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- (Rmult (Rplus R1 R1) R1)
- (Rmult R1 (Rplus R1 R1)))
+++ /dev/null
-(* ok *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R
- (Rmult (Rplus R1 R1) R1)
- (Rmult R1 R1))
+++ /dev/null
-(* meglio di coq *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-alias interp_sacs /Coq/ring/Ring_abstract/abstract_rings/interp_sacs.con
-alias apolynomial_normalize /Coq/ring/Ring_abstract/abstract_rings/apolynomial_normalize.con
-alias Node_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/2
-alias Empty_vm /Coq/ring/Quote/variables_map/varmap.ind#1/1/1
-alias APvar /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/1
-alias AP0 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/2
-alias AP1 /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/3
-alias APplus /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/4
-alias APmult /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/5
-alias APopp /Coq/ring/Ring_abstract/abstract_rings/apolynomial.ind#1/1/6
-alias Left_idx /Coq/ring/Quote/variables_map/index.ind#1/1/1
-alias Right_idx /Coq/ring/Quote/variables_map/index.ind#1/1/2
-alias End_idx /Coq/ring/Quote/variables_map/index.ind#1/1/3
-(eqT R R1 R0)
+++ /dev/null
-(* Goal ``-1 + 1*2 == 2*0 + 1`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-(eqT R
- (Rplus (Ropp R1) (Rmult R1 (Rplus R1 R1)))
- (Rplus (Rmult (Rplus R1 R1) R0) R1)
-)
+++ /dev/null
-(* Goal: ``1 = 2`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-(eqT R
- R1
- (Rplus R1 R1)
-)
+++ /dev/null
-(* Goal: ``x+y == 2*y+(x-y)`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!x:R.!y:R.
-(eqT R
- (Rplus x y)
- (Rplus (Rmult (Rplus R1 R1) y) (Rplus x (Ropp y)))
-)
+++ /dev/null
-(* Goal: ``x+y == x+y+x`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!x:R.!y:R.
-(eqT R
- (Rplus x y)
- (Rplus (Rplus x y) x)
-)
+++ /dev/null
-(* Goal (x,y:R)``x+y==y+x`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!x:R.!y:R.
-(eqT R
- (Rplus x y)
- (Rplus y x)
-)
+++ /dev/null
-(* Goal (x,y,z:R)``x+y+z==z+y+x`` *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!x:R.!y:R.!z:R.
-(eqT R
- (Rplus (Rplus x y) z)
- (Rplus (Rplus z y) x)
-)
+++ /dev/null
-(* Goal (x:R)``2*x==x+x``. *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!x:R.
-(eqT R
- (Rmult (Rplus R1 R1) x)
- (Rplus x x)
-)
+++ /dev/null
-(* Goal (u,v,w,x,y,z:R)``u+v+w+x+y+z==z+y+x+w+v+u``. *)
-alias eq /Coq/Init/Logic/Equality/eq.ind#1/1
-alias eqT /Coq/Init/Logic_Type/eqT.ind#1/1
-alias R /Coq/Reals/Rdefinitions/R.con
-alias Rplus /Coq/Reals/Rdefinitions/Rplus.con
-alias Rmult /Coq/Reals/Rdefinitions/Rmult.con
-alias R1 /Coq/Reals/Rdefinitions/R1.con
-alias R0 /Coq/Reals/Rdefinitions/R0.con
-alias Ropp /Coq/Reals/Rdefinitions/Ropp.con
-!u:R.!v:R.!w:R.!x:R.!y:R.!z:R.
-(eqT R
- (Rplus (Rplus (Rplus (Rplus (Rplus u v) w) x) y) z)
- (Rplus (Rplus (Rplus (Rplus (Rplus z y) x) w) v) u)
-)
+++ /dev/null
-Open:
-/Coq/Sets/Powerset_facts/Union_commutative.con
-
-We prove the conjunction again:
-
-alias U /Coq/Sets/Ensembles/Ensembles/U.var
-alias V /Coq/Sets/Powerset_facts/Sets_as_an_algebra/U.var
-alias Ensemble /Coq/Sets/Ensembles/Ensemble.con
-alias Union /Coq/Sets/Ensembles/Union.ind#1/1
-alias Included /Coq/Sets/Ensembles/Included.con
-alias and /Coq/Init/Logic/and.ind#1/1
-
-The two parts of the conjunction can be proved in the same way. So we
-can make a Cut:
-
-!C:Ensemble{U:=V}.!D:Ensemble{U:=V}.
- (Included{U:=V} (Union{U:=V} C D) (Union{U:=V} D C))
+++ /dev/null
-
-!n:nat.(eq nat n n)
-
-!n:nat.!m:nat.(eq nat n m)->(eq nat m n)
-
-!n:nat.!m:nat.!p:nat.(eq nat n p)->(eq nat p m)->(eq nat n m)
-
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <!-- These are the only settings that are likely to be changed by the user -->
- <section name="users_settings">
- <!-- The directory where the current proof and environment are stored -->
- <key name="per_user_work_directory">/home/sacerdot/helm/local_stuff</key>
-
- <!-- The URL of the host of the Getter and UWOBO -->
- <key name="daemons_host">http://mowgli.cs.unibo.it</key>
- </section>
-
- <!-- From now on it is unlikely that something needs to be changed -->
- <section name="db">
- <key name="host">mowgli.cs.unibo.it</key>
- <key name="user">helm</key>
- <key name="database">mowgli</key>
- </section>
- <section name="mathql_interpreter">
- <key name="db_map">mathql_db_map.txt</key>
- <section name="mysql_connection">
- <key name="host">mowgli.cs.unibo.it</key>
- <key name="database">mowgli</key>
- <!-- <key name="port"></key> -->
- <!-- <key name="password"></key> -->
- <key name="user">helm</key>
- </section>
- <key name="postgresql_connection_string">dbname=mowgli host=mowgli.cs.unibo.it user=helm</key>
- <!-- flags is a string of the following characters: -->
- <!-- "P", "Q", "R", "S", "T", "W" -->
- <!-- P selects the PostgreSQL database -->
- <!-- The default database is MySQL -->
- <!-- Q logs the low-level queries (in SQL) -->
- <!-- R logs the result of the executed queries (in MathQL) -->
- <!-- S logs the source of the executed queries (in MathQL) -->
- <!-- T logs statistical information (query execution times) -->
- <!-- W logs some warnings (for mathql experts only) -->
- <!-- By default the above information is not logged -->
- <key name="flags"></key>
- </section>
- <section name="local_library">
- <key name="dir">$(users_settings.per_user_work_directory)/objects</key>
- <key name="url">$(local_library.dir)</key>
- </section>
- <section name="getter">
- <key name="mode">remote</key>
- <key name="url">$(users_settings.daemons_host):58081/</key>
- </section>
- <section name="gtoplevel">
- <key name="constant_type_file">$(users_settings.per_user_work_directory)/constanttype</key>
- <key name="environment_file">$(users_settings.per_user_work_directory)/environment</key>
- <key name="inner_types_file">$(users_settings.per_user_work_directory)/innertypes</key>
- <key name="proof_file">$(users_settings.per_user_work_directory)/currentproof</key>
- <key name="proof_file_type">$(users_settings.per_user_work_directory)/currentprooftype</key>
- </section>
- <section name="uwobo">
- <key name="url">$(users_settings.daemons_host):58080/</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2000-2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 06/01/2002 *)
-(* *)
-(* *)
-(*****************************************************************************)
-
-let debug_level = ref 1
-let debug_print ?(level = 1) s = if !debug_level >= level then prerr_endline s
-let error s = prerr_endline ("E: " ^ s)
-let warning s = prerr_endline ("W: " ^ s)
-
-open Printf
-
-module MQI = MQueryInterpreter
-module MQIC = MQIConn
-module MQGT = MQGTypes
-module MQGU = MQGUtil
-module MQG = MQueryGenerator
-
-(* first of all let's initialize the Helm_registry *)
-let _ =
- let configuration_file = "gTopLevel.conf.xml" in
- if not (Sys.file_exists configuration_file) then begin
- eprintf "E: Can't find configuration file '%s'\n" configuration_file;
- exit 2
- end;
- Helm_registry.load_from configuration_file
-;;
-
-(* GLOBAL CONSTANTS *)
-
-let mqi_handle = MQIC.init_if_connected ()
-
-let dbd =
- Mysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database")
- ()
-
-let restore_environment_on_boot = true ;;
-let notify_hbugs_on_goal_change = false ;;
-
-let auto_disambiguation = ref true ;;
-
-(* GLOBAL REFERENCES (USED BY CALLBACKS) *)
-
-let check_term = ref (fun _ _ _ -> assert false);;
-
-exception RenderingWindowsNotInitialized;;
-
-let set_rendering_window,rendering_window =
- let rendering_window_ref = ref None in
- (function rw -> rendering_window_ref := Some rw),
- (function () ->
- match !rendering_window_ref with
- None -> raise RenderingWindowsNotInitialized
- | Some rw -> rw
- )
-;;
-
-exception SettingsWindowsNotInitialized;;
-
-let set_settings_window,settings_window =
- let settings_window_ref = ref None in
- (function rw -> settings_window_ref := Some rw),
- (function () ->
- match !settings_window_ref with
- None -> raise SettingsWindowsNotInitialized
- | Some rw -> rw
- )
-;;
-
-exception QedSetSensitiveNotInitialized;;
-let qed_set_sensitive =
- ref (function _ -> raise QedSetSensitiveNotInitialized)
-;;
-
-exception SaveSetSensitiveNotInitialized;;
-let save_set_sensitive =
- ref (function _ -> raise SaveSetSensitiveNotInitialized)
-;;
-
-(* COMMAND LINE OPTIONS *)
-
-let usedb = ref true
-
-let argspec =
- [
- "-nodb", Arg.Clear usedb, "disable use of MathQL DB"
- ]
-in
-Arg.parse argspec ignore ""
-
-(* UTILITY FUNCTIONS TO DISAMBIGUATE AN URI *)
-
-(* Check window *)
-
-let check_window uris =
- let window =
- GWindow.window
- ~width:800 ~modal:true ~title:"Check" ~border_width:2 () in
- let notebook =
- GPack.notebook ~scrollable:true ~packing:window#add () in
- window#show () ;
- let render_terms =
- List.map
- (function uri ->
- let scrolled_window =
- GBin.scrolled_window ~border_width:10
- ~packing:
- (notebook#append_page ~tab_label:((GMisc.label ~text:uri ())#coerce))
- ()
- in
- lazy
- (let mmlwidget =
- TermViewer.sequent_viewer
- ~mml_of_cic_sequent:ApplyTransformation.mml_of_cic_sequent
- ~packing:scrolled_window#add ~width:400 ~height:280 () in
- let expr =
- let term = CicUtil.term_of_uri uri in
- (Cic.Cast (term, fst(CicTypeChecker.type_of_aux' [] [] term
- CicUniv.empty_ugraph )))
- in
- try
- mmlwidget#load_sequent [] (111,[],expr)
- with
- e ->
- HelmLogger.log (`Error (`T (Printexc.to_string e)))
- )
- ) uris
- in
- ignore
- (notebook#connect#switch_page
- (function i ->
- Lazy.force (List.nth render_terms i)))
-;;
-
-exception NoChoice;;
-
-let interactive_user_uri_choice
- ~(selection_mode:[ `SINGLE | `MULTIPLE ])
- ?(ok="Ok") ?(enable_button_for_non_vars=false) ~title ~msg uris
-=
- let only_constant_choices =
- lazy
- (List.filter
- (fun uri -> not (String.sub uri (String.length uri - 4) 4 = ".var"))
- uris)
- in
- if selection_mode <> `SINGLE && !auto_disambiguation then
- Lazy.force only_constant_choices
- else begin
- let choices = ref [] in
- let chosen = ref false in
- let use_only_constants = ref false in
- let window =
- GWindow.dialog ~modal:true ~title ~width:600 () in
- let lMessage =
- GMisc.label ~text:msg
- ~packing:(window#vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10
- ~packing:(window#vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let clist =
- let expected_height = 18 * List.length uris in
- let height = if expected_height > 400 then 400 else expected_height in
- GList.clist ~columns:1 ~packing:scrolled_window#add
- ~height ~selection_mode:(selection_mode :> Gtk.Tags.selection_mode) () in
- let _ = List.map (function x -> clist#append [x]) uris in
- let hbox2 =
- GPack.hbox ~border_width:0
- ~packing:(window#vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let explain_label =
- GMisc.label ~text:"None of the above. Try this one:"
- ~packing:(hbox2#pack ~expand:false ~fill:false ~padding:5) () in
- let manual_input =
- GEdit.entry ~editable:true
- ~packing:(hbox2#pack ~expand:true ~fill:true ~padding:5) () in
- let hbox =
- GPack.hbox ~border_width:0 ~packing:window#action_area#add () in
- let okb =
- GButton.button ~label:ok
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = okb#misc#set_sensitive false in
- let nonvarsb =
- GButton.button
- ~packing:
- (function w ->
- if enable_button_for_non_vars then
- hbox#pack ~expand:false ~fill:false ~padding:5 w)
- ~label:"Try constants only" () in
- let autob =
- GButton.button
- ~packing:
- (fun w ->
- if enable_button_for_non_vars then
- hbox#pack ~expand:false ~fill:false ~padding:5 w)
- ~label:"Auto" () in
- let checkb =
- GButton.button ~label:"Check"
- ~packing:(hbox#pack ~padding:5) () in
- let _ = checkb#misc#set_sensitive false in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- (* actions *)
- let check_callback () =
- assert (List.length !choices > 0) ;
- check_window !choices
- in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked (function () -> chosen := true ; window#destroy ())) ;
- ignore
- (nonvarsb#connect#clicked
- (function () ->
- use_only_constants := true ;
- chosen := true ;
- window#destroy ()
- )) ;
- ignore (autob#connect#clicked (fun () ->
- auto_disambiguation := true;
- (rendering_window ())#set_auto_disambiguation true;
- use_only_constants := true ;
- chosen := true;
- window#destroy ()));
- ignore (checkb#connect#clicked check_callback) ;
- ignore
- (clist#connect#select_row
- (fun ~row ~column ~event ->
- checkb#misc#set_sensitive true ;
- okb#misc#set_sensitive true ;
- choices := (List.nth uris row)::!choices)) ;
- ignore
- (clist#connect#unselect_row
- (fun ~row ~column ~event ->
- choices :=
- List.filter (function uri -> uri != (List.nth uris row)) !choices)) ;
- ignore
- (manual_input#connect#changed
- (fun _ ->
- if manual_input#text = "" then
- begin
- choices := [] ;
- checkb#misc#set_sensitive false ;
- okb#misc#set_sensitive false ;
- clist#misc#set_sensitive true
- end
- else
- begin
- choices := [manual_input#text] ;
- clist#unselect_all () ;
- checkb#misc#set_sensitive true ;
- okb#misc#set_sensitive true ;
- clist#misc#set_sensitive false
- end));
- window#set_position `CENTER ;
- window#show () ;
- GtkThread.main ();
- if !chosen then
- if !use_only_constants then
- Lazy.force only_constant_choices
- else
- if List.length !choices > 0 then !choices else raise NoChoice
- else
- raise NoChoice
- end
-;;
-
-let interactive_interpretation_choice interpretations =
- let chosen = ref None in
- let window =
- GWindow.window
- ~modal:true ~title:"Ambiguous well-typed input." ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let lMessage =
- GMisc.label
- ~text:
- ("Ambiguous input since there are many well-typed interpretations." ^
- " Please, choose one of them.")
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let notebook =
- GPack.notebook ~scrollable:true
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let _ =
- List.map
- (function interpretation ->
- let clist =
- let expected_height = 18 * List.length interpretation in
- let height = if expected_height > 400 then 400 else expected_height in
- GList.clist ~columns:2 ~packing:notebook#append_page ~height
- ~titles:["id" ; "URI"] ()
- in
- ignore
- (List.map
- (function (id,uri) ->
- let n = clist#append [id;uri] in
- clist#set_row ~selectable:false n
- ) interpretation
- ) ;
- clist#columns_autosize ()
- ) interpretations in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- (* actions *)
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked
- (function () -> chosen := Some notebook#current_page ; window#destroy ())) ;
- window#set_position `CENTER ;
- window#show () ;
- GtkThread.main ();
- match !chosen with
- None -> raise NoChoice
- | Some n -> [n]
-;;
-
-
-(* MISC FUNCTIONS *)
-
-let
- save_object_to_disk uri annobj ids_to_inner_sorts ids_to_inner_types pathname
-=
- let name =
- let struri = UriManager.string_of_uri uri in
- let idx = (String.rindex struri '/') + 1 in
- String.sub struri idx (String.length struri - idx)
- in
- let path = pathname ^ "/" ^ name in
- let xml, bodyxml =
- Cic2Xml.print_object uri ~ids_to_inner_sorts ~ask_dtd_to_the_getter:false
- annobj
- in
- let xmlinnertypes =
- Cic2Xml.print_inner_types uri ~ids_to_inner_sorts ~ids_to_inner_types
- ~ask_dtd_to_the_getter:false
- in
- (* innertypes *)
- let innertypesuri = UriManager.innertypesuri_of_uri uri in
- Xml.pp ~gzip:false xmlinnertypes (Some (path ^ ".types.xml")) ;
- Http_getter.register' innertypesuri
- (Helm_registry.get "local_library.url" ^
- Str.replace_first (Str.regexp "^cic:") ""
- (UriManager.string_of_uri innertypesuri) ^ ".xml"
- ) ;
- (* constant type / variable / mutual inductive types definition *)
- Xml.pp ~gzip:false xml (Some (path ^ ".xml")) ;
- Http_getter.register' uri
- (Helm_registry.get "local_library.url" ^
- Str.replace_first (Str.regexp "^cic:") ""
- (UriManager.string_of_uri uri) ^ ".xml"
- ) ;
- match bodyxml with
- None -> ()
- | Some bodyxml' ->
- (* constant body *)
- let bodyuri =
- match UriManager.bodyuri_of_uri uri with
- None -> assert false
- | Some bodyuri -> bodyuri
- in
- Xml.pp ~gzip:false bodyxml' (Some (path ^ ".body.xml")) ;
- Http_getter.register' bodyuri
- (Helm_registry.get "local_library.url" ^
- Str.replace_first (Str.regexp "^cic:") ""
- (UriManager.string_of_uri bodyuri) ^ ".xml"
- )
-;;
-
-
-(* CALLBACKS *)
-
-exception OpenConjecturesStillThere;;
-exception WrongProof;;
-
-let pathname_of_annuri uristring =
- Helm_registry.get "local_library.dir" ^
- Str.replace_first (Str.regexp "^cic:") "" uristring
-;;
-
-let make_dirs dirpath =
- ignore (Unix.system ("mkdir -p " ^ dirpath))
-;;
-
-let save_obj uri obj =
- let
- (acic,ids_to_terms,ids_to_father_ids,ids_to_inner_sorts,
- ids_to_inner_types,ids_to_conjectures,ids_to_hypotheses)
- =
- Cic2acic.acic_object_of_cic_object ~eta_fix:false obj
- in
- (* let's save the theorem and register it to the getter *)
- let pathname = pathname_of_annuri (UriManager.buri_of_uri uri) in
- make_dirs pathname ;
- save_object_to_disk uri acic ids_to_inner_sorts ids_to_inner_types
- pathname
-;;
-
-let qed () =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (uri,[],bo,ty) ->
- let uri = match uri with Some uri -> uri | _ -> assert false in
- (* we want to typecheck in the ENV *)
- prerr_endline "-------------> QED";
- let ty_bo,u =
- CicTypeChecker.type_of_aux' [] [] bo CicUniv.empty_ugraph in
- let b,u1 = CicReduction.are_convertible [] ty_bo ty u in
- if b then
- begin
- (*CSC: Wrong: [] is just plainly wrong *)
- let proof =
- Cic.Constant (UriManager.name_of_uri uri,Some bo,ty,[],[])
- in
- let (acic,ids_to_inner_types,ids_to_inner_sorts) =
- (rendering_window ())#output#load_proof proof
- in
- !qed_set_sensitive false ;
- (* let's save the theorem and register it to the getter *)
- let pathname =
- pathname_of_annuri (UriManager.buri_of_uri uri)
- in
- let list_of_universes =
- CicUnivUtils.universes_of_obj uri
- (Cic.Constant ("",None,ty,[],[]))
- in
- let u1_clean = CicUniv.clean_ugraph u1 list_of_universes in
- let u2 = CicUniv.fill_empty_nodes_with_uri u1_clean uri in
- (**********************************************
- TASSI: to uncomment whe universes will be ON
- ***********************************************)
- (*
- make_dirs pathname ;
- save_object_to_disk uri acic ids_to_inner_sorts
- ids_to_inner_types pathname;
- *)
- (* save the universe graph u2 *)
- (* add the object to the env *)
- CicEnvironment.add_type_checked_term uri ((
- Cic.Constant ((UriManager.name_of_uri uri),
- (Some bo),ty,[],[])),u2);
- (* FIXME: the variable list!! *)
- prerr_endline "-------------> FINE";
- end
- else
- raise WrongProof
- | _ -> raise OpenConjecturesStillThere
-;;
-
- (** save an unfinished proof on the filesystem *)
-let save_unfinished_proof () =
- let (xml, bodyxml) = ProofEngine.get_current_status_as_xml () in
- let proof_file_type = Helm_registry.get "gtoplevel.proof_file_type" in
- let proof_file = Helm_registry.get "gtoplevel.proof_file" in
- Xml.pp ~gzip:false xml (Some proof_file_type) ;
- HelmLogger.log
- (`Msg (`T ("Current proof type saved to " ^ proof_file_type))) ;
- Xml.pp ~gzip:false bodyxml (Some proof_file) ;
- HelmLogger.log
- (`Msg (`T ("Current proof body saved to " ^ proof_file)))
-;;
-
-(* Used to typecheck the loaded proofs *)
-let typecheck_loaded_proof metasenv bo ty =
- let module T = CicTypeChecker in
- ignore (
- List.fold_left
- (fun metasenv ((_,context,ty) as conj) ->
- ignore (T.type_of_aux' metasenv context ty CicUniv.empty_ugraph) ;
- metasenv @ [conj]
- ) [] metasenv) ;
- ignore (T.type_of_aux' metasenv [] ty CicUniv.empty_ugraph) ;
- ignore (T.type_of_aux' metasenv [] bo CicUniv.empty_ugraph)
-;;
-
-let decompose_uris_choice_callback uris =
-(* N.B.: in questo passaggio perdo l'informazione su exp_named_subst !!!! *)
- let module U = UriManager in
- List.map
- (function uri ->
- match CicUtil.term_of_uri uri with
- | Cic.MutInd (uri, typeno, _) -> (uri, typeno, [])
- | _ -> assert false)
- (interactive_user_uri_choice
- ~selection_mode:`MULTIPLE ~ok:"Ok" ~enable_button_for_non_vars:false
- ~title:"Decompose" ~msg:"Please, select the Inductive Types to decompose"
- (List.map
- (function (uri,typeno,_) ->
- U.string_of_uri uri ^ "#1/" ^ string_of_int (typeno+1)
- ) uris)
- )
-;;
-
-let mk_fresh_name_callback metasenv context name ~typ =
- let fresh_name =
- match FreshNamesGenerator.mk_fresh_name ~subst:[] metasenv context name ~typ with
- Cic.Name fresh_name -> fresh_name
- | Cic.Anonymous -> assert false
- in
- match
- GToolbox.input_string ~title:"Enter a fresh hypothesis name" ~text:fresh_name
- ("Enter a fresh name for the hypothesis " ^
- CicPp.pp typ
- (List.map (function None -> None | Some (n,_) -> Some n) context))
- with
- Some fresh_name' -> Cic.Name fresh_name'
- | None -> raise NoChoice
-;;
-
-let refresh_proof (output : TermViewer.proof_viewer) =
- try
- let uri,currentproof =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (uri,metasenv,bo,ty) ->
- ProofEngine.set_proof (Some (uri,metasenv,bo,ty)) ;
- if List.length metasenv = 0 then
- begin
- !qed_set_sensitive true ;
- Hbugs.clear ()
- end
- else
- Hbugs.notify () ;
- (*CSC: Wrong: [] is just plainly wrong *)
- let uri = match uri with Some uri -> uri | _ -> assert false in
- (uri,
- Cic.CurrentProof (UriManager.name_of_uri uri,metasenv,bo,ty,[],[]))
- in
- ignore (output#load_proof currentproof)
- with
- e ->
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (uri,metasenv,bo,ty) ->
- debug_print ("Offending proof: " ^
- CicPp.ppobj (Cic.CurrentProof ("questa",metasenv,bo,ty,[],[])));
- raise (InvokeTactics.RefreshProofException e)
-
-let set_proof_engine_goal g =
- ProofEngine.goal := g
-;;
-
-let refresh_goals ?(empty_notebook=true) notebook =
- try
- match !ProofEngine.goal with
- None ->
- if empty_notebook then
- begin
- notebook#remove_all_pages ~skip_switch_page_event:false ;
- notebook#set_empty_page
- end
- else
- notebook#proofw#unload
- | Some metano ->
- let metasenv =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (_,metasenv,_,_) -> metasenv
- in
- let currentsequent =
- List.find (function (m,_,_) -> m=metano) metasenv
- in
- let regenerate_notebook () =
- let skip_switch_page_event =
- match metasenv with
- (m,_,_)::_ when m = metano -> false
- | _ -> true
- in
- notebook#remove_all_pages ~skip_switch_page_event ;
- List.iter (function (m,_,_) -> notebook#add_page m) metasenv ;
- in
- if empty_notebook then
- begin
- regenerate_notebook () ;
- notebook#set_current_page
- ~may_skip_switch_page_event:false metano
- end
- else
- begin
- notebook#set_current_page
- ~may_skip_switch_page_event:true metano ;
- notebook#proofw#load_sequent metasenv currentsequent ;
- end
- with
- e ->
-let metano =
- match !ProofEngine.goal with
- None -> assert false
- | Some m -> m
-in
-let metasenv =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (_,metasenv,_,_) -> metasenv
-in
-try
- let currentsequent = List.find (function (m,_,_) -> m=metano) metasenv in
- debug_print
- ("Offending sequent: " ^ SequentPp.TextualPp.print_sequent currentsequent);
- raise (InvokeTactics.RefreshSequentException e)
-with Not_found ->
- debug_print ("Offending sequent " ^ string_of_int metano ^ " unknown.");
- raise (InvokeTactics.RefreshSequentException e)
-
-module InvokeTacticsCallbacks =
- struct
- let sequent_viewer () = (rendering_window ())#notebook#proofw
- let term_editor () = (rendering_window ())#inputt
- let scratch_window () = (rendering_window ())#scratch_window
-
- let refresh_proof () =
- let output = ((rendering_window ())#output : TermViewer.proof_viewer) in
- refresh_proof output
-
- let refresh_goals () =
- let notebook = (rendering_window ())#notebook in
- refresh_goals notebook
-
- let decompose_uris_choice_callback = decompose_uris_choice_callback
- let mk_fresh_name_callback = mk_fresh_name_callback
- let mqi_handle = mqi_handle
- let dbd = dbd
- end
-;;
-module InvokeTactics' = InvokeTactics.Make (InvokeTacticsCallbacks);;
-(*
-(* Just to initialize the Hbugs module *)
-module Ignore = Hbugs.Initialize (InvokeTactics');;
-Hbugs.set_describe_hint_callback (fun hint ->
- match hint with
- | Hbugs_types.Use_apply_Luke term -> check_window [term]
- | _ -> ())
-;;
-*)
-let dummy_uri = "/dummy.con"
-
- (** load an unfinished proof from filesystem *)
-let load_unfinished_proof () =
- let output = ((rendering_window ())#output : TermViewer.proof_viewer) in
- let notebook = (rendering_window ())#notebook in
- try
- match
- GToolbox.input_string ~title:"Load Unfinished Proof" ~text:dummy_uri
- "Choose an URI:"
- with
- None -> raise NoChoice
- | Some uri0 ->
- let uri = UriManager.uri_of_string ("cic:" ^ uri0) in
- let proof_file_type = Helm_registry.get "gtoplevel.proof_file_type" in
- let proof_file = Helm_registry.get "gtoplevel.proof_file" in
- match CicParser.obj_of_xml proof_file_type (Some proof_file) with
- Cic.CurrentProof (_,metasenv,bo,ty,_,_) ->
- typecheck_loaded_proof metasenv bo ty ;
- ProofEngine.set_proof (Some (Some uri, metasenv, bo, ty));
- refresh_proof output ;
- set_proof_engine_goal
- (match metasenv with
- [] -> None
- | (metano,_,_)::_ -> Some metano
- ) ;
- refresh_goals notebook ;
- HelmLogger.log
- (`Msg (`T ("Current proof type loaded from " ^ proof_file_type)));
- HelmLogger.log
- (`Msg (`T ("Current proof body loaded from " ^ proof_file))) ;
- !save_set_sensitive true;
- | _ -> assert false
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "proof: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let clear_aliases () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- inputt#environment :=
- DisambiguatingParser.EnvironmentP3.of_string
- DisambiguatingParser.EnvironmentP3.empty
-;;
-
-let edit_aliases () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- let disambiguation_env = inputt#environment in
- let chosen_aliases = ref None in
- let window =
- GWindow.window
- ~width:400 ~modal:true ~title:"Edit Aliases..." ~border_width:2 () in
- let vbox =
- GPack.vbox ~border_width:0 ~packing:window#add () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let input = GText.view ~editable:true ~width:400 ~height:100
- ~packing:scrolled_window#add () in
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let clearb =
- GButton.button ~label:"Clear"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Cancel"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore (clearb#connect#clicked (fun () ->
- input#buffer#set_text DisambiguatingParser.EnvironmentP3.empty)) ;
- ignore (okb#connect#clicked (fun () ->
- chosen_aliases := Some (input#buffer#get_text ());
- window#destroy ()));
- ignore
- (input#buffer#insert ~iter:(input#buffer#get_iter_at_char 0)
- (DisambiguatingParser.EnvironmentP3.to_string !disambiguation_env ^ "\n"));
- window#show () ;
- GtkThread.main ();
- match !chosen_aliases with
- | None -> ()
- | Some raw_aliases ->
- let new_disambiguation_env =
- (try
- DisambiguatingParser.EnvironmentP3.of_string raw_aliases
- with e ->
- HelmLogger.log
- (`Error (`T
- ("Error while parsing aliases: " ^ Printexc.to_string e)));
- !disambiguation_env)
- in
- disambiguation_env := new_disambiguation_env
-;;
-
-let proveit () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let notebook = (rendering_window ())#notebook in
- let output = (rendering_window ())#output in
- try
- output#make_sequent_of_selected_term ;
- refresh_proof output ;
- refresh_goals notebook
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "proof: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let focus () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let notebook = (rendering_window ())#notebook in
- let output = (rendering_window ())#output in
- try
- output#focus_sequent_of_selected_term ;
- refresh_goals notebook
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "proof: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-exception NoPrevGoal;;
-exception NoNextGoal;;
-
-let setgoal metano =
- let module L = LogicalOperations in
- let module G = Gdome in
- let notebook = (rendering_window ())#notebook in
- let output = (rendering_window ())#output in
- let metasenv =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (_,metasenv,_,_) -> metasenv
- in
- try
- refresh_goals ~empty_notebook:false notebook
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let
- show_in_show_window_obj, show_in_show_window_uri, show_in_show_window_callback
-=
- let window =
- GWindow.window ~width:800 ~border_width:2 () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~packing:window#add () in
- let mmlwidget =
- GMathViewAux.single_selection_math_view
- ~packing:scrolled_window#add ~width:600 ~height:400 ()
- in
- let _ = window#event#connect#delete (fun _ -> window#misc#hide () ; true ) in
- let href = Gdome.domString "href" in
- let show_in_show_window_obj uri obj =
- try
- let mml,(_,(ids_to_terms,ids_to_father_ids,ids_to_conjectures,
- ids_to_hypotheses,_,_)) =
- ApplyTransformation.mml_of_cic_object obj
- in
- window#set_title (UriManager.string_of_uri uri) ;
- window#misc#hide () ; window#show () ;
- mmlwidget#load_root mml#get_documentElement ;
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
- in
- let show_in_show_window_uri uri =
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- show_in_show_window_obj uri obj
- in
- let show_in_show_window_callback mmlwidget ((n : Gdome.element option),_,_,_) =
- match n with
- None -> ()
- | Some n' ->
- if n'#hasAttributeNS ~namespaceURI:Misc.xlink_ns ~localName:href then
- let uri =
- (n'#getAttributeNS ~namespaceURI:Misc.xlink_ns ~localName:href)#to_string
- in
- show_in_show_window_uri (UriManager.uri_of_string uri)
- else
- ignore (mmlwidget#action_toggle n')
- in
- let _ =
- mmlwidget#connect#click (show_in_show_window_callback mmlwidget)
- in
- show_in_show_window_obj, show_in_show_window_uri,
- show_in_show_window_callback
-;;
-
-exception NoObjectsLocated;;
-
-let user_uri_choice ~title ~msg uris =
- let uri =
- match uris with
- [] -> raise NoObjectsLocated
- | [uri] -> uri
- | uris ->
- match
- interactive_user_uri_choice ~selection_mode:`SINGLE ~title ~msg uris
- with
- [uri] -> uri
- | _ -> assert false
- in
- String.sub uri 4 (String.length uri - 4)
-;;
-
-let locate_callback id =
- let uris = MetadataQuery.locate ~dbd id in
- HelmLogger.log (`Msg (`T ("Locate Query: " ^ id))) ;
- HelmLogger.log (`Msg (`T "Result:")) ;
- List.iter (fun uri -> HelmLogger.log (`Msg (`T uri))) uris;
- user_uri_choice ~title:"Ambiguous input."
- ~msg:(sprintf "Ambiguous input \"%s\". Please, choose one interpetation:" id)
- uris
-;;
-
-
-let input_or_locate_uri ~title =
- let uri = ref None in
- let window =
- GWindow.window
- ~width:400 ~modal:true ~title ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox1 =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Enter a valid URI:" ~packing:(hbox1#pack ~padding:5) () in
- let manual_input =
- GEdit.entry ~editable:true
- ~packing:(hbox1#pack ~expand:true ~fill:true ~padding:5) () in
- let checkb =
- GButton.button ~label:"Check"
- ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = checkb#misc#set_sensitive false in
- let hbox2 =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"You can also enter an indentifier to locate:"
- ~packing:(hbox2#pack ~padding:5) () in
- let locate_input =
- GEdit.entry ~editable:true
- ~packing:(hbox2#pack ~expand:true ~fill:true ~padding:5) () in
- let locateb =
- GButton.button ~label:"Locate"
- ~packing:(hbox2#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = locateb#misc#set_sensitive false in
- let hbox3 =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = okb#misc#set_sensitive false in
- let cancelb =
- GButton.button ~label:"Cancel"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) ()
- in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore
- (cancelb#connect#clicked (function () -> uri := None ; window#destroy ())) ;
- let check_callback () =
- let uri = "cic:" ^ manual_input#text in
- try
- ignore (Http_getter.resolve' (UriManager.uri_of_string uri)) ;
- HelmLogger.log (`Msg (`T "OK")) ;
- true
- with
- Http_getter_types.Key_not_found _ ->
- HelmLogger.log
- (`Error (`T ("URI " ^ uri ^
- " does not correspond to any object."))) ;
- false
- | UriManager.IllFormedUri _ ->
- HelmLogger.log
- (`Error (`T ("URI " ^ uri ^ " is not well-formed."))) ;
- false
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e))) ;
- false
- in
- ignore
- (okb#connect#clicked
- (function () ->
- if check_callback () then
- begin
- uri := Some manual_input#text ;
- window#destroy ()
- end
- )) ;
- ignore (checkb#connect#clicked (function () -> ignore (check_callback ()))) ;
- ignore
- (manual_input#connect#changed
- (fun _ ->
- if manual_input#text = "" then
- begin
- checkb#misc#set_sensitive false ;
- okb#misc#set_sensitive false
- end
- else
- begin
- checkb#misc#set_sensitive true ;
- okb#misc#set_sensitive true
- end));
- ignore
- (locate_input#connect#changed
- (fun _ -> locateb#misc#set_sensitive (locate_input#text <> ""))) ;
- ignore
- (locateb#connect#clicked
- (function () ->
- let id = locate_input#text in
- manual_input#set_text (locate_callback id) ;
- locate_input#delete_text 0 (String.length id)
- )) ;
- window#show () ;
- GtkThread.main ();
- match !uri with
- None -> raise NoChoice
- | Some uri -> UriManager.uri_of_string ("cic:" ^ uri)
-;;
-
-exception AmbiguousInput;;
-
-(* A WIDGET TO ENTER CIC TERMS *)
-
-module DisambiguateCallbacks =
- struct
- let interactive_user_uri_choice =
- fun ~selection_mode ?ok ?enable_button_for_non_vars ~title ~msg ~id ->
- interactive_user_uri_choice ~selection_mode ?ok
- ?enable_button_for_non_vars ~title ~msg
- let interactive_interpretation_choice = interactive_interpretation_choice
- let input_or_locate_uri ~title ?id () = input_or_locate_uri ~title
- end
-;;
-
-module TermEditor' = ChosenTermEditor.Make (DisambiguateCallbacks);;
-
-(* OTHER FUNCTIONS *)
-
-let locate () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- try
- match
- GToolbox.input_string ~title:"Locate" "Enter an identifier to locate:"
- with
- None -> raise NoChoice
- | Some input ->
- let uri = locate_callback input in
- inputt#set_term uri
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-
-exception UriAlreadyInUse;;
-exception NotAUriToAConstant;;
-
-let new_inductive () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- let output = ((rendering_window ())#output : TermViewer.proof_viewer) in
- let notebook = (rendering_window ())#notebook in
-
- let chosen = ref false in
- let inductive = ref true in
- let paramsno = ref 0 in
- let get_uri = ref (function _ -> assert false) in
- let get_base_uri = ref (function _ -> assert false) in
- let get_names = ref (function _ -> assert false) in
- let get_types_and_cons = ref (function _ -> assert false) in
- let get_context_and_subst = ref (function _ -> assert false) in
- let window =
- GWindow.window
- ~width:600 ~modal:true ~position:`CENTER
- ~title:"New Block of Mutual (Co)Inductive Definitions"
- ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Enter the URI for the new block:"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let uri_entry =
- GEdit.entry ~editable:true
- ~packing:(hbox#pack ~expand:true ~fill:true ~padding:5) () in
- let hbox0 =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label
- ~text:
- "Enter the number of left parameters in every arity and constructor type:"
- ~packing:(hbox0#pack ~expand:false ~fill:false ~padding:5) () in
- let paramsno_entry =
- GEdit.entry ~editable:true ~text:"0"
- ~packing:(hbox0#pack ~expand:true ~fill:true ~padding:5) () in
- let hbox1 =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Are the definitions inductive or coinductive?"
- ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let inductiveb =
- GButton.radio_button ~label:"Inductive"
- ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let coinductiveb =
- GButton.radio_button ~label:"Coinductive"
- ~group:inductiveb#group
- ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox2 =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Enter the list of the names of the types:"
- ~packing:(hbox2#pack ~expand:false ~fill:false ~padding:5) () in
- let names_entry =
- GEdit.entry ~editable:true
- ~packing:(hbox2#pack ~expand:true ~fill:true ~padding:5) () in
- let hboxn =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"> Next"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = okb#misc#set_sensitive true in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- (* First phase *)
- let rec phase1 () =
- ignore
- (okb#connect#clicked
- (function () ->
- try
- let uristr = "cic:" ^ uri_entry#text in
- let namesstr = names_entry#text in
- let paramsno' = int_of_string (paramsno_entry#text) in
- match Str.split (Str.regexp " +") namesstr with
- [] -> assert false
- | (he::tl) as names ->
- let uri = UriManager.uri_of_string (uristr ^ "/" ^ he ^ ".ind") in
- begin
- try
- ignore (Http_getter.resolve' uri) ;
- raise UriAlreadyInUse
- with Http_getter_types.Key_not_found _ ->
- get_uri := (function () -> uri) ;
- get_names := (function () -> names) ;
- inductive := inductiveb#active ;
- paramsno := paramsno' ;
- phase2 ()
- end
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
- ))
- (* Second phase *)
- and phase2 () =
- let type_widgets =
- List.map
- (function name ->
- let frame =
- GBin.frame ~label:name
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let vbox = GPack.vbox ~packing:frame#add () in
- let hbox = GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false) () in
- let _ =
- GMisc.label ~text:("Enter its type:")
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:5
- ~packing:(vbox#pack ~expand:true ~padding:0) () in
- let newinputt =
- TermEditor'.term_editor
- ~dbd
- ~width:400 ~height:20 ~packing:scrolled_window#add
- ~share_environment_with:inputt ()
- ~isnotempty_callback:
- (function b ->
- (*non_empty_type := b ;*)
- okb#misc#set_sensitive true) (*(b && uri_entry#text <> ""))*)
- in
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:("Enter the list of its constructors:")
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cons_names_entry =
- GEdit.entry ~editable:true
- ~packing:(hbox#pack ~expand:true ~fill:true ~padding:5) () in
- (newinputt,cons_names_entry)
- ) (!get_names ())
- in
- vbox#remove hboxn#coerce ;
- let hboxn =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"> Next"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked
- (function () ->
- try
- let names = !get_names () in
- let types_and_cons =
- List.map2
- (fun name (newinputt,cons_names_entry) ->
- let consnamesstr = cons_names_entry#text in
- let cons_names = Str.split (Str.regexp " +") consnamesstr in
- let metasenv,expr,ugraph =
- newinputt#get_metasenv_and_term ~context:[] ~metasenv:[]
- in
- match metasenv with
- [] -> expr,cons_names
- | _ -> raise AmbiguousInput
- ) names type_widgets
- in
- let uri = !get_uri () in
- let _ =
- (* Let's see if so far the definition is well-typed *)
- let params = [] in
- let paramsno = 0 in
- (* To test if the arities of the inductive types are well *)
- (* typed, we check the inductive block definition where *)
- (* no constructor is given to each type. *)
- let tys =
- List.map2
- (fun name (ty,cons) -> (name, !inductive, ty, []))
- names types_and_cons
- in
- CicTypeChecker.typecheck_mutual_inductive_defs uri
- (tys,params,paramsno)
- in
- get_context_and_subst :=
- (function () ->
- let i = ref 0 in
- List.fold_left2
- (fun (context,subst) name (ty,_) ->
- let res =
- (Some (Cic.Name name, Cic.Decl ty))::context,
- (Cic.MutInd (uri,!i,[]))::subst
- in
- incr i ; res
- ) ([],[]) names types_and_cons) ;
- let types_and_cons' =
- List.map2
- (fun name (ty,cons) -> (name, !inductive, ty, phase3 name cons))
- names types_and_cons
- in
- get_types_and_cons := (function () -> types_and_cons') ;
- chosen := true ;
- window#destroy ()
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
- ))
- (* Third phase *)
- and phase3 name cons =
- let get_cons_types = ref (function () -> assert false) in
- let window2 =
- GWindow.window
- ~width:600 ~modal:true ~position:`CENTER
- ~title:(name ^ " Constructors")
- ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window2#add () in
- let cons_type_widgets =
- List.map
- (function consname ->
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:("Enter the type of " ^ consname ^ ":")
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:5
- ~packing:(vbox#pack ~expand:true ~padding:0) () in
- let newinputt =
- TermEditor'.term_editor
- ~dbd
- ~width:400 ~height:20 ~packing:scrolled_window#add
- ~share_environment_with:inputt ()
- ~isnotempty_callback:
- (function b ->
- (* (*non_empty_type := b ;*)
- okb#misc#set_sensitive true) (*(b && uri_entry#text <> ""))*) *)())
- in
- newinputt
- ) cons in
- let hboxn =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"> Next"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = okb#misc#set_sensitive true in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hboxn#pack ~expand:false ~fill:false ~padding:5) () in
- ignore (window2#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window2#destroy) ;
- ignore
- (okb#connect#clicked
- (function () ->
- try
- chosen := true ;
- let context,subst= !get_context_and_subst () in
- let cons_types =
- List.map2
- (fun name inputt ->
- let metasenv,expr,ugraph =
- inputt#get_metasenv_and_term ~context ~metasenv:[]
- in
- match metasenv with
- [] ->
- let undebrujined_expr =
- List.fold_left
- (fun expr t -> CicSubstitution.subst t expr) expr subst
- in
- name, undebrujined_expr
- | _ -> raise AmbiguousInput
- ) cons cons_type_widgets
- in
- get_cons_types := (function () -> cons_types) ;
- window2#destroy ()
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
- )) ;
- window2#show () ;
- GtkThread.main ();
- let okb_pressed = !chosen in
- chosen := false ;
- if (not okb_pressed) then
- begin
- window#destroy () ;
- assert false (* The control never reaches this point *)
- end
- else
- (!get_cons_types ())
- in
- phase1 () ;
- (* No more phases left or Abort pressed *)
- window#show () ;
- GtkThread.main ();
- window#destroy () ;
- if !chosen then
- try
- let uri = !get_uri () in
-(*CSC: Da finire *)
- let params = [] in
- let tys = !get_types_and_cons () in
- let obj = Cic.InductiveDefinition(tys,params,!paramsno,[]) in
- let u =
- begin
- try
- debug_print (CicPp.ppobj obj);
- CicTypeChecker.typecheck_mutual_inductive_defs uri
- (tys,params,!paramsno) CicUniv.empty_ugraph
- with
- e ->
- debug_print "Offending mutual (co)inductive type declaration:" ;
- debug_print (CicPp.ppobj obj) ;
- (* I think we should fail here! *)
- CicUniv.empty_ugraph
- end
- in
- (* We already know that obj is well-typed. We need to add it to the *)
- (* environment in order to compute the inner-types without having to *)
- (* debrujin it or having to modify lots of other functions to avoid *)
- (* asking the environment for the MUTINDs we are defining now. *)
-
- (* u should be cleaned before adding it to the env *)
- CicEnvironment.put_inductive_definition uri (obj,u) ;
- save_obj uri obj ;
- (* TASSI: FIXME we should save the cleaned u here *)
- show_in_show_window_obj uri obj
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let new_proof () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- let output = ((rendering_window ())#output : TermViewer.proof_viewer) in
- let notebook = (rendering_window ())#notebook in
-
- let chosen = ref false in
- let get_metasenv_and_term = ref (function _ -> assert false) in
- let get_uri = ref (function _ -> assert false) in
- let non_empty_type = ref false in
- let window =
- GWindow.window
- ~width:600 ~modal:true ~title:"New Proof or Definition"
- ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Enter the URI for the new theorem or definition:"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let uri_entry =
- GEdit.entry ~editable:true
- ~packing:(hbox#pack ~expand:true ~fill:true ~padding:5) () in
- uri_entry#set_text dummy_uri;
- uri_entry#select_region ~start:1 ~stop:(String.length dummy_uri);
- let hbox1 =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ =
- GMisc.label ~text:"Enter the theorem or definition type:"
- ~packing:(hbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:5
- ~packing:(vbox#pack ~expand:true ~padding:0) () in
- (* the content of the scrolled_window is moved below (see comment) *)
- let hbox =
- GPack.hbox ~border_width:0
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let _ = okb#misc#set_sensitive false in
- let cancelb =
- GButton.button ~label:"Cancel"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- (* moved here to have visibility of the ok button *)
- let newinputt =
- TermEditor'.term_editor
- ~dbd
- ~width:400 ~height:100 ~packing:scrolled_window#add
- ~share_environment_with:inputt ()
- ~isnotempty_callback:
- (function b ->
- non_empty_type := b ;
- okb#misc#set_sensitive (b && uri_entry#text <> ""))
- in
- let _ =
- newinputt#set_term inputt#get_as_string ;
- inputt#reset in
- let _ =
- uri_entry#connect#changed
- (function () ->
- okb#misc#set_sensitive (!non_empty_type && uri_entry#text <> ""))
- in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked
- (function () ->
- chosen := true ;
- try
- let metasenv,parsed,ugraph = newinputt#get_metasenv_and_term [] [] in
- let uristr = "cic:" ^ uri_entry#text in
- let uri = UriManager.uri_of_string uristr in
- if String.sub uristr (String.length uristr - 4) 4 <> ".con" then
- raise NotAUriToAConstant
- else
- begin
- try
- ignore (Http_getter.resolve' uri) ;
- raise UriAlreadyInUse
- with Http_getter_types.Key_not_found _ ->
- get_metasenv_and_term := (function () -> metasenv,parsed) ;
- get_uri := (function () -> uri) ;
- window#destroy ()
- end
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
- )) ;
- window#show () ;
- GtkThread.main ();
- if !chosen then
- try
- let metasenv,expr = !get_metasenv_and_term () in
- let _ = CicTypeChecker.type_of_aux' metasenv [] expr in
- ProofEngine.set_proof
- (Some (Some (!get_uri ()), (1,[],expr)::metasenv, Cic.Meta (1,[]), expr));
- set_proof_engine_goal (Some 1) ;
- refresh_goals notebook ;
- refresh_proof output ;
- !save_set_sensitive true ;
- inputt#reset ;
- ProofEngine.intros ~mk_fresh_name_callback () ;
- refresh_goals notebook ;
- refresh_proof output
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "proof: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let check_term_in_scratch scratch_window metasenv context expr =
- try
- let ty,ugraph =
- CicTypeChecker.type_of_aux' metasenv context expr CicUniv.empty_ugraph
- in
- let expr = Cic.Cast (expr,ty) in
- scratch_window#show () ;
- scratch_window#set_term expr ;
- scratch_window#set_context context ;
- scratch_window#set_metasenv metasenv ;
- scratch_window#sequent_viewer#load_sequent metasenv (111,context,expr)
- with
- e ->
- print_endline ("? " ^ CicPp.ppterm expr) ;
- raise e
-;;
-
-let check scratch_window () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- let metasenv =
- match ProofEngine.get_proof () with
- None -> []
- | Some (_,metasenv,_,_) -> metasenv
- in
- let context =
- match !ProofEngine.goal with
- None -> []
- | Some metano ->
- let (_,canonical_context,_) =
- List.find (function (m,_,_) -> m=metano) metasenv
- in
- canonical_context
- in
- try
- let metasenv',expr,ugraph =
- inputt#get_metasenv_and_term context metasenv
- in
- check_term_in_scratch scratch_window metasenv' context expr
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let show () =
- try
- show_in_show_window_uri (input_or_locate_uri ~title:"Show")
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-exception NotADefinition;;
-
-let open_ () =
- let output = ((rendering_window ())#output : TermViewer.proof_viewer) in
- let notebook = (rendering_window ())#notebook in
- try
- let uri = input_or_locate_uri ~title:"Open" in
- ignore(CicTypeChecker.typecheck uri CicUniv.empty_ugraph);
- (* TASSI: typecheck mette la uri nell'env... cosa fa la open_ ?*)
- let metasenv,bo,ty =
- match fst(CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri ) with
- Cic.Constant (_,Some bo,ty,_,_) -> [],bo,ty
- | Cic.CurrentProof (_,metasenv,bo,ty,_,_) -> metasenv,bo,ty
- | Cic.Constant _
- | Cic.Variable _
- | Cic.InductiveDefinition _ -> raise NotADefinition
- in
- ProofEngine.set_proof (Some (Some uri, metasenv, bo, ty)) ;
- set_proof_engine_goal None ;
- refresh_goals notebook ;
- refresh_proof output ;
- !save_set_sensitive true
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "sequent: " ^ Printexc.to_string e)))
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("Exception raised during the refresh of the " ^
- "proof: " ^ Printexc.to_string e)))
- | e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let show_query_results results =
- let window =
- GWindow.window
- ~modal:false ~title:"Query results." ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:"Click on a URI to show that object"
- ~packing:hbox#add () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height:400 ~width:600
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let clist = GList.clist ~columns:1 ~packing:scrolled_window#add () in
- ignore
- (List.map
- (function (uri,_) ->
- let n =
- clist#append [uri]
- in
- clist#set_row ~selectable:false n
- ) results
- ) ;
- clist#columns_autosize () ;
- ignore
- (clist#connect#select_row
- (fun ~row ~column ~event ->
- let (uristr,_) = List.nth results row in
- match CicUtil.term_of_uri uristr with
- | Cic.Const (uri, _)
- | Cic.Var (uri, _)
- | Cic.MutInd (uri, _, _)
- | Cic.MutConstruct (uri, _, _, _) ->
- show_in_show_window_uri uri
- | _ -> assert false
- )
- ) ;
- window#show ()
-;;
-
-let refine_constraints (must_obj,must_rel,must_sort) =
- let chosen = ref false in
- let use_only = ref false in
- let window =
- GWindow.window
- ~modal:true ~title:"Constraints refinement."
- ~width:800 ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text: "\"Only\" constraints can be enforced or not."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let onlyb =
- GButton.toggle_button ~label:"Enforce \"only\" constraints"
- ~active:false ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) ()
- in
- ignore
- (onlyb#connect#toggled (function () -> use_only := onlyb#active)) ;
- (* Notebook for the constraints choice *)
- let notebook =
- GPack.notebook ~scrollable:true
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- (* Rel constraints *)
- let label =
- GMisc.label
- ~text: "Constraints on Rels" () in
- let vbox' =
- GPack.vbox ~packing:(notebook#append_page ~tab_label:label#coerce)
- () in
- let hbox =
- GPack.hbox ~packing:(vbox'#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text: "You can now specify the constraints on Rels."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let expected_height = 25 * (List.length must_rel + 2) in
- let height = if expected_height > 400 then 400 else expected_height in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height ~width:600
- ~packing:(vbox'#pack ~expand:true ~fill:true ~padding:5) () in
- let scrolled_vbox = GPack.vbox ~packing:scrolled_window#add_with_viewport () in
- let mk_depth_button (hbox:GPack.box) d =
- let mutable_ref = ref (Some d) in
- let depthb =
- GButton.toggle_button
- ~label:("depth = " ^ string_of_int d)
- ~active:true
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) ()
- in
- ignore
- (depthb#connect#toggled
- (function () ->
- let sel_depth = if depthb#active then Some d else None in
- mutable_ref := sel_depth
- )) ; mutable_ref
- in
- let rel_constraints =
- List.map
- (function p ->
- let hbox =
- GPack.hbox
- ~packing:(scrolled_vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:(MQGU.text_of_position (p:>MQGT.full_position))
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- match p with
- | `MainHypothesis None
- | `MainConclusion None -> p, ref None
- | `MainHypothesis (Some depth')
- | `MainConclusion (Some depth') -> p, mk_depth_button hbox depth'
- ) must_rel in
- (* Sort constraints *)
- let label =
- GMisc.label
- ~text: "Constraints on Sorts" () in
- let vbox' =
- GPack.vbox ~packing:(notebook#append_page ~tab_label:label#coerce)
- () in
- let hbox =
- GPack.hbox ~packing:(vbox'#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text: "You can now specify the constraints on Sorts."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let expected_height = 25 * (List.length must_sort + 2) in
- let height = if expected_height > 400 then 400 else expected_height in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height ~width:600
- ~packing:(vbox'#pack ~expand:true ~fill:true ~padding:5) () in
- let scrolled_vbox = GPack.vbox ~packing:scrolled_window#add_with_viewport () in
- let sort_constraints =
- List.map
- (function (p, sort) ->
- let hbox =
- GPack.hbox
- ~packing:(scrolled_vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:(MQGU.text_of_sort sort ^ " " ^ MQGU.text_of_position (p:>MQGT.full_position))
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- match p with
- | `MainHypothesis None
- | `MainConclusion None -> p, ref None, sort
- | `MainHypothesis (Some depth')
- | `MainConclusion (Some depth') -> p, mk_depth_button hbox depth', sort
- ) must_sort in
- (* Obj constraints *)
- let label =
- GMisc.label
- ~text: "Constraints on constants" () in
- let vbox' =
- GPack.vbox ~packing:(notebook#append_page ~tab_label:label#coerce)
- () in
- let hbox =
- GPack.hbox ~packing:(vbox'#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text: "You can now specify the constraints on constants."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let expected_height = 25 * (List.length must_obj + 2) in
- let height = if expected_height > 400 then 400 else expected_height in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height ~width:600
- ~packing:(vbox'#pack ~expand:true ~fill:true ~padding:5) () in
- let scrolled_vbox = GPack.vbox ~packing:scrolled_window#add_with_viewport () in
- let obj_constraints =
- List.map
- (function (p, uri) ->
- let hbox =
- GPack.hbox
- ~packing:(scrolled_vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:(uri ^ " " ^ (MQGU.text_of_position p))
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- match p with
- | `InBody
- | `InHypothesis
- | `InConclusion
- | `MainHypothesis None
- | `MainConclusion None -> p, ref None, uri
- | `MainHypothesis (Some depth')
- | `MainConclusion (Some depth') -> p, mk_depth_button hbox depth', uri
- ) must_obj in
- (* Confirm/abort buttons *)
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) ()
- in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked (function () -> chosen := true ; window#destroy ()));
- window#set_position `CENTER ;
- window#show () ;
- GtkThread.main ();
- if !chosen then
- let chosen_must_rel =
- List.map
- (function (position, ref_depth) -> MQGU.set_main_position position !ref_depth)
- rel_constraints
- in
- let chosen_must_sort =
- List.map
- (function (position, ref_depth, sort) ->
- MQGU.set_main_position position !ref_depth,sort)
- sort_constraints
- in
- let chosen_must_obj =
- List.map
- (function (position, ref_depth, uri) -> MQGU.set_full_position position !ref_depth, uri)
- obj_constraints
- in
- (chosen_must_obj,chosen_must_rel,chosen_must_sort),
- (if !use_only then
-(*CSC: ???????????????????????? I assume that must and only are the same... *)
- Some chosen_must_obj,Some chosen_must_rel,Some chosen_must_sort
- else
- None,None,None
- )
- else
- raise NoChoice
-;;
-
-let completeSearchPattern () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- try
- let metasenv,expr,ugraph =
- inputt#get_metasenv_and_term ~context:[] ~metasenv:[] in
- let must = CGSearchPattern.get_constraints expr in
- let must',only = refine_constraints must in
- let query =
- MQG.query_of_constraints (Some CGSearchPattern.universe) must' only
- in
- let results = MQI.execute mqi_handle query in
- show_query_results results
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let insertQuery () =
- try
- let chosen = ref None in
- let window =
- GWindow.window
- ~modal:true ~title:"Insert Query (Experts Only)" ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let label =
- GMisc.label ~text:"Insert Query. For Experts Only."
- ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height:400 ~width:600
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let input = GText.view ~editable:true
- ~packing:scrolled_window#add () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let loadb =
- GButton.button ~label:"Load from file..."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked
- (function () ->
- chosen := Some (input#buffer#get_text ()) ; window#destroy ())) ;
- ignore
- (loadb#connect#clicked
- (function () ->
- match
- GToolbox.select_file ~title:"Select Query File" ()
- with
- None -> ()
- | Some filename ->
- let inch = open_in filename in
- let rec read_file () =
- try
- let line = input_line inch in
- line ^ "\n" ^ read_file ()
- with
- End_of_file -> ""
- in
- let text = read_file () in
- input#buffer#delete input#buffer#start_iter input#buffer#end_iter ;
- ignore (input#buffer#insert text))) ;
- window#set_position `CENTER ;
- window#show () ;
- GtkThread.main ();
- match !chosen with
- None -> ()
- | Some q ->
- let results =
- MQI.execute mqi_handle (MQueryUtil.query_of_text (Lexing.from_string q))
- in
- show_query_results results
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let choose_must list_of_must only =
- let chosen = ref None in
- let user_constraints = ref [] in
- let window =
- GWindow.window
- ~modal:true ~title:"Query refinement." ~border_width:2 () in
- let vbox = GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:
- ("You can now specify the genericity of the query. " ^
- "The more generic the slower.")
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:
- "Suggestion: start with faster queries before moving to more generic ones."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let notebook =
- GPack.notebook ~scrollable:true
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let _ =
- let page = ref 0 in
- let last = List.length list_of_must in
- List.map
- (function must ->
- incr page ;
- let label =
- GMisc.label ~text:
- (if !page = 1 then "More generic" else
- if !page = last then "More precise" else " ") () in
- let expected_height = 25 * (List.length must + 2) in
- let height = if expected_height > 400 then 400 else expected_height in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height ~width:600
- ~packing:(notebook#append_page ~tab_label:label#coerce) () in
- let clist =
- GList.clist ~columns:2 ~packing:scrolled_window#add
- ~titles:["URI" ; "Position"] ()
- in
- ignore
- (List.map
- (function (position, uri) ->
- let n =
- clist#append
- [uri; MQGUtil.text_of_position position]
- in
- clist#set_row ~selectable:false n
- ) must
- ) ;
- clist#columns_autosize ()
- ) list_of_must in
- let _ =
- let label = GMisc.label ~text:"User provided" () in
- let vbox =
- GPack.vbox ~packing:(notebook#append_page ~tab_label:label#coerce) () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let lMessage =
- GMisc.label
- ~text:"Select the constraints that must be satisfied and press OK."
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let expected_height = 25 * (List.length only + 2) in
- let height = if expected_height > 400 then 400 else expected_height in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10 ~height ~width:600
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let clist =
- GList.clist ~columns:2 ~packing:scrolled_window#add
- ~selection_mode:`MULTIPLE
- ~titles:["URI" ; "Position"] ()
- in
- ignore
- (List.map
- (function (position, uri) ->
- let n =
- clist#append
- [uri; MQGUtil.text_of_position position]
- in
- clist#set_row ~selectable:true n
- ) only
- ) ;
- clist#columns_autosize () ;
- ignore
- (clist#connect#select_row
- (fun ~row ~column ~event ->
- user_constraints := (List.nth only row)::!user_constraints)) ;
- ignore
- (clist#connect#unselect_row
- (fun ~row ~column ~event ->
- user_constraints :=
- List.filter
- (function uri -> uri != (List.nth only row)) !user_constraints)) ;
- in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let okb =
- GButton.button ~label:"Ok"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let cancelb =
- GButton.button ~label:"Abort"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- (* actions *)
- ignore (window#connect#destroy GMain.Main.quit) ;
- ignore (cancelb#connect#clicked window#destroy) ;
- ignore
- (okb#connect#clicked
- (function () -> chosen := Some notebook#current_page ; window#destroy ())) ;
- window#set_position `CENTER ;
- window#show () ;
- GtkThread.main ();
- match !chosen with
- None -> raise NoChoice
- | Some n ->
- if n = List.length list_of_must then
- (* user provided constraints *)
- !user_constraints
- else
- List.nth list_of_must n
-;;
-
-let searchPattern () =
- let inputt = ((rendering_window ())#inputt : TermEditor.term_editor) in
- try
- let proof =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some proof -> proof
- in
- match !ProofEngine.goal with
- | None -> ()
- | Some metano ->
- let uris' = List.map fst (MetadataQuery.hint ~dbd (proof, metano)) in
- let uri' =
- user_uri_choice ~title:"Ambiguous input."
- ~msg: "Many lemmas can be successfully applied. Please, choose one:"
- uris'
- in
- inputt#set_term uri' ;
- InvokeTactics'.apply ()
- with
- e ->
- HelmLogger.log
- (`Error (`T (Printexc.to_string e)))
-;;
-
-let choose_selection mmlwidget (element : Gdome.element option) =
- let module G = Gdome in
- let rec aux element =
- if element#hasAttributeNS
- ~namespaceURI:Misc.helm_ns
- ~localName:(G.domString "xref")
- then
- mmlwidget#set_selection (Some element)
- else
- try
- match element#get_parentNode with
- None -> assert false
- (*CSC: OCAML DIVERGES!
- | Some p -> aux (new G.element_of_node p)
- *)
- | Some p -> aux (new Gdome.element_of_node p)
- with
- GdomeInit.DOMCastException _ ->
- debug_print
- "******* trying to select above the document root ********"
- in
- match element with
- Some x -> aux x
- | None -> mmlwidget#set_selection None
-;;
-
-(* STUFF TO BUILD THE GTK INTERFACE *)
-
-(* Stuff for the widget settings *)
-
-(*
-let export_to_postscript output =
- let lastdir = ref (Unix.getcwd ()) in
- function () ->
- match
- GToolbox.select_file ~title:"Export to PostScript"
- ~dir:lastdir ~filename:"screenshot.ps" ()
- with
- None -> ()
- | Some filename ->
- (output :> GMathView.math_view)#export_to_postscript
- ~filename:filename ();
-;;
-*)
-
-(*
-let activate_t1 output button_set_anti_aliasing
- button_set_transparency export_to_postscript_menu_item
- button_t1 ()
-=
- let is_set = button_t1#active in
- output#set_font_manager_type
- ~fm_type:(if is_set then `font_manager_t1 else `font_manager_gtk) ;
- if is_set then
- begin
- button_set_anti_aliasing#misc#set_sensitive true ;
- button_set_transparency#misc#set_sensitive true ;
- export_to_postscript_menu_item#misc#set_sensitive true ;
- end
- else
- begin
- button_set_anti_aliasing#misc#set_sensitive false ;
- button_set_transparency#misc#set_sensitive false ;
- export_to_postscript_menu_item#misc#set_sensitive false ;
- end
-;;
-
-let set_anti_aliasing output button_set_anti_aliasing () =
- output#set_anti_aliasing button_set_anti_aliasing#active
-;;
-
-let set_transparency output button_set_transparency () =
- output#set_transparency button_set_transparency#active
-;;
-*)
-
-let changefont output font_size_spinb () =
- output#set_font_size font_size_spinb#value_as_int
-;;
-
-let set_log_verbosity output log_verbosity_spinb () =
- output#set_log_verbosity log_verbosity_spinb#value_as_int
-;;
-
-class settings_window output sw
- export_to_postscript_menu_item selection_changed_callback
-=
- let settings_window = GWindow.window ~title:"GtkMathView settings" () in
- let vbox =
- GPack.vbox ~packing:settings_window#add () in
- let table =
- GPack.table
- ~rows:1 ~columns:3 ~homogeneous:false ~row_spacings:5 ~col_spacings:5
- ~border_width:5 ~packing:vbox#add () in
- let button_t1 =
- GButton.toggle_button ~label:"activate t1 fonts"
- ~packing:(table#attach ~left:0 ~top:0) () in
- let button_set_anti_aliasing =
- GButton.toggle_button ~label:"set_anti_aliasing"
- ~packing:(table#attach ~left:0 ~top:1) () in
- let button_set_transparency =
- GButton.toggle_button ~label:"set_transparency"
- ~packing:(table#attach ~left:2 ~top:1) () in
- let table =
- GPack.table
- ~rows:2 ~columns:2 ~homogeneous:false ~row_spacings:5 ~col_spacings:5
- ~border_width:5 ~packing:vbox#add () in
- let font_size_label =
- GMisc.label ~text:"font size:"
- ~packing:(table#attach ~left:0 ~top:0 ~expand:`NONE) () in
- let font_size_spinb =
- let sadj =
- GData.adjustment ~value:(float_of_int output#get_font_size)
- ~lower:5.0 ~upper:50.0 ~step_incr:1.0 ()
- in
- GEdit.spin_button
- ~adjustment:sadj ~packing:(table#attach ~left:1 ~top:0 ~fill:`NONE) () in
- let log_verbosity_label =
- GMisc.label ~text:"log verbosity:"
- ~packing:(table#attach ~left:0 ~top:1) () in
- let log_verbosity_spinb =
- let sadj =
- GData.adjustment ~value:0.0 ~lower:0.0 ~upper:3.0 ~step_incr:1.0 ()
- in
- GEdit.spin_button
- ~adjustment:sadj ~packing:(table#attach ~left:1 ~top:1) () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let closeb =
- GButton.button ~label:"Close"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
-object(self)
- method show = settings_window#show
- initializer
- button_set_anti_aliasing#misc#set_sensitive false ;
- button_set_transparency#misc#set_sensitive false ;
- (* Signals connection *)
- (*
- ignore(button_t1#connect#clicked
- (activate_t1 output button_set_anti_aliasing
- button_set_transparency export_to_postscript_menu_item button_t1)) ;
- *)
- ignore(font_size_spinb#connect#changed (changefont output font_size_spinb)) ;
- (*
- ignore(button_set_anti_aliasing#connect#toggled
- (set_anti_aliasing output button_set_anti_aliasing));
- ignore(button_set_transparency#connect#toggled
- (set_transparency output button_set_transparency)) ;
- *)
- ignore(log_verbosity_spinb#connect#changed
- (set_log_verbosity output log_verbosity_spinb)) ;
- ignore(closeb#connect#clicked settings_window#misc#hide)
-end;;
-
-(* Scratch window *)
-
-class scratch_window =
- let window =
- GWindow.window
- ~title:"MathML viewer"
- ~border_width:2 () in
- let vbox =
- GPack.vbox ~packing:window#add () in
- let hbox =
- GPack.hbox ~packing:(vbox#pack ~expand:false ~fill:false ~padding:5) () in
- let whdb =
- GButton.button ~label:"Whd"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let reduceb =
- GButton.button ~label:"Reduce"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let simplb =
- GButton.button ~label:"Simpl"
- ~packing:(hbox#pack ~expand:false ~fill:false ~padding:5) () in
- let scrolled_window =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox#pack ~expand:true ~padding:5) () in
- let sequent_viewer =
- TermViewer.sequent_viewer
- ~mml_of_cic_sequent:ApplyTransformation.mml_of_cic_sequent
- ~packing:(scrolled_window#add) ~width:400 ~height:280 () in
-object(self)
- val mutable term = Cic.Rel 1 (* dummy value *)
- val mutable context = ([] : Cic.context) (* dummy value *)
- val mutable metasenv = ([] : Cic.metasenv) (* dummy value *)
- method sequent_viewer = sequent_viewer
- method show () = window#misc#hide () ; window#show ()
- method term = term
- method set_term t = term <- t
- method context = context
- method set_context t = context <- t
- method metasenv = metasenv
- method set_metasenv t = metasenv <- t
- initializer
- ignore
- (sequent_viewer#connect#selection_changed (choose_selection sequent_viewer));
- ignore(window#event#connect#delete (fun _ -> window#misc#hide () ; true )) ;
- ignore(whdb#connect#clicked InvokeTactics'.whd_in_scratch) ;
- ignore(reduceb#connect#clicked InvokeTactics'.reduce_in_scratch) ;
- ignore(simplb#connect#clicked InvokeTactics'.simpl_in_scratch)
-end;;
-
-let open_contextual_menu_for_selected_terms mmlwidget infos =
- let button = GdkEvent.Button.button infos in
- let terms_selected = List.length mmlwidget#get_selections > 0 in
- if button = 3 then
- begin
- let time = GdkEvent.Button.time infos in
- let menu = GMenu.menu () in
- let f = new GMenu.factory menu in
- let whd_menu_item =
- f#add_item "Whd" ~key:GdkKeysyms._W ~callback:InvokeTactics'.whd in
- let reduce_menu_item =
- f#add_item "Reduce" ~key:GdkKeysyms._R ~callback:InvokeTactics'.reduce in
- let simpl_menu_item =
- f#add_item "Simpl" ~key:GdkKeysyms._S ~callback:InvokeTactics'.simpl in
- let _ = f#add_separator () in
- let generalize_menu_item =
- f#add_item "Generalize"
- ~key:GdkKeysyms._G ~callback:InvokeTactics'.generalize in
- let _ = f#add_separator () in
- let clear_menu_item =
- f#add_item "Clear" ~key:GdkKeysyms._C ~callback:InvokeTactics'.clear in
- let clearbody_menu_item =
- f#add_item "ClearBody"
- ~key:GdkKeysyms._B ~callback:InvokeTactics'.clearbody
- in
- whd_menu_item#misc#set_sensitive terms_selected ;
- reduce_menu_item#misc#set_sensitive terms_selected ;
- simpl_menu_item#misc#set_sensitive terms_selected ;
- generalize_menu_item#misc#set_sensitive terms_selected ;
- clear_menu_item#misc#set_sensitive terms_selected ;
- clearbody_menu_item#misc#set_sensitive terms_selected ;
- menu#popup ~button ~time
- end ;
- true
-;;
-
-class page () =
- let vbox1 = GPack.vbox () in
-object(self)
- val mutable proofw_ref = None
- val mutable compute_ref = None
- method proofw =
- Lazy.force self#compute ;
- match proofw_ref with
- None -> assert false
- | Some proofw -> proofw
- method content = vbox1
- method compute =
- match compute_ref with
- None -> assert false
- | Some compute -> compute
- initializer
- compute_ref <-
- Some (lazy (
- let scrolled_window1 =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox1#pack ~expand:true ~padding:5) () in
- let proofw =
- TermViewer.sequent_viewer
- ~mml_of_cic_sequent:ApplyTransformation.mml_of_cic_sequent
- ~width:400 ~height:275 ~packing:(scrolled_window1#add) () in
- let _ = proofw_ref <- Some proofw in
- let hbox3 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let ringb =
- GButton.button ~label:"Ring"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let fourierb =
- GButton.button ~label:"Fourier"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let reflexivityb =
- GButton.button ~label:"Reflexivity"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let symmetryb =
- GButton.button ~label:"Symmetry"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let assumptionb =
- GButton.button ~label:"Assumption"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let contradictionb =
- GButton.button ~label:"Contradiction"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let autob=
- GButton.button ~label:"Auto"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox4 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let existsb =
- GButton.button ~label:"Exists"
- ~packing:(hbox4#pack ~expand:false ~fill:false ~padding:5) () in
- let splitb =
- GButton.button ~label:"Split"
- ~packing:(hbox4#pack ~expand:false ~fill:false ~padding:5) () in
- let leftb =
- GButton.button ~label:"Left"
- ~packing:(hbox4#pack ~expand:false ~fill:false ~padding:5) () in
- let rightb =
- GButton.button ~label:"Right"
- ~packing:(hbox4#pack ~expand:false ~fill:false ~padding:5) () in
- let searchpatternb =
- GButton.button ~label:"SearchPattern_Apply"
- ~packing:(hbox4#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox5 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let exactb =
- GButton.button ~label:"Exact"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let introsb =
- GButton.button ~label:"Intros"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let applyb =
- GButton.button ~label:"Apply"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let elimintrossimplb =
- GButton.button ~label:"ElimIntrosSimpl"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let elimtypeb =
- GButton.button ~label:"ElimType"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let foldwhdb =
- GButton.button ~label:"Fold_whd"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let foldreduceb =
- GButton.button ~label:"Fold_reduce"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox6 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let foldsimplb =
- GButton.button ~label:"Fold_simpl"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let cutb =
- GButton.button ~label:"Cut"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let changeb =
- GButton.button ~label:"Change"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let letinb =
- GButton.button ~label:"Let ... In"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let rewritesimplb =
- GButton.button ~label:"RewriteSimpl ->"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let rewritebacksimplb =
- GButton.button ~label:"RewriteSimpl <-"
- ~packing:(hbox6#pack ~expand:false ~fill:false ~padding:5) () in
- let hbox7 =
- GPack.hbox ~packing:(vbox1#pack ~expand:false ~fill:false ~padding:5) () in
- let absurdb =
- GButton.button ~label:"Absurd"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let decomposeb =
- GButton.button ~label:"Decompose"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let transitivityb =
- GButton.button ~label:"Transitivity"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let replaceb =
- GButton.button ~label:"Replace"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let injectionb =
- GButton.button ~label:"Injection"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let discriminateb =
- GButton.button ~label:"Discriminate"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
-(* Zack: spostare in una toolbar
- let generalizeb =
- GButton.button ~label:"Generalize"
- ~packing:(hbox7#pack ~expand:false ~fill:false ~padding:5) () in
- let clearbodyb =
- GButton.button ~label:"ClearBody"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let clearb =
- GButton.button ~label:"Clear"
- ~packing:(hbox5#pack ~expand:false ~fill:false ~padding:5) () in
- let whdb =
- GButton.button ~label:"Whd"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let reduceb =
- GButton.button ~label:"Reduce"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
- let simplb =
- GButton.button ~label:"Simpl"
- ~packing:(hbox3#pack ~expand:false ~fill:false ~padding:5) () in
-*)
-
- ignore(exactb#connect#clicked InvokeTactics'.exact) ;
- ignore(applyb#connect#clicked InvokeTactics'.apply) ;
- ignore(elimintrossimplb#connect#clicked InvokeTactics'.elimintrossimpl) ;
- ignore(elimtypeb#connect#clicked InvokeTactics'.elimtype) ;
- ignore(foldwhdb#connect#clicked InvokeTactics'.fold_whd) ;
- ignore(foldreduceb#connect#clicked InvokeTactics'.fold_reduce) ;
- ignore(foldsimplb#connect#clicked InvokeTactics'.fold_simpl) ;
- ignore(cutb#connect#clicked InvokeTactics'.cut) ;
- ignore(changeb#connect#clicked InvokeTactics'.change) ;
- ignore(letinb#connect#clicked InvokeTactics'.letin) ;
- ignore(ringb#connect#clicked InvokeTactics'.ring) ;
- ignore(fourierb#connect#clicked InvokeTactics'.fourier) ;
- ignore(rewritesimplb#connect#clicked InvokeTactics'.rewritesimpl) ;
- ignore(rewritebacksimplb#connect#clicked InvokeTactics'.rewritebacksimpl) ;
- ignore(replaceb#connect#clicked InvokeTactics'.replace) ;
- ignore(reflexivityb#connect#clicked InvokeTactics'.reflexivity) ;
- ignore(symmetryb#connect#clicked InvokeTactics'.symmetry) ;
- ignore(transitivityb#connect#clicked InvokeTactics'.transitivity) ;
- ignore(existsb#connect#clicked InvokeTactics'.exists) ;
- ignore(splitb#connect#clicked InvokeTactics'.split) ;
- ignore(leftb#connect#clicked InvokeTactics'.left) ;
- ignore(rightb#connect#clicked InvokeTactics'.right) ;
- ignore(assumptionb#connect#clicked InvokeTactics'.assumption) ;
- ignore(absurdb#connect#clicked InvokeTactics'.absurd) ;
- ignore(contradictionb#connect#clicked InvokeTactics'.contradiction) ;
- ignore(introsb#connect#clicked InvokeTactics'.intros) ;
- ignore(decomposeb#connect#clicked InvokeTactics'.decompose) ;
- ignore(searchpatternb#connect#clicked searchPattern) ;
- ignore(injectionb#connect#clicked InvokeTactics'.injection) ;
- ignore(discriminateb#connect#clicked InvokeTactics'.discriminate) ;
- ignore(autob#connect#clicked InvokeTactics'.auto) ;
-(* Zack: spostare in una toolbar
- ignore(whdb#connect#clicked whd) ;
- ignore(reduceb#connect#clicked reduce) ;
- ignore(simplb#connect#clicked simpl) ;
- ignore(clearbodyb#connect#clicked clearbody) ;
- ignore(clearb#connect#clicked clear) ;
- ignore(generalizeb#connect#clicked generalize) ;
-*)
- ignore(proofw#connect#selection_changed (choose_selection proofw)) ;
- ignore
- ((new GObj.event_ops proofw#as_widget)#connect#button_press
- (open_contextual_menu_for_selected_terms proofw)) ;
- ))
-end
-;;
-
-class empty_page =
- let vbox1 = GPack.vbox () in
- let scrolled_window1 =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox1#pack ~expand:true ~padding:5) () in
- let proofw =
- TermViewer.sequent_viewer
- ~mml_of_cic_sequent:ApplyTransformation.mml_of_cic_sequent
- ~width:400 ~height:275 ~packing:(scrolled_window1#add) () in
-object(self)
- method proofw = (assert false : TermViewer.sequent_viewer)
- method content = vbox1
- method compute = (assert false : unit)
-end
-;;
-
-let empty_page = new empty_page;;
-
-class notebook =
-object(self)
- val notebook = GPack.notebook ()
- val pages = ref []
- val mutable skip_switch_page_event = false
- val mutable empty = true
- method notebook = notebook
- method add_page n =
- let new_page = new page () in
- empty <- false ;
- pages := !pages @ [n,lazy (setgoal n),new_page] ;
- notebook#append_page
- ~tab_label:((GMisc.label ~text:("?" ^ string_of_int n) ())#coerce)
- new_page#content#coerce
- method remove_all_pages ~skip_switch_page_event:skip =
- if empty then
- notebook#remove_page 0 (* let's remove the empty page *)
- else
- List.iter (function _ -> notebook#remove_page 0) !pages ;
- pages := [] ;
- skip_switch_page_event <- skip
- method set_current_page ~may_skip_switch_page_event n =
- let (_,_,page) = List.find (function (m,_,_) -> m=n) !pages in
- let new_page = notebook#page_num page#content#coerce in
- if may_skip_switch_page_event && new_page <> notebook#current_page then
- skip_switch_page_event <- true ;
- notebook#goto_page new_page
- method set_empty_page =
- empty <- true ;
- pages := [] ;
- notebook#append_page
- ~tab_label:((GMisc.label ~text:"No proof in progress" ())#coerce)
- empty_page#content#coerce
- method proofw =
- let (_,_,page) = List.nth !pages notebook#current_page in
- page#proofw
- initializer
- ignore
- (notebook#connect#switch_page
- (function i ->
- let skip = skip_switch_page_event in
- skip_switch_page_event <- false ;
- if not skip then
- try
- let (metano,setgoal,page) = List.nth !pages i in
- set_proof_engine_goal (Some metano) ;
- Lazy.force (page#compute) ;
- Lazy.force setgoal;
- if notify_hbugs_on_goal_change then
- Hbugs.notify ()
- with _ -> ()
- ))
-end
-;;
-
-let dump_environment () =
- try
- let oc = open_out (Helm_registry.get "gtoplevel.environment_file") in
- HelmLogger.log (`Msg (`T "Dumping environment ..."));
- CicEnvironment.dump_to_channel oc;
- HelmLogger.log (`Msg (`T "... done!")) ;
- close_out oc
- with exc ->
- HelmLogger.log
- (`Error (`T (Printf.sprintf "Dump failure, uncaught exception:%s"
- (Printexc.to_string exc))))
-;;
-let restore_environment () =
- try
- let ic = open_in (Helm_registry.get "gtoplevel.environment_file") in
- HelmLogger.log (`Msg (`T "Restoring environment ... "));
- CicEnvironment.restore_from_channel ic;
- HelmLogger.log (`Msg (`T "... done!"));
- close_in ic
- with exc ->
- HelmLogger.log
- (`Error (`T (Printf.sprintf "Restore failure, uncaught exception:%s"
- (Printexc.to_string exc))))
-;;
-
-(* Main window *)
-
-class rendering_window output (notebook : notebook) =
- let scratch_window = new scratch_window in
- let window =
- GWindow.window
- ~title:"gTopLevel - Helm's Proof Assistant"
- ~border_width:0 ~allow_shrink:false () in
- let vbox_for_menu = GPack.vbox ~packing:window#add () in
- (* menus *)
- let handle_box = GBin.handle_box ~border_width:2
- ~packing:(vbox_for_menu#pack ~padding:0) () in
- let menubar = GMenu.menu_bar ~packing:handle_box#add () in
- let factory0 = new GMenu.factory menubar in
- let accel_group = factory0#accel_group in
- (* file menu *)
- let file_menu = factory0#add_submenu "File" in
- let factory1 = new GMenu.factory file_menu ~accel_group in
- (* let export_to_postscript_menu_item = *)
- let _ =
- begin
- let _ =
- factory1#add_item "New Block of (Co)Inductive Definitions..."
- ~key:GdkKeysyms._B ~callback:new_inductive
- in
- let _ =
- factory1#add_item "New Proof or Definition..." ~key:GdkKeysyms._N
- ~callback:new_proof
- in
- let reopen_menu_item =
- factory1#add_item "Reopen a Finished Proof..." ~key:GdkKeysyms._R
- ~callback:open_
- in
- let qed_menu_item =
- factory1#add_item "Qed" ~key:GdkKeysyms._E ~callback:qed in
- ignore (factory1#add_separator ()) ;
- ignore
- (factory1#add_item "Load Unfinished Proof..." ~key:GdkKeysyms._L
- ~callback:load_unfinished_proof) ;
- let save_menu_item =
- factory1#add_item "Save Unfinished Proof" ~key:GdkKeysyms._S
- ~callback:save_unfinished_proof
- in
- ignore (factory1#add_separator ()) ;
- ignore (factory1#add_item "Clear Environment" ~callback:CicEnvironment.empty);
- ignore (factory1#add_item "Dump Environment" ~callback:dump_environment);
- ignore
- (factory1#add_item "Restore Environment" ~callback:restore_environment);
- ignore
- (save_set_sensitive := function b -> save_menu_item#misc#set_sensitive b);
- ignore (!save_set_sensitive false);
- ignore (qed_set_sensitive:=function b -> qed_menu_item#misc#set_sensitive b);
- ignore (!qed_set_sensitive false);
- ignore (factory1#add_separator ()) ;
- (*
- let export_to_postscript_menu_item =
- factory1#add_item "Export to PostScript..."
- ~callback:(export_to_postscript output) in
- *)
- ignore (factory1#add_separator ()) ;
- ignore
- (factory1#add_item "Exit" ~key:GdkKeysyms._Q ~callback:GMain.Main.quit) (*;
- export_to_postscript_menu_item *)
- end in
- (* edit menu *)
- let edit_menu = factory0#add_submenu "Edit Current Proof" in
- let factory2 = new GMenu.factory edit_menu ~accel_group in
- let focus_and_proveit_set_sensitive = ref (function _ -> assert false) in
- let proveit_menu_item =
- factory2#add_item "Prove It" ~key:GdkKeysyms._I
- ~callback:(function () -> proveit ();!focus_and_proveit_set_sensitive false)
- in
- let focus_menu_item =
- factory2#add_item "Focus" ~key:GdkKeysyms._F
- ~callback:(function () -> focus () ; !focus_and_proveit_set_sensitive false)
- in
- let _ =
- focus_and_proveit_set_sensitive :=
- function b ->
- proveit_menu_item#misc#set_sensitive b ;
- focus_menu_item#misc#set_sensitive b
- in
- let _ = !focus_and_proveit_set_sensitive false in
- (* edit term menu *)
- let edit_term_menu = factory0#add_submenu "Edit Term" in
- let factory5 = new GMenu.factory edit_term_menu ~accel_group in
- let check_menu_item =
- factory5#add_item "Check Term" ~key:GdkKeysyms._C
- ~callback:(check scratch_window) in
- let _ = check_menu_item#misc#set_sensitive false in
- (* search menu *)
- let search_menu = factory0#add_submenu "Search" in
- let factory4 = new GMenu.factory search_menu ~accel_group in
- let _ =
- factory4#add_item "Locate..." ~key:GdkKeysyms._T
- ~callback:locate in
- let searchPattern_menu_item =
- factory4#add_item "SearchPattern..." ~key:GdkKeysyms._D
- ~callback:completeSearchPattern in
- let _ = searchPattern_menu_item#misc#set_sensitive false in
- let show_menu_item =
- factory4#add_item "Show..." ~key:GdkKeysyms._H ~callback:show
- in
- let insert_query_item =
- factory4#add_item "Insert Query (Experts Only)..." ~key:GdkKeysyms._Y
- ~callback:insertQuery in
- (* hbugs menu *)
- let hbugs_menu = factory0#add_submenu "HBugs" in
- let factory6 = new GMenu.factory hbugs_menu ~accel_group in
- let _ =
- factory6#add_check_item
- ~active:false ~key:GdkKeysyms._F5 ~callback:Hbugs.toggle "HBugs enabled"
- in
- let _ =
- factory6#add_item ~key:GdkKeysyms._Return ~callback:Hbugs.notify
- "(Re)Submit status!"
- in
- let _ = factory6#add_separator () in
- let _ =
- factory6#add_item ~callback:Hbugs.start_web_services "Start Web Services"
- in
- let _ =
- factory6#add_item ~callback:Hbugs.stop_web_services "Stop Web Services"
- in
- (* settings menu *)
- let settings_menu = factory0#add_submenu "Settings" in
- let factory3 = new GMenu.factory settings_menu ~accel_group in
- let _ =
- factory3#add_item "Edit Aliases..." ~key:GdkKeysyms._A
- ~callback:edit_aliases in
- let _ =
- factory3#add_item "Clear Aliases" ~key:GdkKeysyms._K
- ~callback:clear_aliases in
- let autoitem =
- factory3#add_check_item "Auto disambiguation"
- ~callback:(fun checked -> auto_disambiguation := checked) in
- let _ = factory3#add_separator () in
- let _ =
- factory3#add_item "MathML Widget Preferences..." ~key:GdkKeysyms._P
- ~callback:(function _ -> (settings_window ())#show ()) in
- let _ = factory3#add_separator () in
- let _ =
- factory3#add_item "Reload Stylesheets"
- ~callback:
- (function _ ->
- if ProofEngine.get_proof () <> None then
- try
- refresh_goals notebook ;
- refresh_proof output
- with
- InvokeTactics.RefreshSequentException e ->
- HelmLogger.log
- (`Error (`T ("An error occurred while refreshing the " ^
- "sequent: " ^ Printexc.to_string e))) ;
- (*notebook#remove_all_pages ~skip_switch_page_event:false ;*)
- notebook#set_empty_page
- | InvokeTactics.RefreshProofException e ->
- HelmLogger.log
- (`Error (`T ("An error occurred while refreshing the proof: " ^ Printexc.to_string e))) ;
- output#unload
- ) in
- (* accel group *)
- let _ = window#add_accel_group accel_group in
- (* end of menus *)
- let hbox0 =
- GPack.hbox
- ~packing:(vbox_for_menu#pack ~expand:true ~fill:true ~padding:5) () in
- let vbox =
- GPack.vbox ~packing:(hbox0#pack ~expand:true ~fill:true ~padding:5) () in
- let scrolled_window0 =
- GBin.scrolled_window ~border_width:10
- ~packing:(vbox#pack ~expand:true ~padding:5) () in
- let _ = scrolled_window0#add output#coerce in
- let frame =
- GBin.frame ~label:"Insert Term"
- ~packing:(vbox#pack ~expand:true ~fill:true ~padding:5) () in
- let scrolled_window1 =
- GBin.scrolled_window ~border_width:5
- ~packing:frame#add () in
- let inputt =
- TermEditor'.term_editor
- ~dbd
- ~width:400 ~height:100 ~packing:scrolled_window1#add ()
- ~isnotempty_callback:
- (function b ->
- check_menu_item#misc#set_sensitive b ;
- searchPattern_menu_item#misc#set_sensitive b) in
- let vboxl =
- GPack.vbox ~packing:(hbox0#pack ~expand:true ~fill:true ~padding:5) () in
- let _ =
- vboxl#pack ~expand:true ~fill:true ~padding:5 notebook#notebook#coerce in
- let frame =
- GBin.frame ~shadow_type:`IN ~packing:(vboxl#pack ~expand:true ~padding:5) ()
- in
- let _ =
- new HelmGtkLogger.html_logger
- ~width:400 ~height: 100 ~show:true ~packing:frame#add ()
- in
-object
- method inputt = inputt
- method output = (output : TermViewer.proof_viewer)
- method scratch_window = scratch_window
- method notebook = notebook
- method show = window#show
- method set_auto_disambiguation set = autoitem#set_active set
- initializer
- notebook#set_empty_page ;
- (*export_to_postscript_menu_item#misc#set_sensitive false ;*)
- check_term := (check_term_in_scratch scratch_window) ;
-
- (* signal handlers here *)
- ignore(output#connect#selection_changed
- (function elem ->
- choose_selection output elem ;
- !focus_and_proveit_set_sensitive true
- )) ;
- ignore (output#connect#click (show_in_show_window_callback output)) ;
- let settings_window = new settings_window output scrolled_window0
- (*export_to_postscript_menu_item*)() (choose_selection output) in
- set_settings_window settings_window ;
- ignore(window#event#connect#delete (fun _ -> GMain.Main.quit () ; true ))
-end
-
-(* MAIN *)
-
-let initialize_everything () =
- let output =
- TermViewer.proof_viewer
- ~mml_of_cic_object:ApplyTransformation.mml_of_cic_object
- ~width:350 ~height:280 ()
- in
- let notebook = new notebook in
- let rendering_window' = new rendering_window output notebook in
- rendering_window'#set_auto_disambiguation !auto_disambiguation;
- set_rendering_window rendering_window';
- let print_error_as_html prefix msg =
- HelmLogger.log (`Error (`T (prefix ^ msg)))
- in
- Gdome_xslt.setErrorCallback (Some (print_error_as_html "XSLT Error: "));
- Gdome_xslt.setDebugCallback
- (Some (print_error_as_html "XSLT Debug Message: "));
- rendering_window'#show () ;
- if restore_environment_on_boot &&
- Sys.file_exists (Helm_registry.get "gtoplevel.environment_file")
- then
- restore_environment ();
- GtkThread.main ()
-;;
-
-let main () =
- ignore (GtkMain.Main.init ()) ;
- initialize_everything () ;
- MQIC.close mqi_handle;
- Hbugs.quit ()
-;;
-
-try
-(* CicEnvironment.set_trust (fun _ -> false); *)
- Sys.catch_break true;
- main ();
-with Sys.Break -> () (* exit nicely, invoking at_exit functions *)
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-open Printf;;
-
-let debug_print =
- let debug = true in
- fun s -> prerr_endline (sprintf "HBUGS DEBUG: %s" s)
-;;
-
-exception NoProofInProgress;;
-
-let hbugs_client = ref None
-let use_hint_callback = ref ignore
-let describe_hint_callback = ref ignore
-
-let set_describe_hint_callback c = describe_hint_callback := c
-
-let quit () =
- match !hbugs_client with
- | Some c -> c#unregisterFromBroker ()
- | None -> ()
-
-let hbugs_enabled = ref false
-
-let get_hbugs_client () =
- match !hbugs_client with
- | Some c -> c
- | None -> assert false
-
-let disable () =
- match !hbugs_client with None -> () | Some c -> c#hide ()
-
-let notify () =
- try
- if !hbugs_enabled then begin
- let client = get_hbugs_client () in
- let goal =
- match !ProofEngine.goal with
- | Some g -> g
- | None -> raise NoProofInProgress
- in
- let (type_string, body_string) =
- let (type_xml, body_xml) = ProofEngine.get_current_status_as_xml () in
- (Xml.pp_to_string type_xml, Xml.pp_to_string body_xml)
- in
- let new_state =
- (Misc.strip_xml_headings type_string,
- Misc.strip_xml_headings body_string,
- goal)
- in
- client#stateChange (Some new_state)
- end
- with NoProofInProgress -> ()
-
-let clear () =
- if !hbugs_enabled then
- begin
- let client = get_hbugs_client () in
- client#stateChange None
- end
-
-let rec enable () =
- (match !hbugs_client with
- | None -> (* create an hbugs client and show its window *)
- hbugs_client :=
- (try
- Some (new Hbugs_client.hbugsClient
- ~use_hint_callback:!use_hint_callback
- ~describe_hint_callback:!describe_hint_callback
- ())
- with e ->
- prerr_endline (sprintf "Can't start HBugs client: %s"
- (Printexc.to_string e));
- None);
- (match !hbugs_client with
- |Some client ->
- client#show ();
- client#subscribeAll ()
- | None -> ())
- | Some c -> (* show hbugs client window *)
- c#show ())
-
-let toggle state =
- if state <> !hbugs_enabled then begin (* status has been changed *)
- if state then enable () else disable ();
- clear ()
- end;
- hbugs_enabled := state
-
-module type Unit = sig end
-
-module Initialize (Tactics: InvokeTactics.Tactics) : Unit =
- struct
- let use_hint = function
- | Use_ring -> Tactics.ring ()
- | Use_fourier -> Tactics.fourier ()
- | Use_reflexivity -> Tactics.reflexivity ()
- | Use_symmetry -> Tactics.symmetry ()
- | Use_assumption -> Tactics.assumption ()
- | Use_contradiction -> Tactics.contradiction ()
- | Use_exists -> Tactics.exists ()
- | Use_split -> Tactics.split ()
- | Use_left -> Tactics.left ()
- | Use_right -> Tactics.right ()
- | Use_apply term ->
- (* we remove the "cic:" prefix *)
- let term' = String.sub term 4 (String.length term - 4) in
- Tactics.apply ~term:term' ()
- | Hints _ -> assert false
-
- let _ = use_hint_callback := use_hint
- end
-
-let start_web_services () = ignore (Unix.system "make -C ../hbugs/ start")
-let stop_web_services () = ignore (Unix.system "make -C ../hbugs/ stop")
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val enable: unit -> unit
-val disable: unit -> unit
-val toggle: bool -> unit
-
-val quit: unit -> unit
-
- (** send current proof assistant state to hbugs broker *)
-val notify: unit -> unit
-
-val clear: unit -> unit
-
-module type Unit = sig end
-
-module Initialize (Tactics: InvokeTactics.Tactics) : Unit
-
-(*
- External Web Services controls. TEMPORARY(?)
-*)
-
-val start_web_services: unit -> unit
-val stop_web_services: unit -> unit
-
-(* Other callbacks *)
-
-open Hbugs_types
-
- (* what to do when the user single click on an hint *)
-val set_describe_hint_callback: (hint -> unit) -> unit
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class html_logger ?width ?height ?packing ?show () =
- let scrolled_window = GBin.scrolled_window ?packing ?show () in
- let vadj = scrolled_window#vadjustment in
- let tv =
- GText.view ~editable:false ~cursor_visible:false
- ?width ?height ~packing:(scrolled_window#add) ()
- in
- let colors = Hashtbl.create 13 in
- let get_color color =
- try
- Hashtbl.find colors color
- with Not_found ->
- let tag =
- tv#buffer#create_tag
- [`FOREGROUND_SET true ;
- `FOREGROUND_GDK
- (Gdk.Color.alloc (Gdk.Color.get_system_colormap ()) (`NAME color))]
- in
- Hashtbl.add colors color tag;
- tag
- in
- let log ?(append_NL = true) msg =
- let rec aux color indent =
- let indent_str = String.make indent ' ' in
- function
- | `T s -> tv#buffer#insert ~tags:[ get_color color ] s
- | `L tags ->
- List.iter
- (fun tag -> aux color indent tag; tv#buffer#insert indent_str)
- tags
- | `BR -> tv#buffer#insert ("\n" ^ indent_str)
- | `DIV (local_indent, new_color, tag) ->
- tv#buffer#insert ("\n" ^ indent_str);
- aux
- (match new_color with None -> color | Some new_color -> new_color)
- (indent + local_indent) tag
- in
- (match msg with
- | `Error tag -> aux "red" 0 tag
- | `Msg tag -> aux "black" 0 tag);
- if append_NL then tv#buffer#insert "\n"
- in
- object (self)
- initializer HelmLogger.register_log_callback log
- end
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class html_logger:
- ?width:int -> ?height:int -> ?packing:(GObj.widget -> unit) -> ?show:bool ->
- unit ->
- object
- end
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 29/01/2003 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-open Printf
-
-exception RefreshSequentException of exn;;
-exception RefreshProofException of exn;;
-
-module type Callbacks =
- sig
- (* input widgets *)
- val sequent_viewer : unit -> TermViewer.sequent_viewer
- val term_editor : unit -> TermEditor.term_editor
- val scratch_window :
- unit ->
- < sequent_viewer: TermViewer.sequent_viewer ;
- show: unit -> unit ;
- term: Cic.term ;
- set_term : Cic.term -> unit ;
- metasenv: Cic.metasenv ;
- set_metasenv : Cic.metasenv -> unit ;
- context: Cic.context ;
- set_context : Cic.context -> unit >
- (* GUI refresh functions *)
- val refresh_proof : unit -> unit
- val refresh_goals : unit -> unit
- (* callbacks for user-tactics interaction *)
- val decompose_uris_choice_callback :
- (UriManager.uri * int * 'a) list ->
- (UriManager.uri * int * 'b list) list
- val mk_fresh_name_callback : ProofEngineTypes.mk_fresh_name_type
- val mqi_handle : MQIConn.handle
- val dbd:Mysql.dbd
- end
-;;
-
-module type Tactics =
- sig
- val intros : unit -> unit
- val exact : ?term:string -> unit -> unit
- val apply : ?term:string -> unit -> unit
- val elimintrossimpl : ?term:string -> unit -> unit
- val elimtype : ?term:string -> unit -> unit
- val whd : unit -> unit
- val reduce : unit -> unit
- val simpl : unit -> unit
- val fold_whd : ?term:string -> unit -> unit
- val fold_reduce : ?term:string -> unit -> unit
- val fold_simpl : ?term:string -> unit -> unit
- val cut : ?term:string -> unit -> unit
- val change : unit -> unit
- val letin : ?term:string -> unit -> unit
- val ring : unit -> unit
- val clearbody : unit -> unit
- val clear : unit -> unit
- val fourier : unit -> unit
- val rewritesimpl : ?term:string -> unit -> unit
- val rewritebacksimpl : ?term:string -> unit -> unit
- val replace : unit -> unit
- val reflexivity : unit -> unit
- val symmetry : unit -> unit
- val transitivity : ?term:string -> unit -> unit
- val exists : unit -> unit
- val split : unit -> unit
- val left : unit -> unit
- val right : unit -> unit
- val assumption : unit -> unit
- val generalize : unit -> unit
- val absurd : ?term:string -> unit -> unit
- val contradiction : unit -> unit
- val decompose : ?term:string -> unit -> unit
- val injection : ?term:string -> unit -> unit
- val discriminate : ?term:string -> unit -> unit
- val whd_in_scratch : unit -> unit
- val reduce_in_scratch : unit -> unit
- val simpl_in_scratch : unit -> unit
- val auto : unit -> unit
- end
-
-module Make (C: Callbacks) : Tactics =
- struct
-
- let print_uncaught_exception e =
- HelmLogger.log (`Error (`T (sprintf "Uncaught exception: %s"
- (Printexc.to_string e))))
-
- let handle_refresh_exception f savedproof savedgoal =
- try
- f ()
- with
- | RefreshSequentException e ->
- HelmLogger.log (`Error (`T
- (sprintf "Exception raised during the refresh of the sequent: %s"
- (Printexc.to_string e))));
- ProofEngine.set_proof savedproof ;
- ProofEngine.goal := savedgoal ;
- C.refresh_goals ()
- | RefreshProofException e ->
- HelmLogger.log (`Error (`T
- (sprintf "Exception raised during the refresh of the proof: %s"
- (Printexc.to_string e))));
- ProofEngine.set_proof savedproof ;
- ProofEngine.goal := savedgoal ;
- C.refresh_goals () ;
- C.refresh_proof ()
- | e ->
- print_uncaught_exception e;
- ProofEngine.set_proof savedproof ;
- ProofEngine.goal := savedgoal
-
- let call_tactic tactic () =
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- handle_refresh_exception
- (fun () ->
- tactic ();
- C.refresh_goals ();
- C.refresh_proof ())
- savedproof savedgoal
-
- let call_tactic_with_input tactic ?term () =
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- let uri,metasenv,bo,ty =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (uri,metasenv,bo,ty) -> uri,metasenv,bo,ty
- in
- let canonical_context =
- match !ProofEngine.goal with
- None -> assert false
- | Some metano ->
- let (_,canonical_context,_) =
- List.find (function (m,_,_) -> m=metano) metasenv
- in
- canonical_context
- in
- handle_refresh_exception
- (fun () ->
- let metasenv',expr,ugraph = (*TASSI: FIX THIS*)
- (match term with
- | None -> ()
- | Some t -> (C.term_editor ())#set_term t);
- (C.term_editor ())#get_metasenv_and_term canonical_context metasenv
- in
- ProofEngine.set_proof (Some (uri,metasenv',bo,ty)) ;
- tactic expr ;
- C.refresh_goals () ;
- C.refresh_proof () ;
- (C.term_editor ())#reset)
- savedproof savedgoal
-
- let call_tactic_with_goal_input tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- match (C.sequent_viewer ())#get_selected_terms with
- | [term] ->
- handle_refresh_exception
- (fun () ->
- tactic term ;
- C.refresh_goals () ;
- C.refresh_proof ())
- savedproof savedgoal
- | [] -> HelmLogger.log (`Error (`T "No term selected"))
- | _ -> HelmLogger.log (`Error (`T "Too many terms selected"))
-
- let call_tactic_with_goal_inputs tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- handle_refresh_exception
- (fun () ->
- match (C.sequent_viewer ())#get_selected_terms with
- | [] -> HelmLogger.log (`Error (`T "No term selected"))
- | terms ->
- tactic terms ;
- C.refresh_goals () ;
- C.refresh_proof ())
- savedproof savedgoal
-
- let call_tactic_with_input_and_goal_input tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- match (C.sequent_viewer ())#get_selected_terms with
- [term] ->
- handle_refresh_exception
- (fun () ->
- let uri,metasenv,bo,ty =
- match ProofEngine.get_proof () with
- None -> assert false
- | Some (uri,metasenv,bo,ty) -> uri,metasenv,bo,ty
- in
- let canonical_context =
- match !ProofEngine.goal with
- None -> assert false
- | Some metano ->
- let (_,canonical_context,_) =
- List.find (function (m,_,_) -> m=metano) metasenv
- in
- canonical_context in
- let (metasenv',expr,ugraph) =(* FIX THIS AND *)
- (C.term_editor ())#get_metasenv_and_term
- canonical_context metasenv
- in
- ProofEngine.set_proof (Some (uri,metasenv',bo,ty)) ;
- tactic ~goal_input:term ~input:expr ;
- C.refresh_goals () ;
- C.refresh_proof () ;
- (C.term_editor ())#reset)
- savedproof savedgoal
- | [] -> HelmLogger.log (`Error (`T "No term selected"))
- | _ -> HelmLogger.log (`Error (`T "Too many terms selected"))
-
- let call_tactic_with_goal_input_in_scratch tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let scratch_window = C.scratch_window () in
- match scratch_window#sequent_viewer#get_selected_terms with
- | [term] ->
- begin
- try
- let expr = tactic term scratch_window#term in
- scratch_window#sequent_viewer#load_sequent
- scratch_window#metasenv (111,scratch_window#context,expr) ;
- scratch_window#set_term expr ;
- scratch_window#show () ;
- with
- e -> print_uncaught_exception e
- end
- | [] -> HelmLogger.log (`Error (`T "No term selected"))
- | _ -> HelmLogger.log (`Error (`T "Too many terms selected"))
-
- let call_tactic_with_goal_inputs_in_scratch tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let scratch_window = C.scratch_window () in
- match scratch_window#sequent_viewer#get_selected_terms with
- | [] -> HelmLogger.log (`Error (`T "No term selected"))
- | terms ->
- try
- let expr = tactic terms scratch_window#term in
- scratch_window#sequent_viewer#load_sequent
- scratch_window#metasenv (111,scratch_window#context,expr) ;
- scratch_window#set_term expr ;
- scratch_window#show () ;
- with
- e -> print_uncaught_exception e
-
- let call_tactic_with_hypothesis_input tactic () =
- let module L = LogicalOperations in
- let module G = Gdome in
- let savedproof = ProofEngine.get_proof () in
- let savedgoal = !ProofEngine.goal in
- match (C.sequent_viewer ())#get_selected_hypotheses with
- | [hypothesis] ->
- handle_refresh_exception
- (fun () ->
- tactic hypothesis ;
- C.refresh_goals () ;
- C.refresh_proof ())
- savedproof savedgoal
- | [] -> HelmLogger.log (`Error (`T "No hypothesis selected"))
- | _ -> HelmLogger.log (`Error (`T "Too many hypotheses selected"))
-
-
-
- let intros =
- call_tactic
- (ProofEngine.intros ~mk_fresh_name_callback:C.mk_fresh_name_callback)
- let exact = call_tactic_with_input ProofEngine.exact
- let apply = call_tactic_with_input ProofEngine.apply
- let auto = call_tactic (ProofEngine.auto ~dbd:C.dbd)
- let elimintrossimpl = call_tactic_with_input ProofEngine.elim_intros_simpl
- let elimtype = call_tactic_with_input ProofEngine.elim_type
- let whd = call_tactic_with_goal_inputs ProofEngine.whd
- let reduce = call_tactic_with_goal_inputs ProofEngine.reduce
- let simpl = call_tactic_with_goal_inputs ProofEngine.simpl
- let fold_whd = call_tactic_with_input ProofEngine.fold_whd
- let fold_reduce = call_tactic_with_input ProofEngine.fold_reduce
- let fold_simpl = call_tactic_with_input ProofEngine.fold_simpl
- let cut =
- call_tactic_with_input
- (ProofEngine.cut ~mk_fresh_name_callback:C.mk_fresh_name_callback)
- let change = call_tactic_with_input_and_goal_input ProofEngine.change
- let letin =
- call_tactic_with_input
- (ProofEngine.letin ~mk_fresh_name_callback:C.mk_fresh_name_callback)
- let ring = call_tactic ProofEngine.ring
- let clearbody = call_tactic_with_hypothesis_input ProofEngine.clearbody
- let clear = call_tactic_with_hypothesis_input ProofEngine.clear
- let fourier = call_tactic ProofEngine.fourier
- let rewritesimpl = call_tactic_with_input ProofEngine.rewrite_simpl
- let rewritebacksimpl = call_tactic_with_input ProofEngine.rewrite_back_simpl
- let replace = call_tactic_with_input_and_goal_input ProofEngine.replace
- let reflexivity = call_tactic ProofEngine.reflexivity
- let symmetry = call_tactic ProofEngine.symmetry
- let transitivity = call_tactic_with_input ProofEngine.transitivity
- let exists = call_tactic ProofEngine.exists
- let split = call_tactic ProofEngine.split
- let left = call_tactic ProofEngine.left
- let right = call_tactic ProofEngine.right
- let assumption = call_tactic ProofEngine.assumption
- let injection = call_tactic_with_input ProofEngine.injection
- let discriminate = call_tactic_with_input ProofEngine.discriminate
- let generalize =
- call_tactic_with_goal_inputs
- (ProofEngine.generalize ~mk_fresh_name_callback:C.mk_fresh_name_callback)
- let absurd = call_tactic_with_input ProofEngine.absurd
- let contradiction = call_tactic ProofEngine.contradiction
- let decompose =
- call_tactic_with_input
- (ProofEngine.decompose
- ~uris_choice_callback:C.decompose_uris_choice_callback)
- let whd_in_scratch =
- call_tactic_with_goal_inputs_in_scratch ProofEngine.whd_in_scratch
- let reduce_in_scratch =
- call_tactic_with_goal_inputs_in_scratch ProofEngine.reduce_in_scratch
- let simpl_in_scratch =
- call_tactic_with_goal_inputs_in_scratch ProofEngine.simpl_in_scratch
-
-end
-;;
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 30/01/2003 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-exception RefreshSequentException of exn
-exception RefreshProofException of exn
-
-module type Callbacks =
- sig
- (* input widgets *)
- val sequent_viewer : unit -> TermViewer.sequent_viewer
- val term_editor : unit -> TermEditor.term_editor
- val scratch_window :
- unit ->
- < sequent_viewer: TermViewer.sequent_viewer ;
- show: unit -> unit ;
- term: Cic.term ;
- set_term : Cic.term -> unit ;
- metasenv: Cic.metasenv ;
- set_metasenv : Cic.metasenv -> unit ;
- context: Cic.context ;
- set_context : Cic.context -> unit >
- (* GUI refresh functions *)
- val refresh_proof : unit -> unit
- val refresh_goals : unit -> unit
- (* callbacks for user-tactics interaction *)
- val decompose_uris_choice_callback :
- (UriManager.uri * int * 'a) list ->
- (UriManager.uri * int * 'b list) list
- val mk_fresh_name_callback : ProofEngineTypes.mk_fresh_name_type
- val mqi_handle : MQIConn.handle
- val dbd:Mysql.dbd
- end
-
-module type Tactics =
- sig
- val intros : unit -> unit
- val exact : ?term:string -> unit -> unit
- val apply : ?term:string -> unit -> unit
- val elimintrossimpl : ?term:string -> unit -> unit
- val elimtype : ?term:string -> unit -> unit
- val whd : unit -> unit
- val reduce : unit -> unit
- val simpl : unit -> unit
- val fold_whd : ?term:string -> unit -> unit
- val fold_reduce : ?term:string -> unit -> unit
- val fold_simpl : ?term:string -> unit -> unit
- val cut : ?term:string -> unit -> unit
- val change : unit -> unit
- val letin : ?term:string -> unit -> unit
- val ring : unit -> unit
- val clearbody : unit -> unit
- val clear : unit -> unit
- val fourier : unit -> unit
- val rewritesimpl : ?term:string -> unit -> unit
- val rewritebacksimpl : ?term:string -> unit -> unit
- val replace : unit -> unit
- val reflexivity : unit -> unit
- val symmetry : unit -> unit
- val transitivity : ?term:string -> unit -> unit
- val exists : unit -> unit
- val split : unit -> unit
- val left : unit -> unit
- val right : unit -> unit
- val assumption : unit -> unit
- val generalize : unit -> unit
- val absurd : ?term:string -> unit -> unit
- val contradiction : unit -> unit
- val decompose : ?term:string -> unit -> unit
- val injection : ?term:string -> unit -> unit
- val discriminate : ?term:string -> unit -> unit
- val whd_in_scratch : unit -> unit
- val reduce_in_scratch : unit -> unit
- val simpl_in_scratch : unit -> unit
- val auto : unit -> unit
- end
-
-module Make (C : Callbacks) : Tactics
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let get_parent id ids_to_terms ids_to_father_ids =
- match Hashtbl.find ids_to_father_ids id with
- None -> None
- | Some id -> Some (id, Hashtbl.find ids_to_terms id)
-;;
-
-let get_context ids_to_terms ids_to_father_ids =
- let module C = Cic in
- let rec aux id =
- match get_parent id ids_to_terms ids_to_father_ids with
- None -> []
- | Some (parentid,parent) ->
- let term = Hashtbl.find ids_to_terms id in
- let binding =
- match parent with
- C.Rel _
- | C.Var _
- | C.Meta _
- | C.Sort _
- | C.Implicit _
- | C.Cast _ -> []
- | C.Prod (n,s,t) when t == term -> [Some (n,C.Decl s)]
- | C.Prod _ -> []
- | C.Lambda (n,s,t) when t == term -> [Some (n,C.Decl s)]
- | C.Lambda _ -> []
- | C.LetIn (n,s,t) when t == term -> [Some (n,C.Def (s,None))]
- | C.LetIn _ -> []
- | C.Appl _
- | C.Const _ -> []
- | C.MutInd _
- | C.MutConstruct _
- | C.MutCase _ -> []
-(*CSC: sbagliato: manca il when *)
- | C.Fix (_,ifl) ->
- let counter = ref 0 in
- List.rev_map
- (function (name,_,ty,bo) ->
- let res =
- Some (C.Name name, (C.Def ((C.Fix (!counter,ifl)), Some ty)))
- in
- incr counter ;
- res
- ) ifl
- | C.CoFix (_,ifl) ->
- let counter = ref 0 in
- List.rev_map
- (function (name,ty,bo) ->
- let res =
- Some (C.Name name,(C.Def ((C.CoFix (!counter,ifl)), Some ty)))
- in
- incr counter ;
- res
- ) ifl
- in
- binding@(aux parentid)
- in
- aux
-;;
-
-exception NotImplemented;;
-
-(* A subterm is changed into a fresh meta *)
-let to_sequent id ids_to_terms ids_to_father_ids =
- let module P = ProofEngine in
- let term = Hashtbl.find ids_to_terms id in
- let context = get_context ids_to_terms ids_to_father_ids id in
- let metasenv =
- match P.get_proof () with
- None -> assert false
- | Some (_,metasenv,_,_) -> metasenv
- in
- let ty,_ = (* TASSI: FIXME ehhmmmm *)
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph
- in
- P.perforate context term ty (* P.perforate also sets the goal *)
-;;
-
-exception FocusOnlyOnMeta;;
-
-(* If the current selection is a Meta, that Meta becomes the current goal *)
-let focus id ids_to_terms ids_to_father_ids =
- let module P = ProofEngine in
- let term = Hashtbl.find ids_to_terms id in
- let context = get_context ids_to_terms ids_to_father_ids id in
- let metasenv =
- match P.get_proof () with
- None -> assert false
- | Some (_,metasenv,_,_) -> metasenv
- in
- let ty,_ =
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph
- in
- match term with
- Cic.Meta (n,_) -> P.goal := Some n
- | _ -> raise FocusOnlyOnMeta
-;;
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception NotImplemented
-exception FocusOnlyOnMeta
-
-val to_sequent :
- 'a -> ('a, Cic.term) Hashtbl.t -> ('a, 'a option) Hashtbl.t -> unit
-val focus :
- 'a -> ('a, Cic.term) Hashtbl.t -> ('a, 'a option) Hashtbl.t -> unit
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 06/01/2002 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-open Printf
-
-(** This module provides a functor to disambiguate the input **)
-(** given a set of user-interface call-backs **)
-
-module type Callbacks =
- sig
- val interactive_user_uri_choice :
- selection_mode:[`SINGLE | `MULTIPLE] ->
- ?ok:string ->
- ?enable_button_for_non_vars:bool ->
- title:string -> msg:string -> id:string -> string list -> string list
- val interactive_interpretation_choice :
- (string * string) list list -> int list
- val input_or_locate_uri : title:string -> ?id:string -> unit -> UriManager.uri
- end
-;;
-
-type domain_and_interpretation =
- CicTextualParser0.interpretation_domain_item list *
- CicTextualParser0.interpretation
-;;
-
-module Make(C:Callbacks) =
- struct
-
- let locate_one_id mqi_handle id =
- let query = MQueryGenerator.locate id in
- let result = MQueryInterpreter.execute mqi_handle query in
- let uris =
- List.map
- (function uri,_ ->
- MQueryMisc.wrong_xpointer_format_from_wrong_xpointer_format' uri
- ) result in
- HelmLogger.log (`Msg (`T "Locate query:"));
- MQueryUtil.text_of_query
- (fun s -> HelmLogger.log ~append_NL:false (`Msg (`T s)))
- "" query;
- HelmLogger.log (`Msg (`T "Result:"));
- MQueryUtil.text_of_result (fun s -> HelmLogger.log (`Msg (`T s))) "" result;
- let uris' =
- match uris with
- [] ->
- [UriManager.string_of_uri
- (C.input_or_locate_uri
- ~title:("URI matching \"" ^ id ^ "\" unknown.") ~id ())]
- | [uri] -> [uri]
- | _ ->
- C.interactive_user_uri_choice
- ~selection_mode:`MULTIPLE
- ~ok:"Try every selection."
- ~enable_button_for_non_vars:true
- ~title:"Ambiguous input."
- ~msg:
- ("Ambiguous input \"" ^ id ^
- "\". Please, choose one or more interpretations:")
- ~id
- uris
- in
- List.map MQueryMisc.cic_textual_parser_uri_of_string uris'
-
-
- exception ThereDoesNotExistAnyWellTypedInterpretationOfTheInput
-
- type test_result =
- Ok of Cic.term * Cic.metasenv
- | Ko
- | Uncertain
-
- type ambiguous_choices =
- Uris of CicTextualParser0.uri list
- | Symbols of (CicTextualParser0.interpretation -> Cic.term) list
-
- let disambiguate_input mqi_handle context metasenv dom mk_metasenv_and_expr ~id_to_uris=
- let known_ids,resolve_id = id_to_uris in
- let dom' =
- let rec filter =
- function
- [] -> []
- | he::tl ->
- if List.mem he known_ids then filter tl else he::(filter tl)
- in
- filter dom
- in
- (* for each id in dom' we get the list of uris associated to it *)
- let list_of_uris =
- List.map
- (function
- CicTextualParser0.Id id -> Uris (locate_one_id mqi_handle id)
- | CicTextualParser0.Symbol (descr,choices) ->
- (* CSC: Implementare la funzione di filtraggio manuale *)
- (* CSC: corrispondente alla locate_one_id *)
- Symbols (List.map snd choices)
- ) dom' in
- let tests_no =
- List.fold_left
- (fun i uris ->
- let len =
- match uris with
- Uris l -> List.length l
- | Symbols l -> List.length l
- in
- i * len
- ) 1 list_of_uris
- in
- if tests_no > 1 then
- HelmLogger.log (`Msg (`T (sprintf
- "Disambiguation phase started: up to %d cases will be tried"
- tests_no)));
- (* and now we compute the list of all possible assignments from *)
- (* id to uris that generate well-typed terms *)
- let resolve_ids =
- (* function to test if a partial interpretation is so far correct *)
- let test resolve_id residual_dom =
- (* We put implicits in place of every identifier that is not *)
- (* resolved by resolve_id *)
- let resolve_id' =
- List.fold_left
- (fun f id ->
- function id' ->
- if id = id' then Some (CicTextualParser0.Implicit) else f id'
- ) resolve_id residual_dom
- in
- (* and we try to refine the term *)
- let metasenv',expr = mk_metasenv_and_expr resolve_id' in
-(*CSC: Bug here: we do not try to typecheck also the metasenv' *)
- try
- let term,_,metasenv'',_ = (* TASSI: FIXME what are we doning here?*)
- CicRefine.type_of_aux' metasenv' context expr CicUniv.empty_ugraph
- in
- Ok (term,metasenv'') (* TASSI: whould we pass back the ugraph? *)
- with
- CicRefine.Uncertain _ ->
-prerr_endline ("%%% UNCERTAIN!!! " ^ CicPp.ppterm expr) ;
- Uncertain
- | CicRefine.RefineFailure _ ->
-prerr_endline ("%%% PRUNED!!! " ^ CicPp.ppterm expr) ;
- Ko
- in
- let rec aux resolve_id ids list_of_uris =
- match ids,list_of_uris with
- [],[] ->
- (match test resolve_id [] with
- Ok (term,metasenv) -> [resolve_id,term,metasenv]
- | Ko | Uncertain -> [])
- | id::idtl,uris::uristl ->
- let rec filter =
- function
- [] -> []
- | (uri : CicTextualParser0.interpretation_codomain_item)::uritl ->
- let resolve_id' =
- function id' -> if id = id' then Some uri else resolve_id id'
- in
- (match test resolve_id' idtl with
- Ok (term,metasenv) ->
- (* the next three ``if''s are used to avoid the base *)
- (* case where the term would be refined a second time. *)
- (if uristl = [] then
- [resolve_id',term,metasenv]
- else
- (aux resolve_id' idtl uristl)
- ) @ (filter uritl)
- | Uncertain ->
- (if uristl = [] then []
- else
- (aux resolve_id' idtl uristl)
- ) @ (filter uritl)
- | Ko ->
- filter uritl
- )
- in
- (match uris with
- Uris uris ->
- filter
- (List.map (function uri -> CicTextualParser0.Uri uri) uris)
- | Symbols symbols ->
- filter
- (List.map
- (function sym -> CicTextualParser0.Term sym) symbols))
- | _,_ -> assert false
- in
- aux resolve_id dom' list_of_uris
- in
- List.iter
- (function (resolve,term,newmetasenv) ->
- (* If metasen <> newmetasenv is a normal condition, we should *)
- (* be prepared to apply the returned substitution to the *)
- (* whole current proof. *)
- if metasenv <> newmetasenv then
- begin
- prerr_endline
- (Printf.sprintf
- "+++++ ASSERTION FAILED: a refine operation should not modify the metasenv. Old metasenv:\n %s\n New metasenv:\n %s\n"
- (CicMetaSubst.ppmetasenv metasenv [])
- (CicMetaSubst.ppmetasenv newmetasenv [])) ;
- (* an assert would raise an exception that could be caught *)
- exit 1
- end
- ) resolve_ids ;
- let res =
- match resolve_ids with
- [] -> raise ThereDoesNotExistAnyWellTypedInterpretationOfTheInput
- | [_] -> resolve_ids
- | _ ->
- let choices =
- List.map
- (function (resolve,_,_) ->
- List.map
- (function id ->
- (match id with
- CicTextualParser0.Id id -> id
- | CicTextualParser0.Symbol (descr,_) -> descr
- ),
- match resolve id with
- None -> assert false
- | Some (CicTextualParser0.Uri uri) ->
- (match uri with
- CicTextualParser0.ConUri uri
- | CicTextualParser0.VarUri uri ->
- UriManager.string_of_uri uri
- | CicTextualParser0.IndTyUri (uri,tyno) ->
- UriManager.string_of_uri uri ^ "#xpointer(1/" ^
- string_of_int (tyno+1) ^ ")"
- | CicTextualParser0.IndConUri (uri,tyno,consno) ->
- UriManager.string_of_uri uri ^ "#xpointer(1/" ^
- string_of_int (tyno+1) ^ "/" ^ string_of_int consno ^ ")")
- | Some (CicTextualParser0.Term term) ->
- (* CSC: Implementare resa delle scelte *)
- "To be implemented XXX01"
- | Some CicTextualParser0.Implicit -> assert false
- ) dom
- ) resolve_ids
- in
- let indexes = C.interactive_interpretation_choice choices in
- List.map (List.nth resolve_ids) indexes
- in
- List.map
- (fun (resolve_id',term,metasenv') ->
- (known_ids @ dom', resolve_id'), metasenv',term
- ) res
-end
-;;
-
-module EnvironmentP3 =
- struct
- type t = domain_and_interpretation
-
- let empty = ""
-
- let to_string (dom,resolve_id) =
- let string_of_cic_textual_parser_uri uri =
- let module C = Cic in
- let module CTP = CicTextualParser0 in
- let uri' =
- match uri with
- CTP.ConUri uri -> UriManager.string_of_uri uri
- | CTP.VarUri uri -> UriManager.string_of_uri uri
- | CTP.IndTyUri (uri,tyno) ->
- UriManager.string_of_uri uri ^ "#1/" ^ string_of_int (tyno + 1)
- | CTP.IndConUri (uri,tyno,consno) ->
- UriManager.string_of_uri uri ^ "#1/" ^ string_of_int (tyno + 1) ^ "/" ^
- string_of_int consno
- in
- (* 4 = String.length "cic:" *)
- String.sub uri' 4 (String.length uri' - 4)
- in
- String.concat "\n"
- (List.map
- (function v ->
- let uri =
- match resolve_id v with
- None -> assert false
- | Some (CicTextualParser0.Uri uri) -> uri
- | Some (CicTextualParser0.Term _)
- | Some CicTextualParser0.Implicit -> assert false
- in
- "alias " ^
- (match v with
- CicTextualParser0.Id id -> id
- | CicTextualParser0.Symbol (descr,_) ->
- (* CSC: To be implemented *)
- assert false
- )^ " " ^ (string_of_cic_textual_parser_uri uri)
- ) dom)
-
- let of_string inputtext =
- let regexpr =
- let alfa = "[a-zA-Z_-]" in
- let digit = "[0-9]" in
- let ident = alfa ^ "\\(" ^ alfa ^ "\\|" ^ digit ^ "\\)*" in
- let blanks = "\\( \\|\t\\|\n\\)+" in
- let nonblanks = "[^ \t\n]+" in
- let uri = "/\\(" ^ ident ^ "/\\)*" ^ nonblanks in
- (* not very strict check *)
- Str.regexp
- ("alias" ^ blanks ^ "\\(" ^ ident ^ "\\)" ^ blanks ^ "\\(" ^ uri ^ "\\)")
- in
- let rec aux n =
- try
- let n' = Str.search_forward regexpr inputtext n in
- let id = CicTextualParser0.Id (Str.matched_group 2 inputtext) in
- let uri =
- MQueryMisc.cic_textual_parser_uri_of_string
- ("cic:" ^ (Str.matched_group 5 inputtext))
- in
- let dom,resolve_id = aux (n' + 1) in
- if List.mem id dom then
- dom,resolve_id
- else
- id::dom,
- (function id' ->
- if id = id' then
- Some (CicTextualParser0.Uri uri)
- else resolve_id id')
- with
- Not_found -> ([],function _ -> None)
- in
- aux 0
- end
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 15/01/2003 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-(** This module provides a functor to disambiguate the input **)
-(** given a set of user-interface call-backs **)
-
-module type Callbacks =
- sig
- val interactive_user_uri_choice :
- selection_mode:[`SINGLE | `MULTIPLE] ->
- ?ok:string ->
- ?enable_button_for_non_vars:bool ->
- title:string -> msg:string -> id:string -> string list -> string list
- val interactive_interpretation_choice :
- (string * string) list list -> int list
- val input_or_locate_uri : title:string -> ?id:string -> unit -> UriManager.uri
- end
-
-type domain_and_interpretation =
- CicTextualParser0.interpretation_domain_item list *
- CicTextualParser0.interpretation
-
-module Make (C : Callbacks) :
- sig
- exception ThereDoesNotExistAnyWellTypedInterpretationOfTheInput
- val disambiguate_input :
- MQIConn.handle ->
- Cic.context ->
- Cic.metasenv ->
- CicTextualParser0.interpretation_domain_item list ->
- (CicTextualParser0.interpretation -> Cic.metasenv * Cic.term) ->
- id_to_uris:domain_and_interpretation ->
- (domain_and_interpretation * Cic.metasenv * Cic.term) list
- end
-
-module EnvironmentP3 :
- sig
- type t = domain_and_interpretation
- val empty : string
- val to_string : t -> string
- val of_string : string -> t
- end
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open ProofEngineHelpers
-open ProofEngineTypes
-
- (* proof assistant status *)
-
-let proof = ref (None : proof option)
-let goal = ref (None : goal option)
-
-let get_proof () = !proof;;
-let set_proof p = proof := p;;
-
-let get_current_status_as_xml () =
- match get_proof () with
- None -> assert false
- | Some (uri, metasenv, bo, ty) ->
- let uri = match uri with Some uri -> uri | None -> assert false in
- let currentproof =
- (*CSC: Wrong: [] is just plainly wrong *)
- Cic.CurrentProof (UriManager.name_of_uri uri,metasenv,bo,ty,[],[])
- in
- let (acurrentproof,_,_,ids_to_inner_sorts,_,_,_) =
- Cic2acic.acic_object_of_cic_object ~eta_fix:false currentproof
- in
- let xml, bodyxml =
- match
- Cic2Xml.print_object uri ~ids_to_inner_sorts
- ~ask_dtd_to_the_getter:true acurrentproof
- with
- xml,Some bodyxml -> xml,bodyxml
- | _,None -> assert false
- in
- (xml, bodyxml)
-;;
-
-let apply_tactic ~tactic =
- let module PET = ProofEngineTypes in
- match get_proof (),!goal with
- | None,_
- | _,None -> assert false
- | Some proof', Some goal' ->
- let (newproof, newgoals) = PET.apply_tactic tactic (proof', goal') in
- set_proof (Some newproof);
- goal :=
- (match newgoals, newproof with
- goal::_, _ -> Some goal
- | [], (_,(goal,_,_)::_,_,_) ->
- (* the tactic left no open goal ; let's choose the first open goal *)
- (*CSC: here we could implement and use a proof-tree like notion... *)
- Some goal
- | _, _ -> None)
-;;
-
-(* metas_in_term term *)
-(* Returns the ordered list of the metas that occur in [term]. *)
-(* Duplicates are removed. The implementation is not very efficient. *)
-let metas_in_term term =
- let module C = Cic in
- let rec aux =
- function
- C.Rel _ -> []
- | C.Meta (n,_) -> [n]
- | C.Sort _
- | C.Implicit _ -> []
- | C.Cast (te,ty) -> (aux te) @ (aux ty)
- | C.Prod (_,s,t) -> (aux s) @ (aux t)
- | C.Lambda (_,s,t) -> (aux s) @ (aux t)
- | C.LetIn (_,s,t) -> (aux s) @ (aux t)
- | C.Appl l -> List.fold_left (fun i t -> i @ (aux t)) [] l
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst)
- | C.MutInd (_,_,exp_named_subst)
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_left (fun i (_,t) -> i @ (aux t)) [] exp_named_subst
- | C.MutCase (_,_,outt,t,pl) ->
- (aux outt) @ (aux t) @
- (List.fold_left (fun i t -> i @ (aux t)) [] pl)
- | C.Fix (_,fl) ->
- List.fold_left (fun i (_,_,ty,bo) -> i @ (aux bo) @ (aux ty)) [] fl
- | C.CoFix (_,fl) ->
- List.fold_left (fun i (_,ty,bo) -> i @ (aux bo) @ (aux ty)) [] fl
- in
- let metas = aux term in
- let rec elim_duplicates =
- function
- [] -> []
- | he::tl ->
- he::(elim_duplicates (List.filter (function el -> he <> el) tl))
- in
- elim_duplicates metas
-
-(* perforate context term ty *)
-(* replaces the term [term] in the proof with a new metavariable whose type *)
-(* is [ty]. [context] must be the context of [term] in the whole proof. This *)
-(* could be easily computed; so the only reasons to have it as an argument *)
-(* are efficiency reasons. *)
-let perforate context term ty =
- let module C = Cic in
- match get_proof () with
- None -> assert false
- | Some (uri,metasenv,bo,gty as proof') ->
- let newmeta = new_meta_of_proof proof' in
- (* We push the new meta at the end of the list for pretty-printing *)
- (* purposes: in this way metas are ordered. *)
- let metasenv' = metasenv@[newmeta,context,ty] in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
-(*CSC: Bug: se ci sono due term uguali nella prova dovrei bucarne uno solo!!!*)
- let bo' =
- ProofEngineReduction.replace (==) [term] [C.Meta (newmeta,irl)] bo
- in
- (* It may be possible that some metavariables occurred only in *)
- (* the term we are perforating and they now occurs no more. We *)
- (* get rid of them, collecting the really useful metavariables *)
- (* in metasenv''. *)
-(*CSC: Bug: una meta potrebbe non comparire in bo', ma comparire nel tipo *)
-(*CSC: di una metavariabile che compare in bo'!!!!!!! *)
- let newmetas = metas_in_term bo' in
- let metasenv'' =
- List.filter (function (n,_,_) -> List.mem n newmetas) metasenv'
- in
- set_proof (Some (uri,metasenv'',bo',gty)) ;
- goal := Some newmeta
-
-
-(************************************************************)
-(* Some easy tactics. *)
-(************************************************************)
-
-(* Reduces [term] using [reduction_function] in the current scratch goal [ty] *)
-let reduction_tactic_in_scratch reduction_function terms ty =
- let metasenv =
- match get_proof () with
- None -> []
- | Some (_,metasenv,_,_) -> metasenv
- in
- let metano,context,_ =
- match !goal with
- None -> assert false
- | Some metano -> List.find (function (m,_,_) -> m=metano) metasenv
- in
- let terms' = List.map (reduction_function context) terms in
- ProofEngineReduction.replace
- ~equality:(==) ~what:terms ~with_what:terms' ~where:ty
-;;
-
-let whd_in_scratch = reduction_tactic_in_scratch CicReduction.whd
-let reduce_in_scratch = reduction_tactic_in_scratch ProofEngineReduction.reduce
-let simpl_in_scratch = reduction_tactic_in_scratch ProofEngineReduction.simpl
-
-(************************************************************)
-(* Tactics defined elsewhere *)
-(************************************************************)
-
- (* primitive tactics *)
-
-let apply term = apply_tactic (PrimitiveTactics.apply_tac ~term)
-let intros ?mk_fresh_name_callback () =
- apply_tactic (PrimitiveTactics.intros_tac ?mk_fresh_name_callback ())
-let cut ?mk_fresh_name_callback term =
- apply_tactic (PrimitiveTactics.cut_tac ?mk_fresh_name_callback ~term)
-let letin ?mk_fresh_name_callback term =
- apply_tactic (PrimitiveTactics.letin_tac ?mk_fresh_name_callback ~term)
-let exact term = apply_tactic (PrimitiveTactics.exact_tac ~term)
-let elim_intros_simpl term =
- apply_tactic (PrimitiveTactics.elim_intros_simpl_tac ~term)
-let change ~goal_input:what ~input:with_what =
- apply_tactic (PrimitiveTactics.change_tac ~what ~with_what)
-
- (* structural tactics *)
-
-let clearbody hyp = apply_tactic (ProofEngineStructuralRules.clearbody ~hyp)
-let clear hyp = apply_tactic (ProofEngineStructuralRules.clear ~hyp)
-
- (* reduction tactics *)
-
-let whd terms =
- apply_tactic
- (ReductionTactics.whd_tac ~also_in_hypotheses:true ~terms:(Some terms))
-let reduce terms =
- apply_tactic
- (ReductionTactics.reduce_tac ~also_in_hypotheses:true ~terms:(Some terms))
-let simpl terms =
- apply_tactic
- (ReductionTactics.simpl_tac ~also_in_hypotheses:true ~terms:(Some terms))
-
-let fold_whd term =
- apply_tactic
- (ReductionTactics.fold_tac ~reduction:CicReduction.whd
- ~also_in_hypotheses:true ~term)
-let fold_reduce term =
- apply_tactic
- (ReductionTactics.fold_tac ~reduction:ProofEngineReduction.reduce
- ~also_in_hypotheses:true ~term)
-let fold_simpl term =
- apply_tactic
- (ReductionTactics.fold_tac ~reduction:ProofEngineReduction.simpl
- ~also_in_hypotheses:true ~term)
-
- (* other tactics *)
-
-let elim_type term = apply_tactic (EliminationTactics.elim_type_tac ~term)
-let ring () = apply_tactic Ring.ring_tac
-let fourier () = apply_tactic FourierR.fourier_tac
-
-(* let auto ~dbd () = apply_tactic (AutoTactic.auto_tac ~dbd) *)
-let auto ~dbd () = apply_tactic (AutoTactic.auto_tac_new ~dbd)
-
-
-let rewrite_simpl term = apply_tactic (EqualityTactics.rewrite_simpl_tac ~term)
-let rewrite_back_simpl term = apply_tactic (EqualityTactics.rewrite_back_simpl_tac ~term)
-let replace ~goal_input:what ~input:with_what =
- apply_tactic (EqualityTactics.replace_tac ~what ~with_what)
-
-let reflexivity () = apply_tactic EqualityTactics.reflexivity_tac
-let symmetry () = apply_tactic EqualityTactics.symmetry_tac
-let transitivity term = apply_tactic (EqualityTactics.transitivity_tac ~term)
-
-let exists () = apply_tactic IntroductionTactics.exists_tac
-let split () = apply_tactic IntroductionTactics.split_tac
-let left () = apply_tactic IntroductionTactics.left_tac
-let right () = apply_tactic IntroductionTactics.right_tac
-
-let assumption () = apply_tactic VariousTactics.assumption_tac
-
-let generalize ?mk_fresh_name_callback terms =
- apply_tactic (VariousTactics.generalize_tac ?mk_fresh_name_callback terms)
-
-let absurd term = apply_tactic (NegationTactics.absurd_tac ~term)
-let contradiction () = apply_tactic NegationTactics.contradiction_tac
-
-let decompose ~uris_choice_callback term =
- apply_tactic (EliminationTactics.decompose_tac ~uris_choice_callback term)
-
-let injection term = apply_tactic (DiscriminationTactics.injection_tac ~term)
-let discriminate term = apply_tactic (DiscriminationTactics.discriminate_tac ~term)
-let decide_equality () = apply_tactic DiscriminationTactics.decide_equality_tac
-let compare term = apply_tactic (DiscriminationTactics.compare_tac ~term)
-
-(*
-let prova_tatticali () = apply_tactic Tacticals.prova_tac
-*)
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (* proof engine status *)
-val get_proof : unit -> ProofEngineTypes.proof option
-val set_proof : ProofEngineTypes.proof option -> unit
-val goal : ProofEngineTypes.goal option ref
-
- (** return a pair of "xml" (as defined in Xml module) representing the current
- proof type and body, respectively *)
-val get_current_status_as_xml : unit -> Xml.token Stream.t * Xml.token Stream.t
-
- (* start a new goal undoing part of the proof *)
-val perforate : Cic.context -> Cic.term -> Cic.term -> unit
-
- (* reduction tactics *)
-val whd : Cic.term list -> unit
-val reduce : Cic.term list -> unit
-val simpl : Cic.term list -> unit
-val fold_whd : Cic.term -> unit
-val fold_reduce : Cic.term -> unit
-val fold_simpl : Cic.term -> unit
-
- (* scratch area reduction tactics *)
-val whd_in_scratch : Cic.term list -> Cic.term -> Cic.term
-val reduce_in_scratch : Cic.term list -> Cic.term -> Cic.term
-val simpl_in_scratch : Cic.term list -> Cic.term -> Cic.term
-
- (* "primitive" tactics *)
-val apply : Cic.term -> unit
-val intros :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type -> unit -> unit
-val cut :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type -> Cic.term -> unit
-val letin :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type -> Cic.term -> unit
-val exact : Cic.term -> unit
-val elim_intros_simpl : Cic.term -> unit
-val change : goal_input:Cic.term -> input:Cic.term -> unit
-
- (* structural tactics *)
-val clearbody : Cic.hypothesis -> unit
-val clear : Cic.hypothesis -> unit
-
- (* other tactics *)
-val elim_type : Cic.term -> unit
-val ring : unit -> unit
-val fourier : unit -> unit
-val rewrite_simpl : Cic.term -> unit
-val rewrite_back_simpl : Cic.term -> unit
-val replace : goal_input:Cic.term -> input:Cic.term -> unit
-val auto : dbd:Mysql.dbd -> unit -> unit
-
-val reflexivity : unit -> unit
-val symmetry : unit -> unit
-val transitivity : Cic.term -> unit
-
-val exists : unit -> unit
-val split : unit -> unit
-val left : unit -> unit
-val right : unit -> unit
-
-val assumption : unit -> unit
-
-val generalize :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- Cic.term list -> unit
-
-val absurd : Cic.term -> unit
-val contradiction : unit -> unit
-
-val decompose :
- uris_choice_callback:
- ((UriManager.uri * int * (UriManager.uri * Cic.term) list) list ->
- (UriManager.uri * int * (UriManager.uri * Cic.term) list) list) ->
- Cic.term -> unit
-
-val injection : Cic.term -> unit
-val discriminate : Cic.term -> unit
-val decide_equality : unit -> unit
-val compare : Cic.term -> unit
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let argc = Array.length Sys.argv
-
-let rawsep = "###"
-let sep = Pcre.regexp (sprintf "^%s" rawsep)
-let sep2 = Pcre.regexp (sprintf "^%s%s" rawsep rawsep)
-let print s = print_string s; flush stdout
-let print_endline s = print_endline s
-let print_endline_to_channel ch s = output_string ch (s ^ "\n")
-
-type state = Term | EEnv | EMetasenv | ETerm | EType | EReduced
-
-(* regtest file format
- * < cic term in concrete syntax >
- * separatorseparator INTERPRETATION NUMBER <n> separatorseparator
- * separator (* see sep above *)
- * < expected disambiguating environment (EnvironmentP3.to_string) >
- * separator (* see sep above *)
- * < expected metasenv after disambiguation (CicMetaSubst.ppmetasenv) >
- * separator (* see sep above *)
- * < expected cic term after disambiguation (CicPp.ppterm) >
- * separator (* see sep above *)
- * < expected cic type as per type_of (CicPp.ppterm) >
- * separator (* see sep above *)
- * < expected reduced cic term as (CicPp.ppterm) >
- * ... (* repeat from ... INTERPRETATION NUMBER ... *)
- *)
-
-type regtest = {
- term: string; (* raw cic term *)
- eenv : string; (* disambiguating parsing environment *)
- emetasenv : string; (* expected metasenv *)
- eterm: string; (* expected term *)
- etype: string; (* expected type *)
- ereduced: string; (* expected reduced term *)
-}
-
-let print_test tests fname =
- let oc = open_out fname in
- output_string oc (List.hd tests).term;
- let i = ref 0 in
- List.iter
- (function test ->
- incr i ;
- output_string oc
- (String.concat ""
- [ sprintf "%s%s INTERPRETATION NUMBER %d %s%s\n" rawsep rawsep !i rawsep rawsep ;
- sprintf "%s (* disambiguation environment *)\n" rawsep;
- test.eenv;
- sprintf "%s (* METASENV after disambiguation *)\n" rawsep;
- test.emetasenv;
- sprintf "%s (* TERM after disambiguation *)\n" rawsep;
- test.eterm;
- sprintf "%s (* TYPE_OF the disambiguated term *)\n" rawsep;
- test.etype;
- sprintf "%s (* REDUCED disambiguated term *)\n" rawsep;
- test.ereduced ])
- ) tests;
- close_out oc
-
-let parse_regtest =
- let term = Buffer.create 1024 in (* raw term *)
- let eenv = Buffer.create 1024 in (* disambiguating parser environment *)
- let emetasenv = Buffer.create 1024 in (* expected metasenv *)
- let eterm = Buffer.create 1024 in (* raw expected term *)
- let etype = Buffer.create 1024 in (* raw expected type *)
- let ereduced = Buffer.create 1024 in (* raw expected reducted term *)
- let state = ref Term in
- let bump_state () =
- match !state with
- | Term -> state := EEnv
- | EEnv -> state := EMetasenv
- | EMetasenv -> state := ETerm
- | ETerm -> state := EType
- | EType -> state := EReduced
- | EReduced -> assert false
- in
- let buffer_of_state = function
- | Term -> term | EEnv -> eenv | EMetasenv -> emetasenv | ETerm -> eterm | EType -> etype
- | EReduced -> ereduced
- in
- let clear_buffers () =
- List.iter Buffer.clear [ eenv; emetasenv; eterm; etype; ereduced ]
- in
- fun fname ->
- state := Term;
- let first = ref true in
- let res = ref [] in
- let push_res () =
- res :=
- {term = Buffer.contents term;
- eenv = Buffer.contents eenv;
- emetasenv = Buffer.contents emetasenv;
- eterm = Buffer.contents eterm;
- etype = Buffer.contents etype;
- ereduced = Buffer.contents ereduced } :: !res ;
- in
- Buffer.clear term;
- let ic = open_in fname in
- (try
- while true do
- let line = input_line ic in
- match line with
- | l when Pcre.pmatch ~rex:sep2 l ->
- if !first then first := false else push_res () ;
- clear_buffers ();
- state := Term
- | l when Pcre.pmatch ~rex:sep l -> bump_state ()
- | l -> Buffer.add_string (buffer_of_state !state) (line ^ "\n")
- done
- with End_of_file -> ());
- push_res () ;
- List.rev !res
-
-let as_expected_one och expected found = (* ignores "term" field *)
- let eterm_ok = expected.eterm = found.eterm in
- let eenv_ok = expected.eenv = found.eenv in
- let emetasenv_ok = expected.emetasenv = found.emetasenv in
- let etype_ok = expected.etype = found.etype in
- let ereduced_ok = expected.ereduced = found.ereduced in
- let outcome =
- eterm_ok && eenv_ok && emetasenv_ok && etype_ok && ereduced_ok
- in
- begin
- let print_endline s = print_endline_to_channel (Lazy.force och) s in
- if not eterm_ok then begin
- print_endline "### Term mismatch ###";
- print_endline "# expected:";
- print_endline (" " ^ expected.eterm);
- print_endline "# found:";
- print_endline (" " ^ found.eterm);
- end;
- if not eenv_ok then begin
- print_endline "### Disambiguation environment mismatch ###";
- print_endline "# expected:";
- print_endline (" " ^ expected.eenv);
- print_endline "# found:";
- print_endline (" " ^ found.eenv);
- end;
- if not emetasenv_ok then begin
- print_endline "### Metasenv mismatch ###";
- print_endline "# expected:";
- print_endline (" " ^ expected.emetasenv);
- print_endline "# found:";
- print_endline (" " ^ found.emetasenv);
- end;
- if not etype_ok then begin
- print_endline "### Type mismatch ###";
- print_endline "# expected:";
- print_endline (" " ^ expected.etype);
- print_endline "# found:";
- print_endline (" " ^ found.etype);
- end;
- if expected.ereduced <> found.ereduced then begin
- print_endline "### Reduced term mismatch ###";
- print_endline "# expected:";
- print_endline (" " ^ expected.ereduced);
- print_endline "# found:";
- print_endline (" " ^ found.ereduced);
- end;
- end;
- outcome
-
-let as_expected report_fname expected found =
- (if Sys.file_exists report_fname then Sys.remove report_fname) ;
- let och = lazy (open_out report_fname) in
- let print_endline s = print_endline_to_channel (Lazy.force och) s in
- let print_interpretation test =
- print_endline "## Interpretation dump ##";
- print_endline "# Disambiguation environment:";
- print_endline test.eenv;
- print_endline "# Metasenv:";
- print_endline test.emetasenv;
- print_endline "# Term:";
- print_endline test.eterm;
- print_endline "# Type:";
- print_endline test.etype;
- print_endline "# Reduced term:";
- print_endline test.ereduced;
- in
- let rec aux =
- function
- [],[] -> true
- | ex::extl, fo::fotl ->
- let outcome1 = as_expected_one och ex fo in
- let outcome2 = aux (extl,fotl) in
- outcome1 && outcome2
- | [],found ->
- print_endline "### Too many interpretations found:" ;
- List.iter print_interpretation found;
- false
- | expected,[] ->
- print_endline "### Too few interpretations found:" ;
- List.iter print_interpretation expected;
- false
- in
- let outcome = aux (expected,found) in
- (if Lazy.lazy_is_val och then close_out (Lazy.force och)) ;
- outcome
-
-let test_this mqi_handle uri_pred raw_term =
- let empty_context = [] in
- List.map
- (function (env, metasenv, cic_term,ugraph ) ->
- let etype =
- try
- let ty, _ =
- (CicTypeChecker.type_of_aux' metasenv empty_context cic_term ugraph)
- in
- CicPp.ppterm ty
- with _ -> "MALFORMED"
- in
- let ereduced =
- try
- CicPp.ppterm (CicReduction.whd empty_context cic_term)
- with _ -> "MALFORMED"
- in
- { term = raw_term; (* useless *)
- eenv = DisambiguatingParser.EnvironmentP3.to_string env ^ "\n";
- emetasenv = CicMetaSubst.ppmetasenv metasenv [] ^ "\n";
- eterm = CicPp.ppterm cic_term ^ "\n";
- etype = etype ^ "\n";
- ereduced = ereduced ^ "\n";
- }
- ) (BatchParser.parse mqi_handle ~uri_pred raw_term CicUniv.empty_ugraph)
-
-let dump_environment filename =
- try
- let oc = open_out filename in
- CicEnvironment.dump_to_channel oc;
- close_out oc
- with exc ->
- prerr_endline
- ("DUMP_ENVIRONMENT FAILURE, uncaught excecption " ^
- Printexc.to_string exc) ;
- raise exc
-
-let restore_environment filename =
- if Sys.file_exists filename then
- begin
- try
- let ic = open_in filename in
- CicEnvironment.restore_from_channel ic;
- close_in ic
- with exc ->
- prerr_endline
- ("RESTORE_ENVIRONMENT FAILURE, uncaught excecption " ^
- Printexc.to_string exc) ;
- raise exc
- end
- else
- CicEnvironment.empty ()
-
-let main mqi_handle generate dump fnames tryvars prefix varsprefix =
- let uri_pred = BatchParser.uri_pred_of_conf tryvars ~prefix ~varsprefix in
- if generate then
- begin
- (* gen mode *)
- print_endline "[ Gen mode ]";
- List.iter
- (function fname ->
- let test_fname = fname ^ ".test" in
- let env_fname = fname ^ ".env" in
- print_endline (sprintf "Generating regtest %s -> %s\n ..."
- fname test_fname);
- let raw_term = (List.hd (parse_regtest fname)).term in
- let results = test_this mqi_handle uri_pred raw_term in
- print_test results test_fname ;
- if dump then dump_environment env_fname ;
- ) fnames
- end else
- begin
- (* regtest mode *)
- print_endline "[ Regtest mode ]";
- let (ok, nok) = (ref 0, ref []) in
- List.iter
- (function fname ->
- let env_fname = fname ^ ".env" in
- let test_fname = fname ^ ".test" in
- let report_fname = fname ^ ".report" in
- restore_environment env_fname ;
- let time = Unix.gettimeofday () in
- print ("Processing " ^ fname ^":\t") ;
- let is_ok =
- try
- let expected = parse_regtest test_fname in
- let actual = test_this mqi_handle uri_pred (List.hd expected).term in
- if dump then dump_environment env_fname ;
- if as_expected report_fname expected actual then
- (incr ok ; true)
- else
- (nok := fname :: !nok ; false)
- with e -> (nok := fname :: !nok ; false)
- in
- let timediff = Unix.gettimeofday () -. time in
- print (sprintf "done in %f seconds\t" timediff) ;
- print_endline
- (if is_ok then
- "\e[01;32m[ OK ]\e[00m"
- else
- "\e[01;31m[ FAILED ]\e[00m")
- ) fnames ;
- print_endline "*** Summary ***";
- print_endline (sprintf "Succeeded: %d" !ok);
- print_endline (sprintf "Failed: %d" (List.length !nok));
- List.iter (fun fname -> print_endline (sprintf " %s failed :-(" fname))
- (List.rev !nok)
- end
-
-let _ =
-
- Helm_registry.load_from "gTopLevel.conf.xml";
- HelmLogger.register_log_callback
- (fun ?(append_NL = true) msg ->
- (if append_NL then prerr_endline else prerr_string)
- (HelmLogger.string_of_html_msg msg));
- Helm_registry.load_from "gTopLevel.conf.xml";
- let dbd =
- Mysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database")
- ()
- in
- let fnames = ref [] in
- let gen = ref false in
- let tryvars = ref false in
- let dump = ref false in
- let nodump = ref false in
- let prefix = ref "" in
- let varsprefix = ref "###" in
- let usage = "regtest [OPTION] ... test1 ..." in
- let spec =
- ["-gen", Arg.Set gen,
- "generate the tests; implies -dump (unless -nodump is specified)" ;
- "--gen", Arg.Set gen,
- "generate the tests; implies -dump (unless -nodump is specified)" ;
- "-dump", Arg.Set dump, "dump the final environment" ;
- "--dump", Arg.Set dump, "dump the final environment" ;
- "-nodump", Arg.Set nodump, "do not dump the final environment" ;
- "--nodump", Arg.Set nodump, "do not dump the final environment" ;
- "-vars", Arg.Set tryvars, "try also variables" ;
- "-novars", Arg.Clear tryvars, "do not try variables (default)" ;
- "-prefix", Arg.Set_string prefix,
- "limit object choices to URIs beginning with prefix" ;
- "--prefix", Arg.Set_string prefix,
- "limit object choices to URIs beginning with prefix" ;
- "-varsprefix", Arg.Set_string varsprefix,
- "limit variable choices to URIs beginning with prefix; overrides -prefix" ;
- "--varsprefix", Arg.Set_string varsprefix,
- "limit variable choices to URIs beginning with prefix; overrides -prefix"
- ]
- in
- Arg.parse spec (fun filename -> fnames := filename::!fnames ) usage ;
- if !fnames = [] then
- Arg.usage spec (Sys.argv.(0) ^ ": missing argument test. You must provide at least one test file.\n" ^ usage) ;
- if !varsprefix = "###" then varsprefix := !prefix ;
- main dbd !gen ((!gen || !dump) && (not !nodump)) !fnames !tryvars !prefix !varsprefix;
- Mysql.disconnect dbd
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--***********************************************************************-->
-<!-- XSLT version 0.1 of the stylesheet to accomplish the right inclusion -->
-<!-- of the content stylesheets: -->
-<!-- First draft: May 26 2000, C.Sacerdoti Coen, I.Schena, F.Guidi -->
-<!--***********************************************************************-->
-
-<!-- Schema of stylesheet precedences (from highest to lowest): -->
-<!-- proofs.xsl-> reals.xsl-> set -> basic -> annotatedcont -->
-<!-- because annotatedcont is imported and has lower precendence than -->
-<!-- the templates of rootcontent (i.e. the templates of set and basic). -->
-<!-- annotatedcont -> objcontent -> content -->
-<!-- because annotatedcont generates an import precedence tree. -->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<!--******************************************************************-->
-<!-- Variablie containing the absolute path of the CIC file -->
-<!--******************************************************************-->
-
-<xsl:import href="annotatedcont.xsl"/>
-<xsl:import href="links_library.xsl"/>
-<xsl:import href="getter.xsl"/>
-
-<xsl:param name="getterURL" select="'http://localhost:8081/'"/>
-<xsl:param name="processorURL" select="'http://localhost:8080/helm/servlet/uwobo/'"/>
-<xsl:param name="naturalLanguage" select="'yes'"/>
-<xsl:param name="annotations" select="'no'"/>
-<xsl:param name="CICURI" select="''"/>
-
-<!-- CSC: Wrong: we assume that no '.body' can appear in the middle of the URI -->
-<xsl:variable name="BaseCICURI">
- <xsl:variable name="res" select="substring-before($CICURI,'.body')"/>
- <xsl:choose>
- <xsl:when test="$res = ''">
- <xsl:value-of select="$CICURI"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$res"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:variable>
-
-<xsl:variable name="InnerTypesUri"><xsl:value-of select="concat($BaseCICURI,'.types')"/></xsl:variable>
-<!-- CSC: ?????????????????? -->
-<xsl:variable name="AnnotationsUri"><xsl:value-of select="concat($BaseCICURI,'.ann')"/></xsl:variable>
-
-<xsl:variable name="InnerTypesUrl" select="'file:///tmp/asperti_innertypes'"/>
-<xsl:variable name="ConstantTypeUrl" select="'file:///tmp/asperti_constanttype'"/>
-<xsl:variable name="AnnotationsUrl"><xsl:call-template name="URLofURI4getter"><xsl:with-param name="uri" select="$AnnotationsUri"/></xsl:call-template></xsl:variable>
-
-
-<!-- WARNING: Using lazy evaluation: $CICURI.* may not exist, but -->
-<!-- document() is called only by need!!! -->
-<xsl:variable name="InnerTypes" select="document($InnerTypesUrl)"/>
-<xsl:variable name="CICAnnotations" select="document($AnnotationsUrl)"/>
-
-<xsl:include href="headercontent.xsl"/>
-<xsl:include href="proofs.xsl"/>
-<xsl:variable name="showproof" select="0"/>
-</xsl:stylesheet>
-
-
-
-
-
-
-
-
+++ /dev/null
-#!/bin/bash
-
-#/projects/helm/galax/sources/natile-galax-0.1-alpha-installed/lib:
-export OCAMLPATH=/home/sacerdot/miohelm/helm/ocaml/METAS
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 06/01/2002 *)
-(* *)
-(* *)
-(*****************************************************************************)
-
-open Printf
-
-(* A WIDGET TO ENTER CIC TERMS *)
-
-class type term_editor =
- object
- method coerce : GObj.widget
- (* get_as_string returns the unquoted string *)
- method get_as_string : string
- method get_metasenv_and_term :
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- Cic.metasenv * Cic.term * CicUniv.universe_graph
- method reset : unit
- (* The input of set_term is unquoted *)
- method set_term : string -> unit
- method environment : DisambiguatingParser.EnvironmentP3.t ref
- end
-
-module Make(C:DisambiguateTypes.Callbacks) =
- struct
-
- module Disambiguate' = DisambiguatingParser.Make(C);;
-
- class term_editor_impl ~(dbd:Mysql.dbd) ?packing ?width ?height
- ?isnotempty_callback ?share_environment_with () : term_editor
- =
- let environment =
- match share_environment_with with
- None -> ref (*DisambiguateTypes.empty_environment*)
- (DisambiguatingParser.EnvironmentP3.of_string
- DisambiguatingParser.EnvironmentP3.empty)
- | Some obj -> obj#environment
- in
- let input = GText.view ~editable:true ?width ?height ?packing () in
- let _ =
- match isnotempty_callback with
- None -> ()
- | Some callback ->
- ignore(input#buffer#connect#changed
- (function () -> callback (input#buffer#char_count > 0)))
- in
- object(self)
-
- method coerce = input#coerce
-
- method reset =
- input#buffer#delete input#buffer#start_iter input#buffer#end_iter
- (* CSC: txt is now a string, but should be of type Cic.term *)
-
- method set_term txt =
- self#reset ;
- ignore (input#buffer#insert txt)
-
- (* CSC: this method should disappear *)
- (* get_as_string returns the unquoted string *)
- method get_as_string = input#buffer#get_text ()
-
- method get_metasenv_and_term ~context ~metasenv =
- let name_context =
- List.map
- (function
- Some (n,_) -> Some n
- | None -> None
- ) context
- in
- let environment',metasenv,expr,ugraph =
- match
- Disambiguate'.disambiguate_term ~dbd ~context ~metasenv
- (input#buffer#get_text ()) ~initial_ugraph:CicUniv.empty_ugraph
- ~aliases:!environment
- with
- [environment',metasenv,expr,u] -> environment',metasenv,expr,u
- | _ -> assert false
- in
- environment := environment';
- (metasenv, expr,ugraph)
- (* TASSI: FIXME ?are we sure we have to keep this? *)
-
- method environment = environment
- end
-
- let term_editor = new term_editor_impl
-
-end
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-class type term_editor =
- object
- method coerce : GObj.widget
- (* get_as_string returns the unquoted string *)
- method get_as_string : string
- method get_metasenv_and_term :
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- Cic.metasenv * Cic.term * CicUniv.universe_graph
- method reset : unit
- method set_term : string -> unit
- method environment : DisambiguatingParser.EnvironmentP3.t ref
- end
-
-module Make (C : DisambiguateTypes.Callbacks) :
- sig
- val term_editor :
- dbd:Mysql.dbd ->
- ?packing:(GObj.widget -> unit) ->
- ?width:int ->
- ?height:int ->
- ?isnotempty_callback:(bool -> unit) ->
- ?share_environment_with:term_editor ->
- unit -> term_editor
- end
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* 29/01/2003 Claudio Sacerdoti Coen *)
-(* *)
-(* *)
-(***************************************************************************)
-
-let debug = false
-let debug_print s = if debug then prerr_endline s
-
-type mml_of_cic_sequent =
- Cic.metasenv ->
- int * Cic.context * Cic.term ->
- Gdome.document *
- (Cic.annconjecture *
- ((Cic.id, Cic.term) Hashtbl.t *
- (Cic.id, Cic.id option) Hashtbl.t *
- (string, Cic.hypothesis) Hashtbl.t *
- (Cic.id, string) Hashtbl.t))
-
-
-type mml_of_cic_object =
- Cic.obj ->
- Gdome.document *
- (Cic.annobj *
- ((Cic.id, Cic.term) Hashtbl.t *
- (Cic.id, Cic.id option) Hashtbl.t *
- (Cic.id, Cic.conjecture) Hashtbl.t *
- (Cic.id, Cic.hypothesis) Hashtbl.t *
- (Cic.id, string) Hashtbl.t *
- (Cic.id, Cic2acic.anntypes) Hashtbl.t))
-
-(* List utility functions *)
-exception Skip;;
-
-let list_map_fail f =
- let rec aux =
- function
- [] -> []
- | he::tl ->
- try
- let he' = f he in
- he'::(aux tl)
- with Skip ->
- (aux tl)
- in
- aux
-;;
-(* End of the list utility functions *)
-
-(** A widget to render sequents **)
-
-class sequent_viewer ~(mml_of_cic_sequent:mml_of_cic_sequent) obj =
- object(self)
-
- inherit GMathViewAux.multi_selection_math_view obj
-
- val mutable current_infos = None
-
- (* returns the list of selected terms *)
- (* selections which are not terms are ignored *)
- method get_selected_terms =
- debug_print (string_of_int (List.length self#get_selections)) ;
- let selections = self#get_selections in
- list_map_fail
- (function node ->
- let xpath =
- ((node : Gdome.element)#getAttributeNS
- ~namespaceURI:Misc.helm_ns
- ~localName:(Gdome.domString "xref"))#to_string
- in
- if xpath = "" then assert false (* "ERROR: No xref found!!!" *)
- else
- match current_infos with
- Some (ids_to_terms,_,_) ->
- let id = xpath in
- (try
- Hashtbl.find ids_to_terms id
- with _ -> raise Skip)
- | None -> assert false (* "ERROR: No current term!!!" *)
- ) selections
-
- (* returns the list of selected hypotheses *)
- (* selections which are not hypotheses are ignored *)
- method get_selected_hypotheses =
- let selections = self#get_selections in
- list_map_fail
- (function node ->
- let xpath =
- ((node : Gdome.element)#getAttributeNS
- ~namespaceURI:Misc.helm_ns
- ~localName:(Gdome.domString "xref"))#to_string
- in
- if xpath = "" then assert false (* "ERROR: No xref found!!!" *)
- else
- match current_infos with
- Some (_,_,ids_to_hypotheses) ->
- let id = xpath in
- (try
- Hashtbl.find ids_to_hypotheses id
- with _ -> raise Skip)
- | None -> assert false (* "ERROR: No current term!!!" *)
- ) selections
-
- method load_sequent metasenv sequent =
-(**** SIAM QUI ****)
- let sequent_mml,(_,(ids_to_terms,ids_to_father_ids,ids_to_hypotheses,ids_to_inner_sorts)) =
- mml_of_cic_sequent metasenv sequent
- in
- self#load_root ~root:sequent_mml#get_documentElement ;
-ignore (Misc.domImpl#saveDocumentToFile ~name:"/tmp/pippo" ~doc:sequent_mml ());
- current_infos <-
- Some (ids_to_terms,ids_to_father_ids,ids_to_hypotheses)
- end
-;;
-
-let sequent_viewer ~(mml_of_cic_sequent: mml_of_cic_sequent)
- ?hadjustment ?vadjustment ?font_size ?log_verbosity
-=
- GtkBase.Widget.size_params ~cont:(
- OgtkMathViewProps.pack_return
- (fun p ->
- OgtkMathViewProps.set_params
- (new sequent_viewer ~mml_of_cic_sequent
- (GtkMathViewProps.MathView_GMetaDOM.create p))
- ~font_size ~log_verbosity)) []
-;;
-
-(*
-let sequent_viewer ?adjustmenth ?adjustmentv ?font_size ?font_manager
- ?border_width ?width ?height ?packing ?show () =
- let w =
- GtkMathView.MathView.create
- ?adjustmenth:(Gaux.may_map ~f:GData.as_adjustment adjustmenth)
- ?adjustmentv:(Gaux.may_map ~f:GData.as_adjustment adjustmentv)
- ()
- in
- GtkBase.Container.set w ?border_width ?width ?height;
- let mathview = GObj.pack_return (new sequent_viewer w) ~packing ~show in
- begin
- match font_size with
- | Some size -> mathview#set_font_size size
- | None -> ()
- end;
- begin
- match font_manager with
- | Some manager -> mathview#set_font_manager_type ~fm_type:manager
- | None -> ()
- end;
- mathview
-;;
-*)
-
-(** A widget to render proofs **)
-
-class proof_viewer ~(mml_of_cic_object:mml_of_cic_object) obj =
- object(self)
-
- inherit GMathViewAux.single_selection_math_view obj
-
-(* initializer self#set_font_size 10 *)
-
- val mutable current_infos = None
- val mutable current_mml = None
-
- method make_sequent_of_selected_term =
- match self#get_selection with
- Some node ->
- let xpath =
- ((node : Gdome.element)#getAttributeNS
- ~namespaceURI:Misc.helm_ns
- ~localName:(Gdome.domString "xref"))#to_string
- in
- if xpath = "" then assert false (* "ERROR: No xref found!!!" *)
- else
- begin
- match current_infos with
- Some (ids_to_terms, ids_to_father_ids, _, _) ->
- let id = xpath in
- LogicalOperations.to_sequent id ids_to_terms ids_to_father_ids
- | None -> assert false (* "ERROR: No current term!!!" *)
- end
- | None -> assert false (* "ERROR: No selection!!!" *)
-
- method focus_sequent_of_selected_term =
- match self#get_selection with
- Some node ->
- let xpath =
- ((node : Gdome.element)#getAttributeNS
- ~namespaceURI:Misc.helm_ns
- ~localName:(Gdome.domString "xref"))#to_string
- in
- if xpath = "" then assert false (* "ERROR: No xref found!!!" *)
- else
- begin
- match current_infos with
- Some (ids_to_terms, ids_to_father_ids, _, _) ->
- let id = xpath in
- LogicalOperations.focus id ids_to_terms ids_to_father_ids
- | None -> assert false (* "ERROR: No current term!!!" *)
- end
- | None -> assert false (* "ERROR: No selection!!!" *)
-
- method load_proof currentproof =
- let mml,
- (acic,
- (ids_to_terms,ids_to_father_ids,ids_to_conjectures,
- ids_to_hypotheses,ids_to_inner_sorts,ids_to_inner_types)) =
- mml_of_cic_object currentproof
- in
- current_infos <-
- Some
- (ids_to_terms,ids_to_father_ids,ids_to_conjectures,ids_to_hypotheses);
- (* self#load_doc ~dom:mml ;
- current_mml <- Some mml ; *)
- ignore(Misc.domImpl#saveDocumentToFile ~name:"/tmp/prova" ~doc:mml ());
- (match current_mml with
- None ->
- let time1 = Sys.time () in
- self#load_root ~root:mml#get_documentElement ;
- let time2 = Sys.time () in
- debug_print ("Loading and displaying the proof took " ^
- string_of_float (time2 -. time1) ^ "seconds") ;
- current_mml <- Some mml
- | Some current_mml' ->
- self#freeze ;
- let time1 = Sys.time () in
- XmlDiff.update_dom ~from:current_mml' mml ;
- let time2 = Sys.time () in
- debug_print ("XMLDIFF took " ^
- string_of_float (time2 -. time1) ^ "seconds") ;
- self#thaw ;
- let time3 = Sys.time () in
- debug_print ("The refresh of the widget took " ^
- string_of_float (time3 -. time2) ^ "seconds"));
- (acic, ids_to_inner_types, ids_to_inner_sorts)
- end
-;;
-
-
-let proof_viewer ~(mml_of_cic_object: mml_of_cic_object)
- ?hadjustment ?vadjustment ?font_size ?log_verbosity
-=
- GtkBase.Widget.size_params ~cont:(
- OgtkMathViewProps.pack_return
- (fun p ->
- OgtkMathViewProps.set_params
- (new proof_viewer ~mml_of_cic_object
- (GtkMathViewProps.MathView_GMetaDOM.create p))
- ~font_size ~log_verbosity)) []
-;;
-
-(*
-let proof_viewer ?adjustmenth ?adjustmentv ?font_size ?font_manager
- ?border_width ?width ?height ?packing ?show () =
- let w =
- GtkMathView.MathView.create
- ?adjustmenth:(Gaux.may_map ~f:GData.as_adjustment adjustmenth)
- ?adjustmentv:(Gaux.may_map ~f:GData.as_adjustment adjustmentv)
- ()
- in
- GtkBase.Container.set w ?border_width ?width ?height;
- let mathview = GObj.pack_return (new proof_viewer w) ~packing ~show in
- begin
- match font_size with
- | Some size -> mathview#set_font_size size
- | None -> ()
- end;
- begin
- match font_manager with
- | Some manager -> mathview#set_font_manager_type ~fm_type:manager
- | None -> ()
- end;
- mathview
-;;
-*)
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 29/01/2003 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-type mml_of_cic_sequent =
- Cic.metasenv ->
- int * Cic.context * Cic.term ->
- Gdome.document *
- (Cic.annconjecture *
- ((Cic.id, Cic.term) Hashtbl.t *
- (Cic.id, Cic.id option) Hashtbl.t *
- (string, Cic.hypothesis) Hashtbl.t *
- (Cic.id, string) Hashtbl.t))
-
-
-type mml_of_cic_object =
- Cic.obj ->
- Gdome.document *
- (Cic.annobj *
- ((Cic.id, Cic.term) Hashtbl.t *
- (Cic.id, Cic.id option) Hashtbl.t *
- (Cic.id, Cic.conjecture) Hashtbl.t *
- (Cic.id, Cic.hypothesis) Hashtbl.t *
- (Cic.id, string) Hashtbl.t *
- (Cic.id, Cic2acic.anntypes) Hashtbl.t))
-
-(** A widget to render sequents **)
-
-class sequent_viewer :
- mml_of_cic_sequent:mml_of_cic_sequent ->
- Gtk_mathview.math_view Gtk.obj ->
- object
- inherit GMathViewAux.multi_selection_math_view
-
- (* returns the list of selected terms *)
- (* selections which are not terms are ignored *)
- method get_selected_terms : Cic.term list
-
- (* returns the list of selected hypotheses *)
- (* selections which are not hypotheses are ignored *)
- method get_selected_hypotheses : Cic.hypothesis list
-
- method load_sequent : Cic.metasenv -> Cic.conjecture -> unit
- end
-
-val sequent_viewer :
- mml_of_cic_sequent:mml_of_cic_sequent ->
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit -> sequent_viewer
-
-(** A widget to render proofs **)
-
-class proof_viewer :
- mml_of_cic_object:mml_of_cic_object ->
- Gtk_mathview.math_view Gtk.obj ->
- object
- inherit GMathViewAux.single_selection_math_view
-
- (* the new current sequent becomes the one obtained *)
- (* perforating the proof where the selection is *)
- method make_sequent_of_selected_term : unit
-
- (* the new current sequent becomes the one obtained *)
- (* focusing the proof on the selected metavariable *)
- method focus_sequent_of_selected_term : unit
-
- (* load_proof also returns the annotated cic term and the *)
- (* ids_to_inner_types and ids_to_inner_sorts maps. *)
- method load_proof :
- Cic.obj ->
- Cic.annobj * (Cic.id, Cic2acic.anntypes) Hashtbl.t *
- (Cic.id, string) Hashtbl.t
-
- end
-
-val proof_viewer :
- mml_of_cic_object:mml_of_cic_object ->
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit -> proof_viewer
-
+++ /dev/null
-
-open Printf
-
-let time_out = ref 5;;
-
-Helm_registry.load_from "gTopLevel.conf.xml";;
-
-let mqi_debug_fun s =
- HelmLogger.log ~append_NL:true (`Msg (`T s))
-let mqi_flags = []
-
-let dbd = Mysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database")
- ()
-(*
-let mqi_handle = MQIConn.init ~flags:mqi_flags ~log:mqi_debug_fun ()
-*)
-
-let verbose = false
-
-exception Failure of string
-let fail msg = raise (Failure msg)
-
-let uri_predicate = ref (BatchParser.constants_only ~prefix:"")
-
-module DisambiguateCallbacks =
- struct
- let interactive_user_uri_choice
- ~selection_mode ?ok ?enable_button_for_non_vars ~title ~msg ~id choices =
- List.filter !uri_predicate choices
-
- let interactive_interpretation_choice =
- let rec aux n =
- function
- [] -> []
- | _::tl -> n::(aux (n+1) tl)
- in
- aux 0
-
- let input_or_locate_uri ~title = fail ("Unknown identifier: " ^ title)
- end
-
-module Disambiguate' = Disambiguate.Make (DisambiguateCallbacks)
-
-let debug_print s = prerr_endline ("^^^^^^ " ^ s)
-
-let test_uri typecheck uri =
- if typecheck then
- try ignore(CicTypeChecker.typecheck uri CicUniv.empty_ugraph);1
- with CicTypeChecker.TypeCheckerFailure s |
- CicTypeChecker.AssertFailure s -> 0
- else
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let (annobj, _, _, ids_to_inner_sorts, _, _, _) =
- Cic2acic.acic_object_of_cic_object ~eta_fix:false obj
- in
- let ids_to_uris = Hashtbl.create 1023 in
- let round_trip annterm =
- debug_print "(1) acic -> ast";
- let (ast, _) =
- Acic2Ast.ast_of_acic ids_to_inner_sorts (*ids_to_uris*) annterm
- in
- let new_pp = BoxPp.pp_term ast in
- debug_print ("ast:\n" ^ new_pp);
- let new_ast = CicTextualParser2.parse_term (Stream.of_string new_pp) in
- debug_print ("new_ast:\n" ^ CicAstPp.pp_term ast);
- let res =
- Disambiguate'.disambiguate_term ~dbd [] [] new_ast
- ~aliases:DisambiguateTypes.Environment.empty
- ~initial_ugraph:CicUniv.empty_ugraph
- in
- List.iter
- (fun (domain, _, term, _) ->
- debug_print
- ("domain: " ^ CicTextualParser2.EnvironmentP3.to_string domain) ;
- debug_print ("term: " ^ CicPp.ppterm term)
- ) res ;
- List.length res
- in
- match annobj with
- | Cic.AConstant (_, _, _, None, ty, _) ->
- debug_print "Cic.AConstant (ty)";
- round_trip ty
- | Cic.AConstant (_, _, _, Some bo, ty, _) ->
-(*
- debug_print "Cic.AConstant (bo)";
- let n = round_trip bo in
-*)
- debug_print "Cic.AConstant (ty)";
- round_trip ty (* + n *)
- | Cic.AVariable (_, _, None, ty, _) ->
- debug_print "Cic.AVariable (ty)";
- round_trip ty
- | Cic.AVariable (_, _, Some bo, ty, _) ->
-(*
- debug_print "Cic.AVariable (bo)";
- let n = round_trip bo in
-*)
- debug_print "Cic.AVariable (ty)";
- round_trip ty (* + n *)
- | Cic.ACurrentProof (_, _, _, _, _, _, _) ->
- assert false
- | Cic.AInductiveDefinition _ ->
- debug_print "AInductiveDefinition: boh ..." ;
- assert false
-
-exception TimeOut;;
-
-ignore
- (Sys.signal Sys.sigalrm
- (Sys.Signal_handle
- (fun _ ->
- (* We do this in case that some "with _" intercepts the first exception *)
- ignore (Unix.alarm 1) ;
- raise TimeOut)))
-;;
-
-
-let test_uri typecheck uri =
- try
- ignore (Unix.alarm !time_out) ;
- if test_uri typecheck uri = 1 then `Ok else `Maybe
- with
- | TimeOut ->
- (* We do this to clear the alarm set by the signal handler *)
- ignore (Unix.alarm 0) ;
- `TimeOut
- (*
- | exn ->
- prerr_endline (sprintf "Top Level Uncaught Exception: %s"
- (Printexc.to_string exn));
- `Nok*)
- | exn -> raise exn
-
-let report (ok,nok,maybe,timeout) =
- print_newline ();
- print_endline "TestLibrary report";
- print_endline "Succeeded URIs:";
- List.iter (fun s -> print_endline ("\t" ^ s)) (List.rev !ok);
- print_endline "Failed URIs:";
- List.iter (fun s -> print_endline ("\t" ^ s)) (List.rev !nok);
- print_endline "Multiple answers URIs:";
- List.iter (fun s -> print_endline ("\t" ^ s)) (List.rev !maybe);
- print_newline ();
- print_endline ("URIs that timeout (" ^ string_of_int !time_out ^ "s):");
- List.iter (fun s -> print_endline ("\t" ^ s)) (List.rev !timeout);
- print_newline ()
-
-let do_uri typecheck (ok, nok, maybe, timeout) uri =
- let uri_str = UriManager.string_of_uri uri in
- printf "Testing URI: %-55s %!" (uri_str ^ " ...");
- (match test_uri typecheck uri with
- | `Ok ->
- print_endline "\e[01;32m[ OK ]\e[00m";
- ok := uri_str :: !ok
- | `Nok ->
- print_endline "\e[01;31m[ FAILED ]\e[00m";
- nok := uri_str :: !nok
- | `Maybe ->
- print_endline "\e[01;33m[ MANY ]\e[00m";
- maybe := uri_str :: !maybe
- | `TimeOut ->
- print_endline "\e[01;34m[TIMEOUT!]\e[00m";
- timeout := uri_str :: !timeout)
-
-let do_file typecheck status fname =
- try
- let ic = open_in fname in
- (try
- while true do
- let line = input_line ic in
- try
- let uri = UriManager.uri_of_string line in
- do_uri typecheck status uri
- with UriManager.IllFormedUri _ ->
- printf "Error parsing URI '%s', ignoring it" line
- done
- with End_of_file ->
- close_in ic)
- with exn ->
- printf "Error trying to access '%s' (%s), skipping the file\n%!"
- fname (Printexc.to_string exn)
-
-let _ =
- HelmLogger.register_log_callback
- (fun ?(append_NL = true) msg ->
- (if append_NL then prerr_endline else prerr_string)
- (HelmLogger.string_of_html_msg msg));
- let names = ref [] in
- let tryvars = ref false in
- let typecheck = ref false in
- let prefix = ref "" in
- let varsprefix = ref "####" in
- let usage = "testlibrary [OPTION] ... (uri1 | file1) (uri2 | file2) ..." in
- let spec =
- [ "-vars", Arg.Set tryvars, "try also variables" ;
- "-novars", Arg.Clear tryvars, "do not try variables (default)" ;
- "-prefix", Arg.Set_string prefix,
- "limit object choices to URIs beginning with prefix" ;
- "-varsprefix", Arg.Set_string varsprefix,
- "limit variable choices to URIs beginning with prefix; overrides -prefix" ;
- "-timeout", Arg.Set_int time_out,
- "number of seconds before a timeout; 0 means no timeout";
- "-typecheck", Arg.Set typecheck, "simply typechek the uri"
- ]
- in
- Arg.parse spec (fun name -> names := name :: !names) usage;
- let names = List.rev !names in
- if !varsprefix = "####" then varsprefix := !prefix ;
- uri_predicate :=
- BatchParser.uri_pred_of_conf !tryvars ~prefix:!prefix ~varsprefix:!varsprefix;
- let status = (ref [], ref [], ref [], ref []) in (* <ok, nok, maybe, timeout> URIs *)
- List.iter
- (fun name ->
- try
- let uri = UriManager.uri_of_string name in
- do_uri !typecheck status uri
- with UriManager.IllFormedUri _ ->
- if Sys.file_exists name then
- do_file !typecheck status name
- else
- printf "Don't know what to do with '%s', ignoring it\n%!" name)
- names ;
- report status
+++ /dev/null
-*.env *.report
+++ /dev/null
-\forall x,y,f. x=y \to (f x) = (f y)
+++ /dev/null
-let rec fact =
- \lambda x:nat.
- [\lambda x:nat. nat]
- match x:nat with
- [ O \Rightarrow 1
- | (S (x: nat)) \Rightarrow (mult (S x) (fact x)) ]
-in
-(fact 4)
+++ /dev/null
-let rec fact =
- \lambda x:nat.
- [\lambda x:nat. nat]
- match x:nat with
- [ O \Rightarrow 1
- | (S (x: nat)) \Rightarrow (mult (S x) (fact x)) ]
-in
-(fact 4)
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id mult = cic:/Coq/Init/Peano/mult.con
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias num (instance 0) = "natural number"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-[fact:=
-Fix fact {
-fact / 0 : (nat->nat) :=
-[x:nat]
-<[x:nat]nat>Cases x of
- O => (S O)
- S => [x:nat](mult (S x) (fact x))
-end}
-](fact (S (S (S (S O)))))
-### (* TYPE_OF the disambiguated term *)
-nat
-### (* REDUCED disambiguated term *)
-(S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) O)))))) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) O)))))) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) O)))))) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- (S (
-Fix plus {
-plus / 0 : (nat->(nat->nat)) :=
-[n:nat][m:nat]
-<[n0:nat]nat>Cases n of
- O => m
- S => [p:nat](S (plus p m))
-end}
- O O)) O)))))) O))))))))
+++ /dev/null
-\forall n:nat. \forall m. n + m = n
+++ /dev/null
-\forall n:nat. \forall m. n + m = n
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias symbol "eq" (instance 0) = "leibnitz's equality"
-alias symbol "plus" (instance 0) = "natural plus"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-(n:nat)(m:nat)(eq nat (plus n m) n)
-### (* TYPE_OF the disambiguated term *)
-Prop
-### (* REDUCED disambiguated term *)
-(n:nat)(m:nat)(eq nat (plus n m) n)
+++ /dev/null
-(\lambda f. (f 0 (le_n 0))
- \lambda n. \lambda H. (refl_equal nat 0))
+++ /dev/null
-(\lambda f. (f 0 (le_n 0))
- \lambda n. \lambda H. (refl_equal nat 0))
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id le_n = cic:/Coq/Init/Peano/le.ind#xpointer(1/1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias id refl_equal = cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)
-alias num (instance 0) = "natural number"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-([f:(nat->((le O O)->(eq nat O O)))](f O (le_n O)) [n:nat][H:(le O O)](refl_equal nat O))
-### (* TYPE_OF the disambiguated term *)
-(eq nat O O)
-### (* REDUCED disambiguated term *)
-(refl_equal nat O)
+++ /dev/null
-\lambda f:(\forall n:nat. (\forall H:(le 0 n). (n=n))). (f 0 (le_n 0))
+++ /dev/null
-\lambda f:(\forall n:nat. (\forall H:(le 0 n). (n=n))). (f 0 (le_n 0))
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id le = cic:/Coq/Init/Peano/le.ind#xpointer(1/1)
-alias id le_n = cic:/Coq/Init/Peano/le.ind#xpointer(1/1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias num (instance 0) = "natural number"
-alias symbol "eq" (instance 0) = "leibnitz's equality"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-[f:(n:nat)((le O n)->(eq nat n n))](f O (le_n O))
-### (* TYPE_OF the disambiguated term *)
-(f:(n:nat)((le O n)->(eq nat n n)))(eq nat O O)
-### (* REDUCED disambiguated term *)
-[f:(n:nat)((le O n)->(eq nat n n))](f O (le_n O))
+++ /dev/null
-\lambda n:nat.
- \lambda H:n=n.
- \lambda g:(?\to (le n 0))\to True.(g (\lambda f.(f n H)))
+++ /dev/null
-\lambda n:nat.
- \lambda H:n=n.\lambda g:(?\to (le n 0))\to True.(g \lambda f.(f n H))
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id True = cic:/Coq/Init/Logic/True.ind#xpointer(1/1)
-alias id le = cic:/Coq/Init/Peano/le.ind#xpointer(1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias num (instance 0) = "natural number"
-alias symbol "eq" (instance 0) = "leibnitz's equality"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-[n:nat][H:(eq nat n n)][g:(((x:nat)((eq nat x x)->(le x O))->(le n O))->True)](g [f:(x:nat)((eq nat x x)->(le x O))](f n H))
-### (* TYPE_OF the disambiguated term *)
-(n:nat)(H:(eq nat n n))(g:(((x:nat)((eq nat x x)->(le x O))->(le n O))->True))True
-### (* REDUCED disambiguated term *)
-[n:nat][H:(eq nat n n)][g:(((x:nat)((eq nat x x)->(le x O))->(le n O))->True)](g [f:(x:nat)((eq nat x x)->(le x O))](f n H))
+++ /dev/null
-[\lambda x:nat.
- [\lambda y:nat. Set]
- match x:nat with [ O \Rightarrow nat | (S x) \Rightarrow bool ]]
-match (S O):nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow false ]
+++ /dev/null
-[\lambda x:nat.
- [\lambda y:nat. Set]
- match x:nat with [ O \Rightarrow nat | (S x) \Rightarrow bool ]]
-match (S O):nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow false ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id O = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id bool = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1)
-alias id false = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1/2)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[x:nat]
-<[y:nat]Set>Cases x of
- O => nat
- S => [x:nat]bool
-end>Cases (S O) of
- O => O
- S => [x:nat]false
-end
-### (* TYPE_OF the disambiguated term *)
-([x:nat]
-<[y:nat]Set>Cases x of
- O => nat
- S => [x:nat]bool
-end (S O))
-### (* REDUCED disambiguated term *)
-false
+++ /dev/null
-[\lambda z:nat. \lambda h:(le O z). (eq nat O O)]
-match (le_n O): le with
-[ le_n \Rightarrow (refl_equal nat O)
-| (le_S x y) \Rightarrow (refl_equal nat O) ]
+++ /dev/null
-[\lambda z:nat. \lambda h:(le O z). (eq nat O O)]
-match (le_n O): le with
-[ le_n \Rightarrow (refl_equal nat O)
-| (le_S x y) \Rightarrow (refl_equal nat O) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id O = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)
-alias id eq = cic:/Coq/Init/Logic/eq.ind#xpointer(1/1)
-alias id le = cic:/Coq/Init/Peano/le.ind#xpointer(1/1)
-alias id le_n = cic:/Coq/Init/Peano/le.ind#xpointer(1/1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias id refl_equal = cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[z:nat][h:(le O z)](eq nat O O)>Cases (le_n O) of
- le_n => (refl_equal nat O)
- le_S => [x:nat][y:(le O x)](refl_equal nat O)
-end
-### (* TYPE_OF the disambiguated term *)
-([z:nat][h:(le O z)](eq nat O O) O (le_n O))
-### (* REDUCED disambiguated term *)
-(refl_equal nat O)
+++ /dev/null
-[\lambda z:nat. \lambda h:(le 0 z). (le 0 (S z))]
-match (le_S 0 0 (le_n 0)): le with
-[ le_n \Rightarrow (le_S 0 0 (le_n 0))
-| (le_S x y) \Rightarrow (le_S 0 (S x) (le_S 0 x y)) ]
+++ /dev/null
-[\lambda z:nat. \lambda h:(le 0 z). (le 0 (S z))]
-match (le_S 0 0 (le_n 0)): le with
-[ le_n \Rightarrow (le_S 0 0 (le_n 0))
-| (le_S x y) \Rightarrow (le_S 0 (S x) (le_S 0 x y)) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id le = cic:/Coq/Init/Peano/le.ind#xpointer(1/1)
-alias id le_S = cic:/Coq/Init/Peano/le.ind#xpointer(1/1/2)
-alias id le_n = cic:/Coq/Init/Peano/le.ind#xpointer(1/1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias num (instance 0) = "natural number"
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[z:nat][h:(le O z)](le O (S z))>Cases (le_S O O (le_n O)) of
- le_n => (le_S O O (le_n O))
- le_S => [x:nat][y:(le O x)](le_S O (S x) (le_S O x y))
-end
-### (* TYPE_OF the disambiguated term *)
-([z:nat][h:(le O z)](le O (S z)) (S O) (le_S O O (le_n O)))
-### (* REDUCED disambiguated term *)
-(le_S O (S O) (le_S O O (le_n O)))
+++ /dev/null
-[\lambda x:bool. nat]
-match true:bool with
-[ true \Rightarrow O
-| false \Rightarrow (S O) ]
+++ /dev/null
-[\lambda x:bool. nat]
-match true:bool with
-[ true \Rightarrow O
-| false \Rightarrow (S O) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id O = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id bool = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias id true = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[x:bool]nat>Cases true of
- true => O
- false => (S O)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:bool]nat true)
-### (* REDUCED disambiguated term *)
-O
+++ /dev/null
-[\lambda x:nat. nat]
-match O:nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow (S (S x)) ]
+++ /dev/null
-[\lambda x:nat. nat]
-match O:nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow (S (S x)) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id O = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[x:nat]nat>Cases O of
- O => O
- S => [x:nat](S (S x))
-end
-### (* TYPE_OF the disambiguated term *)
-([x:nat]nat O)
-### (* REDUCED disambiguated term *)
-O
+++ /dev/null
-[\lambda x:list. list]
-match nil:list with
-[ nil \Rightarrow nil
-| (cons x y) \Rightarrow (cons x y) ]
+++ /dev/null
-[\lambda x:list. list]
-match nil:list with
-[ nil \Rightarrow nil
-| (cons x y) \Rightarrow (cons x y) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id cons = cic:/CoRN/algebra/ListType/list.ind#xpointer(1/1/2)
-alias id list = cic:/CoRN/algebra/ListType/list.ind#xpointer(1/1)
-alias id nil = cic:/CoRN/algebra/ListType/list.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-_ :? _; _ :? _ |- ?25: Type
-### (* TERM after disambiguation *)
-
-<[x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]}>Cases nil{A:=?25[_ ; _]} of
- nil => nil{A:=?25[_ ; _]}
- cons => [x:?25[_ ; _]][y:list{A:=?25[_ ; x]}](cons{A:=?25[x ; y]} x y)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]} nil{A:=?25[_ ; _]})
-### (* REDUCED disambiguated term *)
-nil{A:=?25[_ ; _]}
-###### INTERPRETATION NUMBER 2 ######
-### (* disambiguation environment *)
-alias id cons = cic:/Coq/Lists/List/list.ind#xpointer(1/1/2)
-alias id list = cic:/Coq/Lists/List/list.ind#xpointer(1/1)
-alias id nil = cic:/Coq/Lists/List/list.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-_ :? _; _ :? _ |- ?25: Set
-### (* TERM after disambiguation *)
-
-<[x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]}>Cases nil{A:=?25[_ ; _]} of
- nil => nil{A:=?25[_ ; _]}
- cons => [x:?25[_ ; _]][y:list{A:=?25[_ ; x]}](cons{A:=?25[x ; y]} x y)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]} nil{A:=?25[_ ; _]})
-### (* REDUCED disambiguated term *)
-nil{A:=?25[_ ; _]}
-###### INTERPRETATION NUMBER 3 ######
-### (* disambiguation environment *)
-alias id cons = cic:/Coq/Lists/MonoList/list.ind#xpointer(1/1/2)
-alias id list = cic:/Coq/Lists/MonoList/list.ind#xpointer(1/1)
-alias id nil = cic:/Coq/Lists/MonoList/list.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[x:list]list>Cases nil of
- nil => nil
- cons => [x:A][y:list](cons x y)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:list]list nil)
-### (* REDUCED disambiguated term *)
-nil
-###### INTERPRETATION NUMBER 4 ######
-### (* disambiguation environment *)
-alias id cons = cic:/Lannion/continuations/weight/specif/list.ind#xpointer(1/1/2)
-alias id list = cic:/Lannion/continuations/weight/specif/list.ind#xpointer(1/1)
-alias id nil = cic:/Lannion/continuations/weight/specif/list.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-_ :? _; _ :? _ |- ?25: Set
-### (* TERM after disambiguation *)
-
-<[x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]}>Cases nil{A:=?25[_ ; _]} of
- nil => nil{A:=?25[_ ; _]}
- cons => [x:?25[_ ; _]][y:list{A:=?25[_ ; x]}](cons{A:=?25[x ; y]} x y)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:list{A:=?25[_ ; _]}]list{A:=?25[_ ; _]} nil{A:=?25[_ ; _]})
-### (* REDUCED disambiguated term *)
-nil{A:=?25[_ ; _]}
+++ /dev/null
-\lambda x:False.
- [\lambda h:False. True]
- match x:False with []
+++ /dev/null
-\lambda x:False.
- [\lambda h:False. True]
- match x:False with []
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id False = cic:/Coq/Init/Logic/False.ind#xpointer(1/1)
-alias id True = cic:/Coq/Init/Logic/True.ind#xpointer(1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-[x:False]
-<[h:False]True>Cases x of
-end
-### (* TYPE_OF the disambiguated term *)
-(x:False)([h:False]True x)
-### (* REDUCED disambiguated term *)
-[x:False]
-<[h:False]True>Cases x of
-end
+++ /dev/null
-[\lambda x:bool. nat]
-match true with
-[ true \Rightarrow O
-| false \Rightarrow (S O) ]
+++ /dev/null
-[\lambda x:bool. nat]
-match true with
-[ true \Rightarrow O
-| false \Rightarrow (S O) ]
-###### INTERPRETATION NUMBER 1 ######
-### (* disambiguation environment *)
-alias id O = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)
-alias id S = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)
-alias id bool = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1)
-alias id nat = cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
-alias id true = cic:/Coq/Init/Datatypes/bool.ind#xpointer(1/1/1)
-### (* METASENV after disambiguation *)
-
-### (* TERM after disambiguation *)
-
-<[x:bool]nat>Cases true of
- true => O
- false => (S O)
-end
-### (* TYPE_OF the disambiguated term *)
-([x:bool]nat true)
-### (* REDUCED disambiguated term *)
-O
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug = true
-let debug_print s = if debug then prerr_endline s
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 06/01/2002 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-(* A WIDGET TO ENTER CIC TERMS *)
-
-class type term_editor =
- object
- method coerce : GObj.widget
- (* get_as_string returns the unquoted string *)
- method get_as_string : string
- method get_metasenv_and_term :
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- Cic.metasenv * Cic.term * CicUniv.universe_graph
- method reset : unit
- (* The input of set_term is unquoted *)
- method set_term : string -> unit
- method environment : DisambiguatingParser.EnvironmentP3.t ref
- end
-;;
-
-module Make(C:DisambiguateTypes.Callbacks) =
- struct
-
- module Disambiguate' = DisambiguatingParser.Make(C);;
-
- class term_editor_impl
- ~dbd
- ?packing ?width ?height
- ?isnotempty_callback ?share_environment_with () : term_editor
- =
- let mmlwidget =
- GMathViewAux.single_selection_math_view
- ?packing ?width ?height () in
-(*
- let drawing_area = mmlwidget#get_drawing_area in
- let _ = drawing_area#misc#set_can_focus true in
- let _ = drawing_area#misc#grab_focus () in
-*)
- let logger =
- fun l s -> prerr_endline ("TERM_EDITOR (" ^ string_of_int l ^ "): " ^ s) in
- let tex_editor =
- Mathml_editor.create
- ~alt_lexer:true
- ~dictionary_uri:"dictionary-cic.xml"
- ~mml_uri:Mathml_editor.default_mathml_stylesheet_path
-(*CSC: togliere il path assoluto
- ~tml_uri:Mathml_editor.default_tex_stylesheet_path
-*)
- ~tml_uri:"/usr/share/editex/tml-litex.xsl"
- ~log:logger
- in
-(*
- let _ =
- (new GObj.event_ops mmlwidget#coerce#as_widget)#connect#button_press
- ~callback:(fun _ -> drawing_area#misc#grab_focus () ; true) in
-*)
- let _ =
-(* (new GObj.event_ops drawing_area#coerce#as_widget)#connect#focus_in *)
- (new GObj.event_ops mmlwidget#coerce#as_widget)#connect#focus_in
- ~callback:
- (fun _ ->
- mmlwidget#freeze ;
- Mathml_editor.cursor_show ~editor:tex_editor ;
- mmlwidget#thaw ;
- true) in
- let _ =
-(* (new GObj.event_ops drawing_area#coerce#as_widget)#connect#focus_out *)
- (new GObj.event_ops mmlwidget#coerce#as_widget)#connect#focus_out
- ~callback:
- (fun _ ->
- mmlwidget#freeze ;
- Mathml_editor.cursor_hide ~editor:tex_editor ;
- mmlwidget#thaw ;
- true) in
- let _ = Mathml_editor.push tex_editor '$' in
- let dom_tree = Mathml_editor.get_mml tex_editor in
- let _ = mmlwidget#load_root dom_tree#get_documentElement in
- let _ =
-(* drawing_area#event#connect#key_press *)
- (new GObj.event_ops mmlwidget#coerce#as_widget)#connect#key_press
- (function e ->
- let key = GdkEvent.Key.keyval e in
- mmlwidget#freeze ;
- if
- key >= 32 && key < 256 &&
- (GdkEvent.Key.state e = [] || GdkEvent.Key.state e = [`SHIFT])
- then
- Mathml_editor.push tex_editor (Char.chr key)
- else if key = GdkKeysyms._u then
- begin
- mmlwidget#freeze ;
- ignore (Mathml_editor.freeze tex_editor) ;
- Mathml_editor.reset tex_editor ;
- Mathml_editor.push tex_editor '$' ;
- ignore (Mathml_editor.thaw tex_editor) ;
- mmlwidget#thaw
- end
- else if key = GdkKeysyms._BackSpace then
- Mathml_editor.drop tex_editor
- (List.mem `CONTROL (GdkEvent.Key.state e))
- else if key = GdkKeysyms._v then
- ignore (mmlwidget#misc#convert_selection "STRING" Gdk.Atom.primary);
- let hadj, _ = mmlwidget#get_adjustments in
- mmlwidget#thaw ;
- hadj#set_value hadj#upper ;
- false) in
- let environment =
- match share_environment_with with
- None ->
- ref
- (DisambiguatingParser.EnvironmentP3.of_string
- DisambiguatingParser.EnvironmentP3.empty)
- | Some obj -> obj#environment
- in
- let _ =
- match isnotempty_callback with
- None -> ()
- | Some callback ->
- (* This approximation of the test that checks if the tree is empty *)
- (* is utterly unprecise. We assume a tree to look as an empty tree *)
- (* iff it is made of just one node m:mtext (which should be the *)
- (* cursor). *)
- let is_empty_tree () =
- let root = dom_tree#get_documentElement in
- match root#get_firstChild with
- None -> true
- | Some n -> n#get_nodeName#to_string = "m:mtext"
- in
- dom_tree#addEventListener
- ~typ:(Gdome.domString "DOMSubtreeModified")
- ~listener:
- (Gdome.eventListener
- (function _ -> callback (not (is_empty_tree ()))))
- ~useCapture:false
- in
- object(self)
-
- initializer
- ignore (mmlwidget#misc#connect#selection_received
- ~callback: (fun selection_data ~time ->
- let input = try selection_data#data with Gpointer.Null -> "" in
- mmlwidget#freeze ;
- ignore (Mathml_editor.freeze tex_editor) ;
- for i = 0 to String.length input - 1 do
- Mathml_editor.push tex_editor input.[i]
- done;
- ignore (Mathml_editor.thaw tex_editor) ;
- mmlwidget#thaw))
-
- method coerce = mmlwidget#coerce
- method reset =
- mmlwidget#freeze ;
- ignore (Mathml_editor.freeze tex_editor) ;
- Mathml_editor.reset tex_editor ;
- Mathml_editor.push tex_editor '$' ;
- ignore (Mathml_editor.thaw tex_editor) ;
- mmlwidget#thaw
-
- (* The input of set_term is unquoted *)
- method set_term txt =
- mmlwidget#freeze ;
- ignore (Mathml_editor.freeze tex_editor) ;
- self#reset ;
- let txt' = Str.global_replace (Str.regexp "_") "\\_" txt in
- String.iter (fun ch -> Mathml_editor.push tex_editor ch) txt' ;
- ignore (Mathml_editor.thaw tex_editor) ;
- mmlwidget#thaw
-
- (* get_as_string returns the unquoted string *)
- method get_as_string =
- let term = Mathml_editor.get_tex tex_editor in
- Str.global_replace (Str.regexp "^\\$\\$?") ""
- (Str.global_replace (Str.regexp "\\$\\$?$") ""
- (Str.global_replace (Str.regexp "\\\\_") "_" term))
-
- method get_metasenv_and_term ~context ~metasenv =
- let name_context =
- List.map
- (function
- Some (n,_) -> Some n
- | None -> None
- ) context
- in
- debug_print ("TexTermEditor: Raw Tex: " ^ (Mathml_editor.get_tex tex_editor)) ;
- let environment',metasenv,expr,ugraph =
- match
- Disambiguate'.disambiguate_term ~dbd
- ~context ~metasenv (Mathml_editor.get_tex tex_editor)
- ~initial_ugraph:CicUniv.empty_ugraph ~aliases:!environment
- with
- [environment',metasenv,expr,u] -> environment',metasenv,expr,u
- | _ -> assert false
- in
- environment := environment' ;
- metasenv,expr,ugraph
-
- method environment = environment
- end
-
- let term_editor = new term_editor_impl
-
-end
-;;
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-class type term_editor =
- object
- method coerce : GObj.widget
- (* get_as_string returns the unquoted string *)
- method get_as_string : string
- method get_metasenv_and_term :
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- Cic.metasenv * Cic.term * CicUniv.universe_graph
- method reset : unit
- (* The input of set_term is unquoted *)
- method set_term : string -> unit
- method environment : DisambiguatingParser.EnvironmentP3.t ref
- end
-
-module Make (C : DisambiguateTypes.Callbacks) :
- sig
- val term_editor :
- dbd:Mysql.dbd ->
- ?packing:(GObj.widget -> unit) ->
- ?width:int ->
- ?height:int ->
- ?isnotempty_callback:(bool -> unit) ->
- ?share_environment_with:term_editor ->
- unit -> term_editor
- end
+++ /dev/null
-
-
-open Printf
-
-let _ = Helm_registry.load_from "gTopLevel.conf.xml"
-
-let test_uri uri =
- (try
- Printf.printf "%s ... " uri;
- let uri = UriManager.uri_of_string uri in
- flush stdout;
- ignore (CicTypeChecker.typecheck uri);
- print_endline "ok";
- with _ -> print_endline "failure");
- flush stdout
-
-let _ =
- try
- while true do
- test_uri (input_line stdin)
- done
- with End_of_file -> ()
-
+++ /dev/null
-
-HM_Array1 = [
-[150,,,
-,,,,,,,,,,,,,,,,
-1,true],
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,1],
-["About","http://www.webreference.com/about.html",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,1]
-]
-
-HM_Array1_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array1_3 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array1_5 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array1_1_6 = [
-[],
-["Diner","http://www.webreference.com/dhtml/diner/",1,0,0],
-["Dynomat","http://www.webreference.com/dhtml/dynomat/",1,0,0],
-["Links","http://www.webreference.com/dhtml/links/",1,0,0]
-]
-
-HM_Array2 = [
-[100, // menu width
-"HM_f_CenterMenu('HM_Menu2')", // left_position
-90, // top_position
-"red", // font_color
-"yellow", // mouseover_font_color
-"yellow", // background_color
-"black", // mouseover_background_color
-"blue", // border_color
-"green", // separator_color
-1, // top_is_permanent
-1, // top_is_horizontal
-0, // tree_is_horizontal
-1, // position_under
-1, // top_more_images_visible
-1, // tree_more_images_visible
-"null", // evaluate_upon_tree_show
-"null", // evaluate_upon_tree_hide
-, // right_to_left
-1], // display_on_click
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,1],
-["About","http://www.webreference.com/about.html",1,0,1]
-]
-
-HM_Array2_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,0],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array2_3 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array2_4 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array2_1_6 = [
-[],
-["Diner","http://www.webreference.com/dhtml/diner/",1,0,0],
-["Dynomat","http://www.webreference.com/dhtml/dynomat/",1,0,0],
-["Links","http://www.webreference.com/dhtml/links/",1,0,0]
-]
-
-HM_Array3 = [
-[120, // menu width
-200, // left_position
-300, // top_position
-"black", // font_color
-"white", // mouseover_font_color
-"white", // background_color
-"black", // mouseover_background_color
-"black", // border_color
-"gray", // separator_color
-0, // top_is_permanent
-0, // top_is_horizontal
-0, // tree_is_horizontal
-1, // position_under
-1, // top_more_images_visible
-1, // tree_more_images_visible
-"null", // evaluate_upon_tree_show
-"null", // evaluate_upon_tree_hide
-, // right_to_left
-], // display_on_click
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,1],
-["About","http://www.webreference.com/about.html",1,0,0]
-]
-
-HM_Array3_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array3_3 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array3_1_6 = [
-[],
-["Diner","http://www.webreference.com/dhtml/diner/",1,0,0],
-["Dynomat","http://www.webreference.com/dhtml/dynomat/",1,0,0],
-["Links","http://www.webreference.com/dhtml/links/",1,0,0]
-]
-
-HM_Array4 = [
-[120,
-"mouse_x_position + 20",
-"mouse_y_position + 20",
-,,,,,,,,,,,,,,,
-true],
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,0],
-["About","http://www.webreference.com/about.html",1,0,0]
-]
-
-HM_Array4_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,0],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array5 = [
-[100, // menu_width
-70, // left_position
-170, // top_position
-"red", // font_color
-"yellow", // mouseover_font_color
-"yellow", // background_color
-"black", // mouseover_background_color
-"blue", // border_color
-"green", // separator_color
-1, // top_is_permanent
-1, // top_is_horizontal
-0, // tree_is_horizontal
-1, // position_under
-0, // top_more_images_visible
-1, // tree_more_images_visible
-"null", // evaluate_upon_tree_show
-"null", // evaluate_upon_tree_hide
-, // right_to_left
-, // display_on_click
-true, // top_is_variable_width
-, // tree_is_variable_width
-],
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,1],
-["About","http://www.webreference.com/about.html",1,0,0]
-]
-
-HM_Array5_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array5_3 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array5_1_6 = [
-[],
-["Diner","http://www.webreference.com/dhtml/diner/",1,0,0],
-["Dynomat","http://www.webreference.com/dhtml/dynomat/",1,0,0],
-["Links","http://www.webreference.com/dhtml/links/",1,0,0]
-]
-
+++ /dev/null
-
-HM_Array1 = [
-[150,,,
-,,,,,,,,,,,,,,,,
-1,true],
-["Experts","http://www.webreference.com/experts/",1,0,1],
-["Contents","http://www.webreference.com/index2.html",1,0,0],
-["Services","http://www.webreference.com/index2.html",1,0,1],
-["About","http://www.webreference.com/about.html",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,1]
-]
-
-HM_Array1_1 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array1_3 = [
-[],
-["Features","http://www.webreference.com/articles.html",1,0,0],
-["Forum","http://www.webreference.com/cgi-bin/Ultimate.cgi?action=intro",1,0,0],
-["How-to","http://www.webreference.com/dev/",1,0,0],
-["New","http://www.webreference.com/headlines/",1,0,0],
-["Hot Sites","http://www.webreference.com/hot/",1,0,0]
-]
-
-HM_Array1_5 = [
-[],
-["3-D Animation","http://www.webreference.com/3d/",1,0,0],
-["Design","http://www.webreference.com/dlab/",1,0,0],
-["HTML","http://www.webreference.com/html/",1,0,0],
-["JavaScript","http://www.webreference.com/js/",1,0,0],
-["Graphics","http://www.webreference.com/graphics/",1,0,0],
-["DHTML","http://www.webreference.com/dhtml/",1,0,1],
-["Perl","http://www.webreference.com/perl/",1,0,0],
-["XML","http://www.webreference.com/xml/",1,0,0]
-]
-
-HM_Array1_1_6 = [
-[],
-["Diner","http://www.webreference.com/dhtml/diner/",1,0,0],
-["Dynomat","http://www.webreference.com/dhtml/dynomat/",1,0,0],
-["Links","http://www.webreference.com/dhtml/links/",1,0,0]
-]
-
-HM_Array2 = [
-[150,,,
-,,,,,,,,,,,,,,,,
-1,true],
-["Pippo","http://www.inria.fr",1,0,1],
-["Pluto","http://www.cs.unibo.it",1,0,0],
-["Paperino","http://www.larepubblica.it",1,0,1],
-]
+++ /dev/null
-/*HM_Loader.js
-* by Peter Belesis. v4.1.1 011002
-* Copyright (c) 2001 Peter Belesis. All Rights Reserved.
-*/
-
- HM_DOM = (document.getElementById) ? true : false;
- HM_NS4 = (document.layers) ? true : false;
- HM_IE = (document.all) ? true : false;
- HM_IE4 = HM_IE && !HM_DOM;
- HM_Mac = (navigator.appVersion.indexOf("Mac") != -1);
- HM_IE4M = HM_IE4 && HM_Mac;
- HM_Opera = (navigator.userAgent.indexOf("Opera")!=-1);
- HM_Konqueror = (navigator.userAgent.indexOf("Konqueror")!=-1);
-
-HM_IsMenu = !HM_Opera && !HM_Konqueror && !HM_IE4M && (HM_DOM || HM_NS4 || HM_IE4);
-
-HM_BrowserString = HM_NS4 ? "NS4" : HM_DOM ? "DOM" : "IE4";
-
-
-if(window.event + "" == "undefined") event = null;
-function HM_f_PopUp(){return false};
-function HM_f_PopDown(){return false};
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-
-HM_GL_MenuWidth = 150;
-HM_GL_FontFamily = "Arial,sans-serif";
-HM_GL_FontSize = 10;
-HM_GL_FontBold = true;
-HM_GL_FontItalic = false;
-HM_GL_FontColor = "black";
-HM_GL_FontColorOver = "white";
-HM_GL_BGColor = "transparent";
-HM_GL_BGColorOver = "transparent";
-HM_GL_ItemPadding = 3;
-
-HM_GL_BorderWidth = 2;
-HM_GL_BorderColor = "red";
-HM_GL_BorderStyle = "solid";
-HM_GL_SeparatorSize = 2;
-HM_GL_SeparatorColor = "yellow";
-
-HM_GL_ImageSrc = "HM_More_black_right.gif";
-HM_GL_ImageSrcLeft = "HM_More_black_left.gif";
-
-HM_GL_ImageSrcOver = "HM_More_white_right.gif";
-HM_GL_ImageSrcLeftOver = "HM_More_white_left.gif";
-
-HM_GL_ImageSize = 5;
-HM_GL_ImageHorizSpace = 5;
-HM_GL_ImageVertSpace = 5;
-
-HM_GL_KeepHilite = false;
-HM_GL_ClickStart = false;
-HM_GL_ClickKill = 0;
-HM_GL_ChildOverlap = 40;
-HM_GL_ChildOffset = 10;
-HM_GL_ChildPerCentOver = null;
-HM_GL_TopSecondsVisible = .5;
-HM_GL_ChildSecondsVisible = .3;
-HM_GL_StatusDisplayBuild = 0;
-HM_GL_StatusDisplayLink = 1;
-HM_GL_UponDisplay = null;
-HM_GL_UponHide = null;
-
-HM_GL_RightToLeft = false;
-HM_GL_CreateTopOnly = HM_NS4 ? true : false;
-HM_GL_ShowLinkCursor = true;
-
-// the following function is included to illustrate the improved JS expression handling of
-// the left_position and top_position parameters
-// you may delete if you have no use for it
-
-function HM_f_CenterMenu(topmenuid) {
- var MinimumPixelLeft = 0;
- var TheMenu = HM_DOM ? document.getElementById(topmenuid) : HM_IE4 ? document.all(topmenuid) : eval("window." + topmenuid);
- var TheMenuWidth = HM_DOM ? parseInt(TheMenu.style.width) : HM_IE4 ? TheMenu.style.pixelWidth : TheMenu.clip.width;
- var TheWindowWidth = HM_IE ? document.body.clientWidth : window.innerWidth;
- return Math.max(parseInt((TheWindowWidth-TheMenuWidth) / 2),MinimumPixelLeft);
-}
-
-if(HM_IsMenu) {
- document.write("<SCR" + "IPT LANGUAGE='JavaScript1.2' SRC='HM_Arrays.js' TYPE='text/javascript'><\/SCR" + "IPT>");
- document.write("<SCR" + "IPT LANGUAGE='JavaScript1.2' SRC='HM_Script"+ HM_BrowserString +".js' TYPE='text/javascript'><\/SCR" + "IPT>");
-}
-
-
-//end
\ No newline at end of file
+++ /dev/null
-/*HM_Loader.js
-* by Peter Belesis. v4.1.1 011002
-* Copyright (c) 2001 Peter Belesis. All Rights Reserved.
-*/
-
- HM_DOM = (document.getElementById) ? true : false;
- HM_NS4 = (document.layers) ? true : false;
- HM_IE = (document.all) ? true : false;
- HM_IE4 = HM_IE && !HM_DOM;
- HM_Mac = (navigator.appVersion.indexOf("Mac") != -1);
- HM_IE4M = HM_IE4 && HM_Mac;
- HM_Opera = (navigator.userAgent.indexOf("Opera")!=-1);
- HM_Konqueror = (navigator.userAgent.indexOf("Konqueror")!=-1);
-
-HM_IsMenu = !HM_Opera && !HM_Konqueror && !HM_IE4M && (HM_DOM || HM_NS4 || HM_IE4);
-
-HM_BrowserString = HM_NS4 ? "NS4" : HM_DOM ? "DOM" : "IE4";
-
-
-if(window.event + "" == "undefined") event = null;
-function HM_f_PopUp(){return false};
-function HM_f_PopDown(){return false};
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-
-HM_GL_MenuWidth = 150;
-HM_GL_FontFamily = "Arial,sans-serif";
-HM_GL_FontSize = 10;
-HM_GL_FontBold = true;
-HM_GL_FontItalic = false;
-HM_GL_FontColor = "black";
-HM_GL_FontColorOver = "white";
-HM_GL_BGColor = "transparent";
-HM_GL_BGColorOver = "transparent";
-HM_GL_ItemPadding = 3;
-
-HM_GL_BorderWidth = 2;
-HM_GL_BorderColor = "red";
-HM_GL_BorderStyle = "solid";
-HM_GL_SeparatorSize = 2;
-HM_GL_SeparatorColor = "yellow";
-
-HM_GL_ImageSrc = "HM_More_black_right.gif";
-HM_GL_ImageSrcLeft = "HM_More_black_left.gif";
-
-HM_GL_ImageSrcOver = "HM_More_white_right.gif";
-HM_GL_ImageSrcLeftOver = "HM_More_white_left.gif";
-
-HM_GL_ImageSize = 5;
-HM_GL_ImageHorizSpace = 5;
-HM_GL_ImageVertSpace = 5;
-
-HM_GL_KeepHilite = false;
-HM_GL_ClickStart = false;
-HM_GL_ClickKill = 0;
-HM_GL_ChildOverlap = 40;
-HM_GL_ChildOffset = 10;
-HM_GL_ChildPerCentOver = null;
-HM_GL_TopSecondsVisible = .5;
-HM_GL_ChildSecondsVisible = .3;
-HM_GL_StatusDisplayBuild = 0;
-HM_GL_StatusDisplayLink = 1;
-HM_GL_UponDisplay = null;
-HM_GL_UponHide = null;
-
-HM_GL_RightToLeft = false;
-HM_GL_CreateTopOnly = HM_NS4 ? true : false;
-HM_GL_ShowLinkCursor = true;
-
-// the following function is included to illustrate the improved JS expression handling of
-// the left_position and top_position parameters
-// you may delete if you have no use for it
-
-function HM_f_CenterMenu(topmenuid) {
- var MinimumPixelLeft = 0;
- var TheMenu = HM_DOM ? document.getElementById(topmenuid) : HM_IE4 ? document.all(topmenuid) : eval("window." + topmenuid);
- var TheMenuWidth = HM_DOM ? parseInt(TheMenu.style.width) : HM_IE4 ? TheMenu.style.pixelWidth : TheMenu.clip.width;
- var TheWindowWidth = HM_IE ? document.body.clientWidth : window.innerWidth;
- return Math.max(parseInt((TheWindowWidth-TheMenuWidth) / 2),MinimumPixelLeft);
-}
-
-if(HM_IsMenu) {
- document.write("<SCR" + "IPT LANGUAGE='JavaScript1.2' SRC='HM_Arrays_prova.js' TYPE='text/javascript'><\/SCR" + "IPT>");
- document.write("<SCR" + "IPT LANGUAGE='JavaScript1.2' SRC='HM_Script"+ HM_BrowserString +".js' TYPE='text/javascript'><\/SCR" + "IPT>");
-}
-
-
-//end
+++ /dev/null
-/*HM_ScriptDOM.js
-* by Peter Belesis. v4.1.1 011002
-* Copyright (c) 2001 Peter Belesis. All Rights Reserved.
-* Originally published and documented at http://www.dhtmlab.com/
-* Available solely from INT Media Group. Incorporated under exclusive license.
-* Contact licensing@internet.com for more information.
-*/
-
-HM_IE5M = HM_IE && HM_Mac;
-HM_IE5W = HM_IE && !HM_Mac;
-HM_NS6 = (navigator.vendor == ("Netscape6") || navigator.product == ("Gecko"));
-HM_IEpos = HM_IE || (HM_NS6 && parseInt(navigator.productSub)>=20010710);
-HM_IEDTD = (HM_IE && document.doctype) ? document.doctype.name.indexOf(".dtd")!=-1 : false;
-HM_IEnoDTD = HM_IE && !HM_IEDTD;
-
-HM_a_Parameters = [
- ["MenuWidth", 150, "number"],
- ["FontFamily", "Arial,sans-serif"],
- ["FontSize", 10, "number"],
- ["FontBold", false, "boolean"],
- ["FontItalic", false, "boolean"],
- ["FontColor", "black"],
- ["FontColorOver", "white"],
- ["BGColor", "white"],
- ["BGColorOver", "black"],
- ["ItemPadding", 3, "number"],
- ["BorderWidth", 2, "number"],
- ["BorderColor", "red"],
- ["BorderStyle", "solid"],
- ["SeparatorSize", 1, "number"],
- ["SeparatorColor", "yellow"],
- ["ImageSrc", "HM_More_black_right.gif"],
- ["ImageSrcOver", null],
- ["ImageSrcLeft", "HM_More_black_left.gif"],
- ["ImageSrcLeftOver", null],
- ["ImageSize", 5, "number"],
- ["ImageHorizSpace", 0, "number"],
- ["ImageVertSpace", 0, "number"],
- ["KeepHilite", false, "boolean"],
- ["ClickStart", false, "boolean"],
- ["ClickKill", true, "boolean"],
- ["ChildOverlap", 20, "number"],
- ["ChildOffset", 10, "number"],
- ["ChildPerCentOver", null, "number"],
- ["TopSecondsVisible", .5, "number"],
- ["ChildSecondsVisible",.3, "number"],
- ["StatusDisplayBuild", 1, "boolean"],
- ["StatusDisplayLink", 1, "boolean"],
- ["UponDisplay", null, "delayed"],
- ["UponHide", null, "delayed"],
- ["RightToLeft", false, "boolean"],
- ["CreateTopOnly", 0, "boolean"],
- ["ShowLinkCursor", false, "boolean"]
-]
-
-HM_MenuIDPrefix = "HM_Menu";
-HM_ItemIDPrefix = "HM_Item";
-HM_ArrayIDPrefix = "HM_Array";
-
-Function.prototype.isFunction = true;
-Function.prototype.isString = false;
-String.prototype.isFunction = false;
-String.prototype.isString = true;
-String.prototype.isBoolean = false;
-String.prototype.isNumber = false;
-Number.prototype.isString = false;
-Number.prototype.isFunction = false;
-Number.prototype.isBoolean = false;
-Number.prototype.isNumber = true;
-Boolean.prototype.isString = false;
-Boolean.prototype.isFunction = false;
-Boolean.prototype.isBoolean = true;
-Boolean.prototype.isNumber = false;
-Array.prototype.itemValidation = false;
-Array.prototype.isArray = true;
-
-if(HM_IE) {
- HM_a_ElementsCreated = [];
-
- function HM_f_StoreElement(el){
- HM_a_ElementsCreated[HM_a_ElementsCreated.length] = el;
- }
-}
-
-function HM_f_AssignParameters(paramarray){
- var ParamName = paramarray[0];
- var DefaultValue = paramarray[1];
- var FullParamName = "HM_" + ParamName;
-
- if (typeof eval("window.HM_PG_" + ParamName) == "undefined") {
- if (typeof eval("window.HM_GL_" + ParamName) == "undefined") {
- eval(FullParamName + "= DefaultValue");
- }
- else {
- eval(FullParamName + "= HM_GL_" + ParamName);
- }
- }
- else {
- eval(FullParamName + "= HM_PG_" + ParamName);
- }
-
- paramarray[0] = FullParamName;
- paramarray[1] = eval(FullParamName);
-}
-
-function HM_f_EvalParameters(valuenew,valueold,valuetype){
- var TestString, ParPosition;
-
- if(typeof valuenew == "undefined" || valuenew == null || (valuenew.isString && valuenew.length == 0)){
- return valueold;
- }
-
- if(valuetype != "delayed"){
- while(valuenew.isString) {
- ParPosition = valuenew.indexOf("(");
- if(ParPosition !=-1) {
- TestString = "window." + valuenew.substr(0,ParPosition);
- if (typeof eval(TestString) != "undefined" && eval(TestString).isFunction) {
- valuenew = eval(valuenew);
- }
- }
- else break
- }
- }
-
- while(valuenew.isFunction) {valuenew = valuenew()}
-
- switch(valuetype){
- case "number":
- while (valuenew.isString) {valuenew = eval(valuenew)}
- break;
- case "boolean":
- while (!valuenew.isBoolean) {
- valuenew = (valuenew.isNumber) ? valuenew ? true : false : eval(valuenew);
- }
- break;
- }
-
- return valuenew;
-}
-
-for (i=0;i<HM_a_Parameters.length;i++) {
- HM_f_AssignParameters(HM_a_Parameters[i]);
- eval(HM_a_Parameters[i][0] + "= HM_f_EvalParameters("+ HM_a_Parameters[i][0] +",null,HM_a_Parameters[i][2])")
-}
-
-HM_ChildPerCentOver = (isNaN(parseFloat(HM_ChildPerCentOver))) ? null : parseFloat(HM_ChildPerCentOver)/100;
-
-HM_ChildMilliSecondsVisible = HM_ChildSecondsVisible * 1000;
-
-function HM_f_ValidateArray(arrayname){
- var MenuArrayIsValid = false;
- var MenuArrayIsObject = (typeof eval("window." + arrayname) == "object");
- if(MenuArrayIsObject) {
- var TheMenuArray = eval(arrayname);
- if(TheMenuArray.isArray && TheMenuArray.length > 1) {
- MenuArrayIsValid = true;
- if(!TheMenuArray.itemValidation) {
- while((typeof TheMenuArray[TheMenuArray.length-1] != "object") || (!TheMenuArray[TheMenuArray.length-1].isArray)) {
- TheMenuArray.length--;
- }
- TheMenuArray.itemValidation = true;
- }
- }
- }
- return MenuArrayIsValid;
-}
-
-if(!window.HM_a_TreesToBuild) {
- HM_a_TreesToBuild = [];
- for(i=1; i<100; i++){
- if(HM_f_ValidateArray(HM_ArrayIDPrefix + i)) HM_a_TreesToBuild[HM_a_TreesToBuild.length] = i;
- }
-}
-
-HM_CurrentArray = null;
-HM_CurrentTree = null;
-HM_CurrentMenu = null;
-HM_CurrentItem = null;
-HM_a_TopMenus = [];
-HM_AreLoaded = false;
-HM_AreCreated = false;
-HM_BeingCreated = false;
-HM_UserOverMenu = false;
-HM_HideAllTimer = null;
-HM_TotalTrees = 0;
-HM_ZIndex = 5000;
-
-function HM_f_StartIt() {
- if(HM_AreCreated) return;
- if((typeof(document.body) == "undefined") || (document.body == null)) return;
- HM_AreLoaded = true;
- if (HM_ClickKill) {
- HM_f_OtherMouseDown = (document.onmousedown) ? document.onmousedown : new Function;
- document.onmousedown = function(){HM_f_PageClick();HM_f_OtherMouseDown()}
- }
- else {
- HM_TopMilliSecondsVisible = HM_TopSecondsVisible * 1000;
- }
- HM_f_MakeTrees();
- HM_f_OtherOnLoad();
-}
-
-function HM_f_MakeTrees(){
- HM_BeingCreated = true;
- var TreeParams = null;
- var TreeHasChildren = false;
- var ItemArray = null;
-
- for(var t=0; t<HM_a_TreesToBuild.length; t++) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + HM_a_TreesToBuild[t])) continue;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + HM_a_TreesToBuild[t]);
-
- TreeParams = HM_CurrentArray[0];
- TreeHasChildren = false;
-
- for(var i=1; i<HM_CurrentArray.length; i++) {
- ItemArray = HM_CurrentArray[i];
- if(ItemArray[ItemArray.length-1]) {TreeHasChildren = true; break}
- }
- HM_CurrentTree = {
- MenuWidth : MenuWidth = HM_f_EvalParameters(TreeParams[0],HM_MenuWidth,"number"),
- MenuLeft : MenuLeft = HM_f_EvalParameters(TreeParams[1],null,"delayed"),
- MenuTop : MenuTop = HM_f_EvalParameters(TreeParams[2],null,"delayed"),
- ItemWidth : MenuWidth - (HM_BorderWidth*2),
- FontColor : HM_f_EvalParameters(TreeParams[3],HM_FontColor),
- FontColorOver : HM_f_EvalParameters(TreeParams[4],HM_FontColorOver),
- BGColor : HM_f_EvalParameters(TreeParams[5],HM_BGColor),
- BGColorOver : HM_f_EvalParameters(TreeParams[6],HM_BGColorOver),
- BorderColor : HM_f_EvalParameters(TreeParams[7],HM_BorderColor),
- SeparatorColor : HM_f_EvalParameters(TreeParams[8],HM_SeparatorColor),
- TopIsPermanent : ((MenuLeft == null) || (MenuTop == null)) ? false : HM_f_EvalParameters(TreeParams[9],false,"boolean"),
- TopIsHorizontal : TopIsHorizontal = HM_f_EvalParameters(TreeParams[10],false,"boolean"),
- TreeIsHorizontal : TreeHasChildren ? HM_f_EvalParameters(TreeParams[11],false,"boolean") : false,
- PositionUnder : (!TopIsHorizontal || !TreeHasChildren) ? false : HM_f_EvalParameters(TreeParams[12],false,"boolean"),
- TopImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[13],true,"boolean") : false,
- TreeImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[14],true,"boolean") : false,
- UponDisplay : HM_f_EvalParameters(TreeParams[15],HM_UponDisplay,"delayed"),
- UponHide : HM_f_EvalParameters(TreeParams[16],HM_UponHide,"delayed"),
- RightToLeft : HM_f_EvalParameters(TreeParams[17],HM_RightToLeft,"boolean"),
- ClickStart : HM_f_EvalParameters(TreeParams[18],HM_ClickStart,"boolean"),
- TopIsVariableWidth : HM_f_EvalParameters(TreeParams[19],false,"boolean"),
- TreeIsVariableWidth : HM_f_EvalParameters(TreeParams[20],false,"boolean")
- }
-
- HM_CurrentMenu = null;
- HM_f_MakeMenu(HM_a_TreesToBuild[t]);
- HM_a_TopMenus[HM_TotalTrees] = HM_CurrentTree.treeParent;
- HM_TotalTrees++;
- if(HM_CurrentTree.TopIsPermanent){
- with(HM_CurrentTree.treeParent) {
- HM_CurrentTree.treeParent.xPos = eval(HM_CurrentTree.MenuLeft);
- HM_CurrentTree.treeParent.yPos = eval(HM_CurrentTree.MenuTop);
- moveTo(HM_CurrentTree.treeParent.xPos,HM_CurrentTree.treeParent.yPos);
- style.zIndex = HM_ZIndex;
- }
- if(HM_IE5M) setTimeout(HM_CurrentTree.treeParent.id + ".fixSize(true)",10);
- else HM_CurrentTree.treeParent.style.visibility = "visible";
- }
- }
-
- if(HM_StatusDisplayBuild) status = HM_TotalTrees + " Hierarchical Menu Trees Created";
- HM_AreCreated = true;
- HM_BeingCreated = false;
-}
-
-function HM_f_SetItemProperties(itemidsuffix) {
- this.tree = HM_CurrentTree;
- this.index = HM_CurrentMenu.itemCount - 1;
- this.isLastItem = (HM_CurrentMenu.itemCount == HM_CurrentMenu.maxItems);
- this.array = HM_CurrentMenu.array[HM_CurrentMenu.itemCount];
- this.dispText = this.array[0];
- this.linkText = this.array[1];
- this.permHilite = HM_f_EvalParameters(this.array[3],false,"boolean");
- this.hasRollover = (!this.permHilite && HM_f_EvalParameters(this.array[2],true,"boolean"));
- this.hasMore = HM_f_EvalParameters(this.array[4],false,"boolean") && HM_f_ValidateArray(HM_ArrayIDPrefix + itemidsuffix);
- this.childID = this.hasMore ? (HM_MenuIDPrefix + itemidsuffix) : null;
- this.child = null;
- this.onmouseover = HM_f_ItemOver;
- this.onmouseout = HM_f_ItemOut;
- this.setItemStyle = HM_f_SetItemStyle;
- this.showChild = HM_f_ShowChild;
- this.ClickStart = this.hasMore && this.tree.ClickStart && (this.tree.TopIsPermanent && (this.tree.treeParent==this.menu));
- if(this.ClickStart) {
- this.linkText = "";
- this.onclick = this.showChild;
- }
- this.ChildOverlap = null;
-}
-
-function HM_f_MakeElement(menuid) {
- var MenuObject;
- MenuObject = document.createElement("DIV");
-
- if(HM_IE)HM_f_StoreElement(MenuObject);
-
- with(MenuObject){
- id = menuid;
- with(style) {
- position = "absolute";
- visibility = "hidden";
- left = "-500px";
- top = "0px";
- width = (HM_IEnoDTD ? HM_CurrentTree.MenuWidth : HM_CurrentTree.ItemWidth) + "px";
- }
- }
- document.body.appendChild(MenuObject);
- return MenuObject;
-}
-
-function HM_f_MakeMenu(menucount) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + menucount)) return false;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + menucount);
-
- NewMenu = document.getElementById(HM_MenuIDPrefix + menucount);
- if(!NewMenu){
- NewMenu = HM_f_MakeElement(HM_MenuIDPrefix + menucount);
- if(HM_CurrentMenu) {
- NewMenu.parentMenu = HM_CurrentMenu;
- NewMenu.parentItem = HM_CurrentMenu.itemElement;
- NewMenu.parentItem.child = NewMenu;
- NewMenu.hasParent = true;
- NewMenu.isHorizontal = HM_CurrentTree.TreeIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TreeImageShow;
- }
- else {
- NewMenu.isHorizontal = HM_CurrentTree.TopIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TopImageShow;
- HM_CurrentTree.treeParent = HM_CurrentTree.startChild = NewMenu;
- }
-
- HM_CurrentMenu = NewMenu;
- HM_CurrentMenu.array = HM_CurrentArray;
- HM_CurrentMenu.tree = HM_CurrentTree;
- HM_CurrentMenu.itemCount = 0;
- HM_CurrentMenu.maxItems = HM_CurrentMenu.array.length - 1;
- HM_CurrentMenu.IsVariableWidth = ((HM_CurrentMenu.hasParent && HM_CurrentTree.TreeIsVariableWidth) || (!HM_CurrentMenu.hasParent && HM_CurrentTree.TopIsVariableWidth));
- HM_CurrentMenu.showIt = HM_f_ShowIt;
- HM_CurrentMenu.count = menucount;
- HM_CurrentMenu.keepInWindow = HM_f_KeepInWindow;
- HM_CurrentMenu.onmouseover = HM_f_MenuOver;
- HM_CurrentMenu.onmouseout = HM_f_MenuOut;
- HM_CurrentMenu.hideTree = HM_f_HideTree
- HM_CurrentMenu.hideParents = HM_f_HideParents;
- HM_CurrentMenu.hideChildren = HM_f_HideChildren;
- HM_CurrentMenu.hideTop = HM_f_HideTop;
- HM_CurrentMenu.hideSelf = HM_f_HideSelf;
- HM_CurrentMenu.hasChildVisible = false;
- HM_CurrentMenu.isOn = false;
- HM_CurrentMenu.hideTimer = null;
- HM_CurrentMenu.currentItem = null;
- HM_CurrentMenu.setMenuStyle = HM_f_SetMenuStyle;
- HM_CurrentMenu.sizeFixed = false;
- HM_CurrentMenu.fixSize = HM_f_FixSize;
-
- if(HM_IE) HM_CurrentMenu.onselectstart = HM_f_CancelSelect;
- HM_CurrentMenu.moveTo = HM_f_MoveTo;
- HM_CurrentMenu.setMenuStyle();
- }
-
- while (HM_CurrentMenu.itemCount < HM_CurrentMenu.maxItems) {
- HM_CurrentMenu.itemCount++;
- HM_CurrentMenu.itemElement = document.getElementById(HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount);
- if(!HM_CurrentMenu.itemElement){
- if(HM_StatusDisplayBuild) status = "Creating Hierarchical Menus: " + menucount + " / " + HM_CurrentMenu.itemCount;
- HM_CurrentMenu.itemElement = HM_f_MakeItemElement(menucount);
- }
- if(HM_CurrentMenu.itemElement.hasMore && (!HM_CreateTopOnly || HM_AreCreated && HM_CreateTopOnly)) {
- MenuCreated = HM_f_MakeMenu(menucount + "_" + HM_CurrentMenu.itemCount);
- if(MenuCreated) {
- HM_CurrentMenu = HM_CurrentMenu.parentMenu;
- }
- }
- }
- if(!HM_IE5M)HM_CurrentMenu.fixSize();
- return HM_CurrentMenu;
-}
-
-function HM_f_SetMenuStyle(){
- with(this.style) {
- borderWidth = HM_BorderWidth + "px";
- borderColor = HM_CurrentTree.BorderColor;
- borderStyle = HM_BorderStyle;
- overflow = "hidden";
- cursor = "default";
- }
-}
-
-function HM_f_MakeItemElement(menucount) {
- var ItemElement = document.createElement("DIV");
-
- if(HM_IE)HM_f_StoreElement(ItemElement);
-
- ItemElement.id = HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount;
- ItemElement.style.position = "absolute";
- ItemElement.style.visibility = "inherit";
- HM_CurrentMenu.appendChild(ItemElement);
- ItemElement.menu = HM_CurrentMenu;
- ItemElement.setItemProperties = HM_f_SetItemProperties;
- ItemElement.setItemProperties(menucount + "_" + HM_CurrentMenu.itemCount);
- ItemElement.siblingBelow = ItemElement.previousSibling;
- if(ItemElement.linkText && !ItemElement.ClickStart) {
- ItemElement.onclick = HM_f_LinkIt;
- if(HM_ShowLinkCursor)ItemElement.style.cursor = HM_NS6 ? "pointer" : "hand";
- }
- var FullPadding = (HM_ItemPadding*2) + HM_ImageSize + HM_ImageHorizSpace;
-
- ItemElement.hasImage = (ItemElement.hasMore && HM_CurrentMenu.showImage);
- if(ItemElement.hasImage) {
- var ImageElement = document.createElement("IMG");
-
- if(HM_IE)HM_f_StoreElement(ImageElement);
-
- ItemElement.imageSrc = HM_CurrentTree.RightToLeft ? HM_ImageSrcLeft : HM_ImageSrc;
- ItemElement.hasImageRollover = ((!HM_CurrentTree.RightToLeft && HM_ImageSrcOver) || (HM_CurrentTree.RightToLeft && HM_ImageSrcLeftOver));
- if(ItemElement.hasImageRollover) {
- ItemElement.imageSrcOver = HM_CurrentTree.RightToLeft ? HM_ImageSrcLeftOver : HM_ImageSrcOver;
- if(ItemElement.permHilite) ItemElement.imageSrc = ItemElement.imageSrcOver;
- }
-
- with(ImageElement){
- src = ItemElement.imageSrc;
- removeAttribute("height");
- hspace = (!HM_CurrentTree.RightToLeft && HM_IE5W) ? HM_ItemPadding : 0;
- vspace = 0;
- width = HM_ImageSize;
- with(style) {
- position = "absolute";
- top = (HM_ItemPadding + HM_ImageVertSpace) + "px";
-
- if(HM_CurrentTree.RightToLeft) {
- left = (HM_ItemPadding + HM_ImageHorizSpace) + "px";
- }
- }
- }
- ItemElement.imgLyr = ImageElement;
- }
- ItemElement.innerHTML = ItemElement.dispText;
- if(ImageElement) ItemElement.insertBefore(ImageElement,ItemElement.firstChild);
- ItemElement.setItemStyle();
- return ItemElement;
-}
-
-function HM_f_SetItemStyle() {
- with(this.style){
- backgroundColor = (this.permHilite) ? HM_CurrentTree.BGColorOver : HM_CurrentTree.BGColor;
- color = (this.permHilite) ? HM_CurrentTree.FontColorOver : HM_CurrentTree.FontColor;
- padding = HM_ItemPadding +"px";
- font = ((HM_FontBold) ? "bold " : "normal ") + HM_FontSize + "pt " + HM_FontFamily;
- fontStyle = (HM_FontItalic) ? "italic" : "normal";
- if(HM_IE) overflow = "hidden";
-
- if((this.menu.showImage && (!this.menu.IsVariableWidth || (this.menu.IsVariableWidth && this.tree.RightToLeft && !this.menu.isHorizontal))) || (this.menu.IsVariableWidth && this.imgLyr)) {
-
- var FullPadding = (HM_ItemPadding*2) + HM_ImageSize + HM_ImageHorizSpace;
- if (HM_CurrentTree.RightToLeft) paddingLeft = FullPadding + "px";
- else paddingRight = FullPadding + "px";
- }
- if(!this.isLastItem) {
- var SeparatorString = HM_SeparatorSize + "px solid " + this.tree.SeparatorColor;
- if (this.menu.isHorizontal) borderRight = SeparatorString;
- else borderBottom = SeparatorString;
- }
-
- if(this.menu.isHorizontal){
- top = "0px";
- if(!this.menu.IsVariableWidth) {
- if(HM_IEnoDTD){
- if(this.isLastItem) width = (HM_CurrentTree.MenuWidth - HM_BorderWidth - HM_SeparatorSize) + "px";
- else width = (HM_CurrentTree.MenuWidth - HM_BorderWidth) + "px";
- left = (this.index * (HM_CurrentTree.MenuWidth - HM_BorderWidth)) + "px";
- }
- else {
- width = (HM_CurrentTree.MenuWidth - HM_BorderWidth - parseInt(paddingLeft) - parseInt(paddingRight) - HM_SeparatorSize) + "px";
- left = ((this.index * parseInt(width)) + ((HM_SeparatorSize * this.index))) + ((parseInt(paddingLeft) + parseInt(paddingRight)) * this.index) + "px";
- }
- var LeftAndWidth = parseInt(left) + parseInt(width);
- this.menu.style.width = LeftAndWidth + (HM_IEnoDTD ? (HM_BorderWidth * 2) : (parseInt(paddingLeft) + parseInt(paddingRight))) + "px"
- }
- }
- else {
- left = "0px";
- if(!this.menu.IsVariableWidth) {
- if(HM_IEnoDTD) width = HM_CurrentTree.ItemWidth + "px";
- else width = (HM_CurrentTree.ItemWidth - (parseInt(paddingLeft) + parseInt(paddingRight))) + "px";
- }
-
- }
- }
-}
-
-function HM_f_FixSize(makevis){
- if(this.isHorizontal) {
- if(this.IsVariableWidth) {
- for(i=0; i<this.childNodes.length; i++) {
- var TempItem = this.childNodes[i];
- TempItem.realWidth = HM_IE ? TempItem.scrollWidth : TempItem.offsetWidth;
- if(HM_IE5M) TempItem.realWidth += (parseInt(TempItem.style.paddingLeft) + parseInt(TempItem.style.paddingRight))
- if(HM_IEnoDTD){
- if(TempItem.isLastItem) TempItem.style.width = (TempItem.realWidth) + "px";
- else TempItem.style.width = (TempItem.realWidth + HM_SeparatorSize) + "px";
- TempItem.style.left = (TempItem.index ? parseInt(TempItem.siblingBelow.style.left) + parseInt(TempItem.siblingBelow.style.width) : 0) + "px";
- }
- else {
- if(TempItem.hasImage && !HM_CurrentTree.RightToLeft) {
- TempItem.realWidth += HM_ItemPadding;
- }
- TempItem.realWidth -= (parseInt(TempItem.style.paddingLeft) + parseInt(TempItem.style.paddingRight))
- if(!HM_IE5M && !TempItem.isLastItem) TempItem.realWidth -= HM_SeparatorSize;
- TempItem.allowableWidth = TempItem.tree.ItemWidth - (parseInt(TempItem.style.paddingLeft) + parseInt(TempItem.style.paddingRight));
- TempItem.style.width = Math.min(TempItem.allowableWidth,TempItem.realWidth) + "px";
- TempItem.style.left = (TempItem.index ? (parseInt(TempItem.siblingBelow.style.left) + TempItem.siblingBelow.offsetWidth) : 0) + "px";
- }
- if(TempItem.isLastItem) {
- LeftAndWidth = parseInt(TempItem.style.left) + parseInt(TempItem.style.width);
- this.style.width = LeftAndWidth + (HM_IEnoDTD ? (HM_BorderWidth * 2) : (parseInt(TempItem.style.paddingLeft) + parseInt(TempItem.style.paddingRight))) + "px";
- }
- }
- }
-
- var MaxItemHeight = 0;
- for(i=0; i<this.childNodes.length; i++) {
- var TempItem = this.childNodes[i];
- if(TempItem.index) {
- var SiblingHeight = TempItem.siblingBelow.offsetHeight - (HM_IEnoDTD ? 0 : (HM_ItemPadding * 2));
- MaxItemHeight = Math.max(MaxItemHeight,SiblingHeight);
- }
- else {
- MaxItemHeight = TempItem.offsetHeight - (HM_IEnoDTD ? 0 : (HM_ItemPadding * 2));
- }
- }
- for(i=0; i<this.childNodes.length; i++) {
- var TempItem = this.childNodes[i];
- TempItem.style.height = MaxItemHeight +"px";
- if(TempItem.imgLyr) {
- if(this.tree.RightToLeft){
- TempItem.imgLyr.style.left = (HM_ItemPadding + HM_ImageHorizSpace) + "px";
- }
- else {
- TempItem.imgLyr.style.left = (TempItem.offsetWidth - ((TempItem.isLastItem ? 0 : HM_SeparatorSize) + (HM_IEnoDTD ? HM_IE5M ? HM_ItemPadding : HM_ItemPadding * 2 : HM_ItemPadding) + HM_ImageHorizSpace + HM_ImageSize)) + "px";
- }
- }
- }
-
- this.style.height = MaxItemHeight + (HM_IEnoDTD ? HM_BorderWidth * 2 : (HM_ItemPadding * 2)) + "px";
- }
- else {
- if(this.IsVariableWidth) {
- var MaxItemWidth = 0;
- for(i=0; i<this.childNodes.length; i++) {
- var TempItem = this.childNodes[i];
- TempItem.realWidth = HM_IE ? TempItem.scrollWidth : TempItem.offsetWidth;
- if(HM_IE5M) TempItem.realWidth += (parseInt(TempItem.style.paddingLeft) + parseInt(TempItem.style.paddingRight))
- if(!HM_IEnoDTD) {
- TempItem.realWidth -= ((parseInt(TempItem.style.paddingRight) + parseInt(TempItem.style.paddingLeft)))
- }
- MaxItemWidth = i ? Math.max(MaxItemWidth,TempItem.realWidth) : TempItem.realWidth;
- if(MaxItemWidth==TempItem.realWidth) TempWidest = TempItem;
- }
-
- for(i=0; i<this.childNodes.length; i++) {
- this.childNodes[i].style.width = (TempWidest.realWidth + (HM_IEnoDTD ? 0 : (0))) + "px";
- if(!HM_IEnoDTD) {
- this.childNodes[i].style.paddingLeft = TempWidest.style.paddingLeft;
- this.childNodes[i].style.paddingRight = TempWidest.style.paddingRight;
- }
- }
- this.style.width = (this.childNodes[0].offsetWidth + (HM_IEnoDTD ? HM_BorderWidth * 2 : 0)) + "px";
- }
-
- for(i=0; i<this.childNodes.length; i++) {
- var TempItem = this.childNodes[i];
- if (TempItem.index) {
- var SiblingHeight =(TempItem.siblingBelow.offsetHeight);
- TempItem.style.top = parseInt(TempItem.siblingBelow.style.top) + SiblingHeight + "px";
- }
- else TempItem.style.top = "0px";
-
- if(TempItem.imgLyr) {
- if(this.tree.RightToLeft){
- TempItem.imgLyr.style.left = (HM_ItemPadding + HM_ImageHorizSpace) + "px";
- }
- else {
- TempItem.imgLyr.style.left = (TempItem.offsetWidth - ((HM_IEnoDTD ? HM_IE5M ? HM_ItemPadding : HM_ItemPadding*2 : HM_ItemPadding) + HM_ImageHorizSpace + HM_ImageSize)) + "px";
- }
- }
- }
- this.style.height = parseInt(TempItem.style.top) + (HM_IE5W ? TempItem.scrollHeight : TempItem.offsetHeight) + (HM_IEnoDTD ? (HM_BorderWidth * 2) : 0) + "px";
- }
-
- this.sizeFixed = true;
- if(makevis)this.style.visibility = "visible";
-}
-
-function HM_f_PopUp(menuname,e){
- if(HM_IE) e = event;
- if (!HM_AreLoaded) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var TempMenu = document.getElementById(menuname);
- if(!TempMenu)return;
- HM_CurrentMenu = TempMenu;
- if (HM_CurrentMenu.tree.ClickStart) {
- var ClickElement = (HM_IE) ? e.srcElement : e.target;
- if(HM_NS6) {
- while(ClickElement.tagName==null){
- ClickElement = ClickElement.parentNode;
- }
- }
- ClickElement.onclick = HM_f_PopMenu;
- }
- else HM_f_PopMenu(e);
-}
-
-function HM_f_PopMenu(e){
- if(HM_IE) e = event;
- if (!HM_AreLoaded || !HM_AreCreated) return true;
- if (HM_CurrentMenu.tree.ClickStart && e.type != "click") return true;
- var mouse_x_position, mouse_y_position;
- HM_f_HideAll();
- HM_CurrentMenu.hasParent = false;
- HM_CurrentMenu.tree.startChild = HM_CurrentMenu;
- HM_CurrentMenu.mouseX = mouse_x_position = (HM_IE) ? (e.clientX + document.body.scrollLeft) : e.pageX;
- HM_CurrentMenu.mouseY = mouse_y_position = (HM_IE) ? (e.clientY + document.body.scrollTop) : e.pageY;
- HM_CurrentMenu.xIntended = HM_CurrentMenu.xPos = (HM_CurrentMenu.tree.MenuLeft!=null) ? eval(HM_CurrentMenu.tree.MenuLeft) : mouse_x_position;
- HM_CurrentMenu.yIntended = HM_CurrentMenu.yPos = (HM_CurrentMenu.tree.MenuTop!=null) ? eval(HM_CurrentMenu.tree.MenuTop) : mouse_y_position;
- if(HM_IE5M && !HM_CurrentMenu.sizeFixed) HM_CurrentMenu.fixSize(false);
- HM_CurrentMenu.keepInWindow();
- HM_CurrentMenu.moveTo(HM_CurrentMenu.xPos,HM_CurrentMenu.yPos);
- HM_CurrentMenu.isOn = true;
- HM_CurrentMenu.showIt(true);
- return false;
-}
-
-function HM_f_MenuOver() {
- if(!this.tree.startChild){this.tree.startChild = this}
- if(this.tree.startChild == this) HM_f_HideAll(this)
- this.isOn = true;
- HM_UserOverMenu = true;
- HM_CurrentMenu = this;
- if (this.hideTimer) clearTimeout(this.hideTimer);
-}
-
-function HM_f_MenuOut() {
- if(HM_IE && event.srcElement.contains(event.toElement)) return;
- this.isOn = false;
- HM_UserOverMenu = false;
- if(HM_StatusDisplayLink) status = "";
- if(!HM_ClickKill) {
- clearTimeout(HM_HideAllTimer);
- HM_HideAllTimer = null;
- HM_HideAllTimer = setTimeout("HM_CurrentMenu.hideTree()",HM_ChildMilliSecondsVisible);
- }
-}
-
-function HM_f_ShowChild(){
- if(!this.child) {
- HM_CurrentTree = this.tree;
- HM_CurrentMenu = this.menu;
- HM_CurrentItem = this;
- HM_CurrentMenu.itemElement = this;
- this.child = HM_f_MakeMenu(this.menu.count + "_"+(this.index+1));
- this.tree.treeParent = this.menu;
- this.tree.startChild = this.menu;
- }
- if(HM_IE5M && !this.child.sizeFixed) this.child.fixSize(false);
-
- if (this.tree.PositionUnder && (this.menu == this.tree.treeParent)) {
- this.child.xPos = parseInt(this.menu.style.left) + parseInt(this.style.left);
- this.child.yPos = parseInt(this.menu.style.top) + this.menu.offsetHeight - (HM_BorderWidth);
- }
- else {
- if(this.ChildOverlap==null) {
- this.DistanceToRightEdge = parseInt(this.style.width);
- if(!HM_IEnoDTD) this.DistanceToRightEdge += (parseInt(this.style.paddingLeft)+parseInt(this.style.paddingRight)) + ((this.menu.isHorizontal && !this.isLastItem) ? HM_SeparatorSize : 0);
- if (!this.menu.isHorizontal || (this.menu.isHorizontal && this.isLastItem)) this.DistanceToRightEdge += HM_BorderWidth;
- this.DistanceToLeftEdge = (!this.menu.isHorizontal || (this.menu.isHorizontal && this.index==0)) ? HM_BorderWidth : HM_SeparatorSize;
- this.ChildOverlap = (parseInt((HM_ChildPerCentOver != null) ? (HM_ChildPerCentOver * this.DistanceToRightEdge) : HM_ChildOverlap));
- }
-
- if(HM_IE5M) {
- this.oL = parseInt(this.menu.style.left) - HM_ItemPadding;
- this.oL += this.offsetLeft;
- this.oT = parseInt(this.menu.style.top) - HM_ItemPadding;
- this.oT += this.offsetTop;
- }
- else {
- this.oL = (HM_IEpos) ? parseInt(this.menu.style.left) + HM_BorderWidth : 0;
- this.oL += this.offsetLeft;
- this.oT = (HM_IEpos) ? parseInt(this.menu.style.top) : -HM_BorderWidth;
- this.oT += this.offsetTop;
- }
-
- if(this.tree.RightToLeft) {
- this.child.xPos = ((this.oL - this.DistanceToLeftEdge) + this.ChildOverlap) - this.child.offsetWidth;
- }
- else {
- this.child.xPos = (this.oL + this.DistanceToRightEdge) - this.ChildOverlap;
- }
- this.child.yPos = this.oT + HM_ChildOffset + HM_BorderWidth;
- }
-
- this.child.xDiff = this.child.xPos - parseInt(this.menu.style.left);
- this.child.yDiff = this.child.yPos - parseInt(this.menu.style.top);
-
- if(!this.tree.PositionUnder || this.menu!=this.tree.treeParent) this.child.keepInWindow();
- this.child.moveTo(this.child.xPos,this.child.yPos);
- this.menu.hasChildVisible = true;
- this.menu.visibleChild = this.child;
- this.child.showIt(true);
- }
-
-function HM_f_ItemOver(){
- if (HM_KeepHilite) {
- if (this.menu.currentItem && this.menu.currentItem != this && this.menu.currentItem.hasRollover) {
- with(this.menu.currentItem.style){
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor
- }
- if(this.menu.currentItem.hasImageRollover)this.menu.currentItem.imgLyr.src = this.menu.currentItem.imageSrc;
- }
- }
- if(HM_IE && event.srcElement.id == "HM_ImMore") return;
- if(this.hasRollover) {
- this.style.backgroundColor = this.tree.BGColorOver;
- this.style.color = this.tree.FontColorOver;
- if(this.hasImageRollover)this.imgLyr.src = this.imageSrcOver;
- }
-
- if(HM_StatusDisplayLink) status = this.linkText;
- this.menu.currentItem = this;
-
- if (this.menu.hasChildVisible) {
- if(this.menu.visibleChild == this.child && this.menu.visibleChild.hasChildVisible) this.menu.visibleChild.hideChildren(this);
- else this.menu.hideChildren(this);
- }
-
- if (this.hasMore && !this.ClickStart) this.showChild();
-}
-
-function HM_f_ItemOut() {
- if (HM_IE && (event.srcElement.contains(event.toElement)
- || (event.fromElement.tagName=="IMG" && (event.toElement && event.toElement.contains(event.fromElement)))))
- return;
- if ( (!HM_KeepHilite || ((this.tree.TopIsPermanent && (this.tree.treeParent==this)) && !this.menu.hasChildVisible)) && this.hasRollover) {
- with(this.style) {
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor
- }
- if(this.hasImageRollover)this.imgLyr.src = this.imageSrc;
- }
-}
-
-function HM_f_MoveTo(xPos,yPos) {
- this.style.left = xPos + "px";
- this.style.top = yPos + "px";
-}
-
-function HM_f_ShowIt(on) {
- if (!(this.tree.TopIsPermanent && (this.tree.treeParent==this))) {
- if(!this.hasParent || (this.hasParent && this.tree.TopIsPermanent && (this.tree.treeParent==this.parentMenu))) {
- var IsVisible = (this.style.visibility == "visible");
- if ((on && !IsVisible) || (!on && IsVisible))
- eval(on ? this.tree.UponDisplay : this.tree.UponHide)
- }
- if (on) this.style.zIndex = ++HM_ZIndex;
- this.style.visibility = (on) ? "visible" : "hidden";
- }
- if (HM_KeepHilite && this.currentItem && this.currentItem.hasRollover) {
- with(this.currentItem.style){
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor;
- }
- if(this.currentItem.hasImageRollover)this.currentItem.imgLyr.src = this.currentItem.imageSrc;
- }
- this.currentItem = null;
-}
-
-function HM_f_KeepInWindow() {
- var ExtraSpace = 10;
- var WindowLeftEdge = (HM_IE) ? document.body.scrollLeft : window.pageXOffset;
- var WindowTopEdge = (HM_IE) ? document.body.scrollTop : window.pageYOffset;
- var WindowWidth = (HM_IE) ? document.body.clientWidth : window.innerWidth;
- var WindowHeight = (HM_IE) ? document.body.clientHeight : window.innerHeight;
- var WindowRightEdge = (WindowLeftEdge + WindowWidth) - ExtraSpace;
- var WindowBottomEdge = (WindowTopEdge + WindowHeight) - ExtraSpace;
-
- var MenuLeftEdge = this.xPos;
- var MenuRightEdge = MenuLeftEdge + this.offsetWidth;
- var MenuBottomEdge = this.yPos + this.offsetHeight;
-
- if (this.hasParent) {
- var ParentLeftEdge = this.parentItem.oL;
- }
- if (MenuRightEdge > WindowRightEdge) {
- if (this.hasParent) {
- this.xPos = ((ParentLeftEdge - this.parentItem.DistanceToLeftEdge) + this.parentItem.ChildOverlap) - this.offsetWidth;
- }
- else {
- dif = MenuRightEdge - WindowRightEdge;
- this.xPos -= dif;
- }
- this.xPos = Math.max(5,this.xPos);
- }
-
- if (MenuBottomEdge > WindowBottomEdge) {
- dif = MenuBottomEdge - WindowBottomEdge;
- this.yPos -= dif;
- }
-
- if (MenuLeftEdge < WindowLeftEdge) {
- if (this.hasParent) {
- this.xPos = (ParentLeftEdge + this.parentItem.DistanceToRightEdge) - this.parentItem.ChildOverlap;
- MenuRightEdge = this.xPos + this.offsetWidth;
- if(MenuRightEdge > WindowRightEdge) this.xPos -= (MenuRightEdge - WindowRightEdge);
- }
- else {this.xPos = 5}
- }
-}
-
-function HM_f_LinkIt() {
- if (this.linkText.indexOf("javascript:")!=-1) eval(this.linkText)
- else {
- HM_f_HideAll();
- location.href = this.linkText;
- }
-}
-
-function HM_f_PopDown(menuname){
- if (!HM_AreLoaded || !HM_AreCreated) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var MenuToHide = document.getElementById(menuname);
- if(!MenuToHide)return;
- MenuToHide.isOn = false;
- if (!HM_ClickKill) MenuToHide.hideTop();
-}
-
-function HM_f_HideAll(callingmenu) {
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i].tree.startChild;
- if(TopMenu == callingmenu)continue
- TopMenu.isOn = false;
- if (TopMenu.hasChildVisible) TopMenu.hideChildren();
- TopMenu.showIt(false);
- }
-}
-
-function HM_f_HideTree() {
- HM_HideAllTimer = null;
- if (HM_UserOverMenu) return;
- if (this.hasChildVisible) this.hideChildren();
- this.hideParents();
-}
-
-function HM_f_HideTop() {
- TopMenuToHide = this;
- (HM_ClickKill) ? TopMenuToHide.hideSelf() : (this.hideTimer = setTimeout("TopMenuToHide.hideSelf()",HM_TopMilliSecondsVisible));
-}
-
-function HM_f_HideSelf() {
- this.hideTimer = null;
- if (!this.isOn && !HM_UserOverMenu) this.showIt(false);
-}
-
-function HM_f_HideParents() {
- var TempMenu = this;
- while(TempMenu.hasParent) {
- TempMenu.showIt(false);
- TempMenu.parentMenu.isOn = false;
- TempMenu = TempMenu.parentMenu;
- }
- TempMenu.hideTop();
-}
-
-function HM_f_HideChildren(callingitem) {
- var TempMenu = this.visibleChild;
- while(TempMenu.hasChildVisible) {
- TempMenu.visibleChild.showIt(false);
- TempMenu.hasChildVisible = false;
- TempMenu = TempMenu.visibleChild;
- }
- if((callingitem && (!callingitem.hasMore || this.visibleChild != callingitem.child)) || (!callingitem && !this.isOn)) {
- this.visibleChild.showIt(false);
- this.hasChildVisible = false;
- }
-}
-
-function HM_f_CancelSelect(){return false}
-
-function HM_f_PageClick() {
- if (!HM_UserOverMenu && HM_CurrentMenu!=null && !HM_CurrentMenu.isOn) HM_f_HideAll();
-}
-
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-function HM_f_ResizeHandler(){
- var mouse_x_position, mouse_y_position;
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i].tree.startChild;
- if(TopMenu.style.visibility == "visible") {
- TopMenu.oldLeft = TopMenu.xPos;
- TopMenu.oldTop = TopMenu.yPos;
- mouse_x_position = TopMenu.mouseX;
- mouse_y_position = TopMenu.mouseY;
- TopMenu.xPos = eval(TopMenu.tree.MenuLeft);
- TopMenu.yPos = eval(TopMenu.tree.MenuTop);
- if(TopMenu.xPos == null) TopMenu.xPos = TopMenu.xIntended;
- if(TopMenu.yPos == null) TopMenu.yPos = TopMenu.yIntended;
- if(!TopMenu.tree.TopIsPermanent) TopMenu.keepInWindow();
- TopMenu.moveTo(TopMenu.xPos,TopMenu.yPos);
- var TempMenu = TopMenu;
- while(TempMenu.hasChildVisible) {
- TempParent = TempMenu;
- TempMenu = TempMenu.visibleChild;
- TempMenu.xPos = TempParent.xPos + TempMenu.xDiff;
- TempMenu.yPos = TempParent.yPos + TempMenu.yDiff;
- if(!TopMenu.tree.TopIsPermanent || (TopMenu.tree.TopIsPermanent && !TopMenu.tree.PositionUnder)) TempMenu.keepInWindow();
- TempMenu.moveTo(TempMenu.xPos,TempMenu.yPos);
- }
- }
- }
- HM_f_OtherResize();
-}
-
-HM_f_OtherResize = (window.onresize) ? window.onresize : new Function;
-window.onresize = HM_f_ResizeHandler;
-
-HM_f_OtherOnLoad = (window.onload) ? window.onload : new Function;
-window.onload = function(){setTimeout("HM_f_StartIt()",10)};
-
-if(HM_IE) {
- HM_f_OtherOnUnload = (window.onunload) ? window.onunload : new Function;
- window.onunload = function(){
- HM_CurrentMenu = null;
- HM_CurrentItem = null;
- HM_CurrentTree.treeParent = null;
- HM_CurrentTree.startChild = null;
-
- var Eclength = HM_a_ElementsCreated.length;
- for(var i=Eclength-1; i>=0; i--){
- TempElement = HM_a_ElementsCreated[i];
- TempElement.parentMenu = null;
- TempElement.parentItem = null;
- TempElement.itemElement = null;
- TempElement.currentItem = null;
- TempElement.child = null;
- TempElement.siblingBelow = null;
- TempElement.imgLyr = null;
- }
- TempElement = null;
-
- for(var i=0; i<HM_TotalTrees; i++) {
- HM_a_TopMenus[i].tree.startChild = null;
- HM_a_TopMenus[i].tree.treeParent = null;
- }
-
- HM_f_OtherOnUnload();
- }
-}
-
-
-//end
\ No newline at end of file
+++ /dev/null
-/*HM_ScriptIE4.js
-* by Peter Belesis. v4.1.1 011002
-* Copyright (c) 2001 Peter Belesis. All Rights Reserved.
-* Originally published and documented at http://www.dhtmlab.com/
-* Available solely from INT Media Group. Incorporated under exclusive license.
-* Contact licensing@internet.com for more information.
-*/
-
-HM_a_Parameters = [
- ["MenuWidth", 150, "number"],
- ["FontFamily", "Arial,sans-serif"],
- ["FontSize", 10, "number"],
- ["FontBold", false, "boolean"],
- ["FontItalic", false, "boolean"],
- ["FontColor", "black"],
- ["FontColorOver", "white"],
- ["BGColor", "white"],
- ["BGColorOver", "black"],
- ["ItemPadding", 3, "number"],
- ["BorderWidth", 2, "number"],
- ["BorderColor", "red"],
- ["BorderStyle", "solid"],
- ["SeparatorSize", 1, "number"],
- ["SeparatorColor", "yellow"],
- ["ImageSrc", "HM_More_black_right.gif"],
- ["ImageSrcOver", null],
- ["ImageSrcLeft", "HM_More_black_left.gif"],
- ["ImageSrcLeftOver", null],
- ["ImageSize", 5, "number"],
- ["ImageHorizSpace", 0, "number"],
- ["ImageVertSpace", 0, "number"],
- ["KeepHilite", false, "boolean"],
- ["ClickStart", false, "boolean"],
- ["ClickKill", true, "boolean"],
- ["ChildOverlap", 20, "number"],
- ["ChildOffset", 10, "number"],
- ["ChildPerCentOver", null, "number"],
- ["TopSecondsVisible", .5, "number"],
- ["ChildSecondsVisible",.3, "number"],
- ["StatusDisplayBuild", 1, "boolean"],
- ["StatusDisplayLink", 1, "boolean"],
- ["UponDisplay", null, "delayed"],
- ["UponHide", null, "delayed"],
- ["RightToLeft", false, "boolean"],
- ["CreateTopOnly", 0, "boolean"],
- ["ShowLinkCursor", false, "boolean"]
-]
-
-HM_MenuIDPrefix = "HM_Menu";
-HM_ItemIDPrefix = "HM_Item";
-HM_ArrayIDPrefix = "HM_Array";
-
-Function.prototype.isFunction = true;
-Function.prototype.isString = false;
-String.prototype.isFunction = false;
-String.prototype.isString = true;
-String.prototype.isBoolean = false;
-String.prototype.isNumber = false;
-Number.prototype.isString = false;
-Number.prototype.isFunction = false;
-Number.prototype.isBoolean = false;
-Number.prototype.isNumber = true;
-Boolean.prototype.isString = false;
-Boolean.prototype.isFunction = false;
-Boolean.prototype.isBoolean = true;
-Boolean.prototype.isNumber = false;
-Array.prototype.itemValidation = false;
-Array.prototype.isArray = true;
-
-function HM_f_AssignParameters(paramarray){
- var ParamName = paramarray[0];
- var DefaultValue = paramarray[1];
- var FullParamName = "HM_" + ParamName;
-
- if (typeof eval("window.HM_PG_" + ParamName) == "undefined") {
- if (typeof eval("window.HM_GL_" + ParamName) == "undefined") {
- eval(FullParamName + "= DefaultValue");
- }
- else {
- eval(FullParamName + "= HM_GL_" + ParamName);
- }
- }
- else {
- eval(FullParamName + "= HM_PG_" + ParamName);
- }
-
- paramarray[0] = FullParamName;
- paramarray[1] = eval(FullParamName);
-}
-
-function HM_f_EvalParameters(valuenew,valueold,valuetype){
- var TestString, ParPosition;
-
- if(typeof valuenew == "undefined" || valuenew == null || (valuenew.isString && valuenew.length == 0)){
- return valueold;
- }
-
- if(valuetype != "delayed"){
- while(valuenew.isString) {
- ParPosition = valuenew.indexOf("(");
- if(ParPosition !=-1) {
- TestString = "window." + valuenew.substr(0,ParPosition);
- if (typeof eval(TestString) != "undefined" && eval(TestString).isFunction) {
- valuenew = eval(valuenew);
- }
- }
- else break
- }
- }
-
- while(valuenew.isFunction) {valuenew = valuenew()}
-
- switch(valuetype){
- case "number":
- while (valuenew.isString) {valuenew = eval(valuenew)}
- break;
- case "boolean":
- while (!valuenew.isBoolean) {
- valuenew = (valuenew.isNumber) ? valuenew ? true : false : eval(valuenew);
- }
- break;
- }
-
- return valuenew;
-}
-
-for (i=0;i<HM_a_Parameters.length;i++) {
- HM_f_AssignParameters(HM_a_Parameters[i]);
- eval(HM_a_Parameters[i][0] + "= HM_f_EvalParameters("+ HM_a_Parameters[i][0] +",null,HM_a_Parameters[i][2])")
-}
-
-HM_ChildPerCentOver = (isNaN(parseFloat(HM_ChildPerCentOver))) ? null : parseFloat(HM_ChildPerCentOver)/100;
-
-HM_ChildMilliSecondsVisible = HM_ChildSecondsVisible * 1000;
-
-function HM_f_ValidateArray(arrayname){
- var MenuArrayIsValid = false;
- var MenuArrayIsObject = (typeof eval("window." + arrayname) == "object");
- if(MenuArrayIsObject) {
- var TheMenuArray = eval(arrayname);
- if(TheMenuArray.isArray && TheMenuArray.length > 1) {
- MenuArrayIsValid = true;
- if(!TheMenuArray.itemValidation) {
- while((typeof TheMenuArray[TheMenuArray.length-1] != "object") || (!TheMenuArray[TheMenuArray.length-1].isArray)) {
- TheMenuArray.length--;
- }
- TheMenuArray.itemValidation = true;
- }
- }
- }
- return MenuArrayIsValid;
-}
-
-if(!window.HM_a_TreesToBuild) {
- HM_a_TreesToBuild = [];
- for(i=1; i<100; i++){
- if(HM_f_ValidateArray(HM_ArrayIDPrefix + i)) HM_a_TreesToBuild[HM_a_TreesToBuild.length] = i;
- }
-}
-
-HM_CurrentArray = null;
-HM_CurrentTree = null;
-HM_CurrentMenu = null;
-HM_CurrentItem = null;
-HM_a_TopMenus = [];
-HM_AreLoaded = false;
-HM_AreCreated = false;
-HM_BeingCreated = false;
-HM_UserOverMenu = false;
-HM_HideAllTimer = null;
-HM_TotalTrees = 0;
-HM_ZIndex = 5000;
-
-function propertyTransfer(){
- this.obj = eval(this.id + "Obj");
- for (temp in this.obj) {this[temp] = this.obj[temp]}
-}
-
-function HM_f_StartIt() {
- if((typeof(document.body) == "undefined") || (document.body == null)) return;
- if(HM_AreCreated) return;
- HM_AreLoaded = true;
- if (HM_ClickKill) {
- HM_f_OtherMouseDown = (document.onmousedown) ? document.onmousedown : new Function;
- document.onmousedown = function(){HM_f_PageClick();HM_f_OtherMouseDown()}
- }
- else {
- HM_TopMilliSecondsVisible = HM_TopSecondsVisible * 1000;
- }
- HM_f_MakeTrees();
- HM_f_OtherOnLoad();
-}
-
-function HM_f_MakeTrees(){
- HM_BeingCreated = true;
- var TreeParams = null;
- var TreeHasChildren = false;
- var ItemArray = null;
-
- for(var t=0; t<HM_a_TreesToBuild.length; t++) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + HM_a_TreesToBuild[t])) continue;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + HM_a_TreesToBuild[t]);
-
- TreeParams = HM_CurrentArray[0];
- TreeHasChildren = false;
-
- for(var i=1; i<HM_CurrentArray.length; i++) {
- ItemArray = HM_CurrentArray[i];
- if(ItemArray[ItemArray.length-1]) {TreeHasChildren = true; break}
- }
-
- HM_CurrentTree = {
- MenuWidth : MenuWidth = HM_f_EvalParameters(TreeParams[0],HM_MenuWidth,"number"),
- MenuLeft : MenuLeft = HM_f_EvalParameters(TreeParams[1],null,"delayed"),
- MenuTop : MenuTop = HM_f_EvalParameters(TreeParams[2],null,"delayed"),
- ItemWidth : MenuWidth - (HM_BorderWidth*2),
- FontColor : HM_f_EvalParameters(TreeParams[3],HM_FontColor),
- FontColorOver : HM_f_EvalParameters(TreeParams[4],HM_FontColorOver),
- BGColor : HM_f_EvalParameters(TreeParams[5],HM_BGColor),
- BGColorOver : HM_f_EvalParameters(TreeParams[6],HM_BGColorOver),
- BorderColor : HM_f_EvalParameters(TreeParams[7],HM_BorderColor),
- SeparatorColor : HM_f_EvalParameters(TreeParams[8],HM_SeparatorColor),
- TopIsPermanent : ((MenuLeft == null) || (MenuTop == null)) ? false : HM_f_EvalParameters(TreeParams[9],false,"boolean"),
- TopIsHorizontal : TopIsHorizontal = HM_f_EvalParameters(TreeParams[10],false,"boolean"),
- TreeIsHorizontal : TreeHasChildren ? HM_f_EvalParameters(TreeParams[11],false,"boolean") : false,
- PositionUnder : (!TopIsHorizontal || !TreeHasChildren) ? false : HM_f_EvalParameters(TreeParams[12],false,"boolean"),
- TopImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[13],true,"boolean") : false,
- TreeImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[14],true,"boolean") : false,
- UponDisplay : HM_f_EvalParameters(TreeParams[15],HM_UponDisplay,"delayed"),
- UponHide : HM_f_EvalParameters(TreeParams[16],HM_UponHide,"delayed"),
- RightToLeft : HM_f_EvalParameters(TreeParams[17],HM_RightToLeft,"boolean"),
- ClickStart : HM_f_EvalParameters(TreeParams[18],HM_ClickStart,"boolean"),
- TopIsVariableWidth : HM_f_EvalParameters(TreeParams[19],false,"boolean"),
- TreeIsVariableWidth : HM_f_EvalParameters(TreeParams[20],false,"boolean")
- }
-
- HM_CurrentMenu = null;
- HM_f_MakeMenu(HM_a_TreesToBuild[t]);
- HM_a_TopMenus[HM_TotalTrees] = HM_CurrentTree.treeParent;
- HM_TotalTrees++;
- if(HM_CurrentTree.TopIsPermanent){
- with(HM_CurrentTree.treeParent) {
- HM_CurrentTree.treeParent.xPos = eval(HM_CurrentTree.MenuLeft);
- HM_CurrentTree.treeParent.yPos = eval(HM_CurrentTree.MenuTop);
- moveTo(HM_CurrentTree.treeParent.xPos,HM_CurrentTree.treeParent.yPos);
- style.zIndex = HM_ZIndex;
- setTimeout(HM_CurrentTree.treeParent.id + ".fixSize(true)",10);
- }
- }
- }
-
- if(HM_StatusDisplayBuild) status = HM_TotalTrees + " Hierarchical Menu Trees Created";
- HM_AreCreated = true;
- HM_BeingCreated = false;
-}
-
-function HM_f_GetItemDivStr(itemid,disptext,hasmore){
- var WidthValue = HM_CurrentMenu.isHorizontal ? (ItemElement.isLastItem) ? (HM_CurrentTree.MenuWidth - HM_BorderWidth - HM_SeparatorSize) : (HM_CurrentTree.MenuWidth - HM_BorderWidth) : HM_CurrentTree.ItemWidth;
- var TempString = "<DIV ID=" + itemid + " STYLE='position:absolute;width:" + WidthValue + "px'>";
- if(HM_CurrentMenu.showImage) {
- var FullPadding = (HM_ItemPadding*2) + HM_ImageSize + HM_ImageHorizSpace;
- }
- if(hasmore && HM_CurrentMenu.showImage) {
- var ImgSrc = HM_CurrentTree.RightToLeft ? HM_ImageSrcLeft : HM_ImageSrc;
- var ImgStyle = "top:"+ (HM_ItemPadding + HM_ImageVertSpace) + "px;width:"+ HM_ImageSize + "px;";
- var ImgString = "<IMG ID='HM_ImMore' STYLE='position:absolute;"+ ImgStyle +"' SRC='" + ImgSrc + "' HSPACE=0 VSPACE=0 BORDER=0>";
- TempString += ImgString;
- }
- TempString += disptext + "</DIV>";
- return TempString;
-}
-
-function HM_f_SetItemProperties(itemid,itemidsuffix) {
- this.tree = HM_CurrentTree;
- this.itemsetup = HM_f_ItemSetup;
- this.index = HM_CurrentMenu.itemCount - 1;
- this.isLastItem = (HM_CurrentMenu.itemCount == HM_CurrentMenu.maxItems);
- this.array = HM_CurrentMenu.array[HM_CurrentMenu.itemCount];
- this.dispText = this.array[0];
- this.linkText = this.array[1];
- this.permHilite = HM_f_EvalParameters(this.array[3],false,"boolean");
- this.hasRollover = (!this.permHilite && HM_f_EvalParameters(this.array[2],true,"boolean"));
- this.hasMore = HM_f_EvalParameters(this.array[4],false,"boolean") && HM_f_ValidateArray(HM_ArrayIDPrefix + itemidsuffix);
- this.childID = this.hasMore ? (HM_MenuIDPrefix + itemidsuffix) : null;
- this.child = null;
- this.onmouseover = HM_f_ItemOver;
- this.onmouseout = HM_f_ItemOut;
- this.setItemStyle = HM_f_SetItemStyle;
- this.itemStr = HM_f_GetItemDivStr(itemid,this.dispText,this.hasMore);
- this.showChild = HM_f_ShowChild;
- this.ChildOverlap = null;
-}
-
-function HM_f_Make4ItemElement(menucount) {
- var ItemIDSuffix = menucount + "_" + HM_CurrentMenu.itemCount;
- var LayerID = HM_ItemIDPrefix + ItemIDSuffix;
- var ObjectID = LayerID + "Obj";
- eval(ObjectID + " = new Object()");
- ItemElement = eval(ObjectID);
- ItemElement.setItemProperties = HM_f_SetItemProperties;
- ItemElement.setItemProperties(LayerID,ItemIDSuffix);
- return ItemElement;
-}
-
-function HM_f_MakeElement(menuid) {
- var MenuObject;
- var LayerID = menuid;
- var ObjectID = LayerID + "Obj";
- eval(ObjectID + " = new Object()");
- MenuObject = eval(ObjectID);
- return MenuObject;
-}
-
-function HM_f_MakeMenu(menucount) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + menucount)) return false;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + menucount);
- NewMenu = document.all(HM_MenuIDPrefix + menucount);
- if(!NewMenu) {
- NewMenu = HM_f_MakeElement(HM_MenuIDPrefix + menucount);
- NewMenu.array = HM_CurrentArray;
- NewMenu.tree = HM_CurrentTree;
-
- if(HM_CurrentMenu) {
- NewMenu.parentMenu = HM_CurrentMenu;
- NewMenu.parentItem = HM_CurrentMenu.itemElement;
- NewMenu.parentItem.child = NewMenu;
- NewMenu.hasParent = true;
- NewMenu.isHorizontal = HM_CurrentTree.TreeIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TreeImageShow;
- }
- else {
- NewMenu.isHorizontal = HM_CurrentTree.TopIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TopImageShow;
- }
-
- HM_CurrentMenu = NewMenu;
- HM_CurrentMenu.itemCount = 0;
- HM_CurrentMenu.maxItems = HM_CurrentMenu.array.length - 1;
- HM_CurrentMenu.showIt = HM_f_ShowIt;
- HM_CurrentMenu.keepInWindow = HM_f_KeepInWindow;
- HM_CurrentMenu.onmouseover = HM_f_MenuOver;
- HM_CurrentMenu.onmouseout = HM_f_MenuOut;
- HM_CurrentMenu.hideTree = HM_f_HideTree
- HM_CurrentMenu.hideParents = HM_f_HideParents;
- HM_CurrentMenu.hideChildren = HM_f_HideChildren;
- HM_CurrentMenu.hideTop = HM_f_HideTop;
- HM_CurrentMenu.hideSelf = HM_f_HideSelf;
- HM_CurrentMenu.count = menucount;
- HM_CurrentMenu.hasChildVisible = false;
- HM_CurrentMenu.isOn = false;
- HM_CurrentMenu.hideTimer = null;
- HM_CurrentMenu.currentItem = null;
- HM_CurrentMenu.setMenuStyle = HM_f_SetMenuStyle;
- HM_CurrentMenu.sizeFixed = false;
- HM_CurrentMenu.fixSize = HM_f_FixSize;
- HM_CurrentMenu.onselectstart = HM_f_CancelSelect;
- HM_CurrentMenu.moveTo = HM_f_MoveTo;
- HM_CurrentMenu.IsVariableWidth = ((HM_CurrentMenu.hasParent && HM_CurrentTree.TreeIsVariableWidth) || (!HM_CurrentMenu.hasParent && HM_CurrentTree.TopIsVariableWidth));
- HM_CurrentMenu.htmlString = "<DIV ID='" + HM_MenuIDPrefix + menucount +"' STYLE='position:absolute;visibility:hidden;width:"+ HM_CurrentTree.MenuWidth +"'>";
- }
-
- while (HM_CurrentMenu.itemCount < HM_CurrentMenu.maxItems) {
- HM_CurrentMenu.itemCount++;
-
- HM_CurrentItem = document.all(HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount);
- if(!HM_CurrentItem) {
- if(HM_StatusDisplayBuild) status = "Creating Hierarchical Menus: " + menucount + " / " + HM_CurrentMenu.itemCount;
- HM_CurrentMenu.itemElement = HM_f_Make4ItemElement(menucount);
- HM_CurrentMenu.htmlString += HM_CurrentMenu.itemElement.itemStr;
- }
- if(HM_CurrentMenu.itemElement.hasMore && (!HM_CreateTopOnly || HM_AreCreated && HM_CreateTopOnly)) {
- MenuCreated = HM_f_MakeMenu(menucount + "_" + HM_CurrentMenu.itemCount);
- if(MenuCreated) {
- HM_CurrentMenu = HM_CurrentMenu.parentMenu;
- }
- }
- }
-
- document.body.insertAdjacentHTML("BeforeEnd",HM_CurrentMenu.htmlString + "</DIV>");
- menuLyr = document.all(HM_MenuIDPrefix + menucount);
- menuLyr.propertyTransfer = propertyTransfer;
- menuLyr.propertyTransfer();
- HM_CurrentMenu = menuLyr;
- if(!HM_CurrentMenu.hasParent)HM_CurrentTree.treeParent = HM_CurrentTree.startChild = HM_CurrentMenu;
- HM_CurrentMenu.setMenuStyle();
- HM_CurrentMenu.items = HM_CurrentMenu.children;
- HM_CurrentMenu.lastItem = HM_CurrentMenu.items[HM_CurrentMenu.items.length-1];
- for(var i=0; i<HM_CurrentMenu.items.length; i++) {
- it = HM_CurrentMenu.items[i];
- it.siblingBelow = i>0 ? HM_CurrentMenu.items[i-1] : null;
- it.propertyTransfer = propertyTransfer;
- it.propertyTransfer();
- it.itemsetup(i+1);
- }
- HM_CurrentMenu.moveTo(0,0);
- return HM_CurrentMenu;
-}
-
-function HM_f_SetMenuStyle(){
- with(this.style) {
- borderWidth = HM_BorderWidth + "px";
- borderColor = HM_CurrentTree.BorderColor;
- borderStyle = HM_BorderStyle;
- overflow = "hidden";
- cursor = "default";
- }
-}
-
-function HM_f_SetItemStyle() {
- with(this.style){
- backgroundColor = (this.permHilite) ? HM_CurrentTree.BGColorOver : HM_CurrentTree.BGColor;
- color = (this.permHilite) ? HM_CurrentTree.FontColorOver : HM_CurrentTree.FontColor;
- font = ((HM_FontBold) ? "bold " : "normal ") + HM_FontSize + "pt " + HM_FontFamily;
- padding = HM_ItemPadding + "px";
- fontStyle = (HM_FontItalic) ? "italic" : "normal";
- overflow = "hidden";
- pixelWidth = HM_CurrentTree.ItemWidth;
-
- if((this.menu.showImage && (!this.menu.IsVariableWidth || (this.menu.IsVariableWidth && this.tree.RightToLeft && !this.menu.isHorizontal))) || (this.menu.IsVariableWidth && this.imgLyr)) {
-
- var FullPadding = (HM_ItemPadding*2) + HM_ImageSize + HM_ImageHorizSpace;
- if (this.tree.RightToLeft) paddingLeft = FullPadding + "px";
- else paddingRight = FullPadding + "px";
- }
- if(!this.isLastItem) {
- var SeparatorString = HM_SeparatorSize + "px solid " + this.tree.SeparatorColor;
- if (this.menu.isHorizontal) borderRight = SeparatorString;
- else borderBottom = SeparatorString;
- }
-
- if(this.menu.isHorizontal){
- pixelTop = 0;
- if(this.menu.IsVariableWidth) {
- this.realWidth = this.scrollWidth;
- if(this.isLastItem) pixelWidth = this.realWidth;
- else pixelWidth = (this.realWidth + HM_SeparatorSize);
- pixelLeft = this.index ? (this.siblingBelow.style.pixelLeft + this.siblingBelow.style.pixelWidth) : 0;
- if(this.isLastItem) {
- LeftAndWidth = pixelLeft + pixelWidth;
- this.menu.style.pixelWidth = LeftAndWidth + (HM_BorderWidth * 2);
- }
-
- }
- else {
- if(this.isLastItem) pixelWidth = (HM_CurrentTree.MenuWidth - HM_BorderWidth - HM_SeparatorSize);
- else pixelWidth = (HM_CurrentTree.MenuWidth - HM_BorderWidth);
- pixelLeft = (this.index * (HM_CurrentTree.MenuWidth - HM_BorderWidth));
- var LeftAndWidth = pixelLeft + pixelWidth;
- this.menu.style.pixelWidth = LeftAndWidth + (HM_BorderWidth * 2);
- }
- }
- else {
- pixelLeft = 0;
- }
- }
-}
-
-function HM_f_FixSize(makevis){
- if(this.isHorizontal) {
- var MaxItemHeight = 0;
- for(i=0; i<this.items.length; i++) {
- var TempItem = this.items[i];
- if (TempItem.index) {
- var SiblingHeight = TempItem.siblingBelow.scrollHeight;
- MaxItemHeight = Math.max(MaxItemHeight,SiblingHeight);
- }
- else{
- MaxItemHeight = TempItem.scrollHeight;
- }
- }
- for(i=0; i<this.items.length; i++) {
- var TempItem = this.items[i];
- TempItem.style.pixelHeight = MaxItemHeight;
- if(TempItem.imgLyr) {
- if(this.tree.RightToLeft){
- TempItem.imgLyr.style.pixelLeft = (HM_ItemPadding + HM_ImageHorizSpace);
- }
- else {
- TempItem.imgLyr.style.pixelLeft = TempItem.style.pixelWidth - ((TempItem.isLastItem ? 0 : HM_SeparatorSize) + HM_ItemPadding + HM_ImageHorizSpace + HM_ImageSize);
- }
- }
- }
- this.style.pixelHeight = MaxItemHeight + (HM_BorderWidth * 2);
- }
- else {
- if(this.IsVariableWidth) {
- var MaxItemWidth = 0;
- for(i=0; i<this.items.length; i++) {
- var TempItem = this.items[i];
- TempItem.style.pixelWidth = TempItem.scrollWidth;
- MaxItemWidth = i ? Math.max(MaxItemWidth,TempItem.style.pixelWidth) : TempItem.style.pixelWidth;
- }
- for(i=0; i<this.items.length; i++) {
- this.items[i].style.pixelWidth = MaxItemWidth;
- }
- this.style.pixelWidth = MaxItemWidth + (HM_BorderWidth * 2);
- }
- for(i=0; i<this.items.length; i++) {
- var TempItem = this.items[i];
- if (TempItem.index) {
- var SiblingHeight =(TempItem.siblingBelow.scrollHeight + HM_SeparatorSize);
- TempItem.style.pixelTop = TempItem.siblingBelow.style.pixelTop + SiblingHeight;
- }
- else TempItem.style.pixelTop = 0;
- if(TempItem.imgLyr) {
- if(HM_CurrentTree.RightToLeft){
- TempItem.imgLyr.style.pixelLeft = (HM_ItemPadding + HM_ImageHorizSpace);
- }
- else {
- TempItem.imgLyr.style.pixelLeft = TempItem.style.pixelWidth - (HM_ItemPadding + HM_ImageHorizSpace + HM_ImageSize);
- }
- }
- }
- this.style.pixelHeight = TempItem.style.pixelTop + TempItem.scrollHeight + (HM_BorderWidth * 2);
- }
- this.sizeFixed = true;
- if(makevis)this.style.visibility = "visible";
-}
-
-function HM_f_ItemSetup(whichItem) {
- this.menu = this.parentElement;
- this.ClickStart = this.hasMore && this.tree.ClickStart && (this.tree.TopIsPermanent && (this.tree.treeParent==this.menu));
- if(this.ClickStart) {
- this.linkText = "";
- this.onclick = this.showChild;
- }
-
- if (this.hasMore) {
- if(this.menu.showImage){
- this.imgLyr = this.children("HM_ImMore");
- this.hasImageRollover = ((!this.tree.RightToLeft && HM_ImageSrcOver) || (this.tree.RightToLeft && HM_ImageSrcLeftOver));
- if(this.hasImageRollover) {
- this.imageSrc = this.tree.RightToLeft ? HM_ImageSrcLeft : HM_ImageSrc;
- this.imageSrcOver = this.tree.RightToLeft ? HM_ImageSrcLeftOver : HM_ImageSrcOver;
- if(this.permHilite) this.imgLyr.src = this.imageSrcOver;
- }
- }
-
- this.child = document.all(this.childID);
- if(this.child) {
- this.child.parentMenu = this.menu;
- this.child.parentItem = this;
- }
- }
- if(this.linkText && !this.ClickStart) {
- this.onclick = HM_f_LinkIt;
- if(HM_ShowLinkCursor)this.style.cursor = "hand";
- }
-
- this.setItemStyle();
-}
-
-function HM_f_PopUp(menuname){
- if (!HM_AreLoaded) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var TempMenu = document.all(menuname);
- if(!TempMenu) return;
- HM_CurrentMenu = TempMenu;
- if (HM_CurrentMenu.tree.ClickStart) {
- var ClickElement = event.srcElement;
- ClickElement.onclick = HM_f_PopMenu;
- }
- else HM_f_PopMenu();
-}
-
-function HM_f_PopMenu(){
- if (!HM_AreLoaded || !HM_AreCreated) return true;
- if (HM_CurrentMenu.tree.ClickStart && event.type != "click") return true;
- var mouse_x_position, mouse_y_position;
- HM_f_HideAll();
- HM_CurrentMenu.hasParent = false;
- HM_CurrentMenu.tree.startChild = HM_CurrentMenu;
- HM_CurrentMenu.mouseX = mouse_x_position = (event.clientX + document.body.scrollLeft);
- HM_CurrentMenu.mouseY = mouse_y_position = (event.clientY + document.body.scrollTop);
- HM_CurrentMenu.xIntended = HM_CurrentMenu.xPos = (HM_CurrentMenu.tree.MenuLeft!=null) ? eval(HM_CurrentMenu.tree.MenuLeft) : mouse_x_position;
- HM_CurrentMenu.yIntended = HM_CurrentMenu.yPos = (HM_CurrentMenu.tree.MenuTop!=null) ? eval(HM_CurrentMenu.tree.MenuTop) : mouse_y_position;
- if(!HM_CurrentMenu.sizeFixed) HM_CurrentMenu.fixSize(false);
- HM_CurrentMenu.keepInWindow();
- HM_CurrentMenu.moveTo(HM_CurrentMenu.xPos,HM_CurrentMenu.yPos);
- HM_CurrentMenu.isOn = true;
- HM_CurrentMenu.showIt(true);
- return false;
-}
-
-function HM_f_MenuOver() {
- if(!this.tree.startChild){this.tree.startChild = this}
- if(this.tree.startChild == this) HM_f_HideAll(this)
- this.isOn = true;
- HM_UserOverMenu = true;
- HM_CurrentMenu = this;
- if (this.hideTimer) clearTimeout(this.hideTimer);
-}
-
-function HM_f_MenuOut() {
- if(event.srcElement.contains(event.toElement)) return;
- this.isOn = false;
- HM_UserOverMenu = false;
- if(HM_StatusDisplayLink) status = "";
- if(!HM_ClickKill) {
- clearTimeout(HM_HideAllTimer);
- HM_HideAllTimer = null;
- HM_HideAllTimer = setTimeout("HM_CurrentMenu.hideTree()",HM_ChildMilliSecondsVisible);
- }
-}
-
-function HM_f_ShowChild(){
- if(!this.child) {
- HM_CurrentTree = this.tree;
- HM_CurrentMenu = this.menu;
- HM_CurrentItem = this;
- this.child = HM_f_MakeMenu(this.menu.count + "_"+(this.index+1));
- this.tree.treeParent = this.menu;
- this.tree.startChild = this.menu;
- this.child.parentItem = this;
- }
-
- if(!this.child.sizeFixed) this.child.fixSize(false);
-
- if (this.tree.PositionUnder && (this.menu == this.tree.treeParent)) {
- this.child.xPos = this.menu.style.pixelLeft + this.style.pixelLeft;
- this.child.yPos = this.menu.style.pixelTop + this.menu.offsetHeight - (HM_BorderWidth);
- }
- else {
- if(this.ChildOverlap==null) {
- this.DistanceToRightEdge = this.style.pixelWidth;
- if (!this.menu.isHorizontal || (this.menu.isHorizontal && this.isLastItem)) this.DistanceToRightEdge += HM_BorderWidth;
- this.DistanceToLeftEdge = (!this.menu.isHorizontal || (this.menu.isHorizontal && this.index==0)) ? HM_BorderWidth : HM_SeparatorSize;
- this.ChildOverlap = (parseInt((HM_ChildPerCentOver != null) ? (HM_ChildPerCentOver * this.DistanceToRightEdge) : HM_ChildOverlap));
- }
-
- this.oL = this.menu.style.pixelLeft + this.offsetLeft + HM_BorderWidth;
- this.oT = this.menu.style.pixelTop + this.offsetTop;
- if(this.tree.RightToLeft) {
- this.child.xPos = ((this.oL - this.DistanceToLeftEdge) + this.ChildOverlap) - this.child.style.pixelWidth;
- }
- else {
- this.child.xPos = (this.oL + this.DistanceToRightEdge) - this.ChildOverlap;
- }
- this.child.yPos = this.oT + HM_ChildOffset + HM_BorderWidth;
- }
- this.child.xDiff = this.child.xPos - this.menu.style.pixelLeft;
- this.child.yDiff = this.child.yPos - this.menu.style.pixelTop;
- if(!this.tree.PositionUnder || this.menu!=this.tree.treeParent) this.child.keepInWindow();
- this.child.moveTo(this.child.xPos,this.child.yPos);
- this.menu.hasChildVisible = true;
- this.menu.visibleChild = this.child;
- this.child.showIt(true);
-}
-
-function HM_f_ItemOver(){
- if (HM_KeepHilite) {
- if (this.menu.currentItem && this.menu.currentItem != this && this.menu.currentItem.hasRollover) {
- with(this.menu.currentItem.style){
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor
- }
- if(this.menu.currentItem.hasImageRollover)this.menu.currentItem.imgLyr.src = this.menu.currentItem.imageSrc;
- }
- }
- if(event.srcElement.id == "HM_ImMore") return;
- if(this.hasRollover) {
- this.style.backgroundColor = this.tree.BGColorOver;
- this.style.color = this.tree.FontColorOver;
- if(this.hasImageRollover)this.imgLyr.src = this.imageSrcOver;
- }
- if(HM_StatusDisplayLink) status = this.linkText;
- this.menu.currentItem = this;
- if (this.menu.hasChildVisible) {
- if(this.menu.visibleChild == this.child && this.menu.visibleChild.hasChildVisible) this.menu.visibleChild.hideChildren(this);
- else this.menu.hideChildren(this);
- }
- if (this.hasMore && !this.ClickStart) this.showChild();
-}
-
-function HM_f_ItemOut() {
- if (event.srcElement.contains(event.toElement)
- || (event.fromElement.tagName=="IMG" && (event.toElement && event.toElement.contains(event.fromElement))))
- return;
- if ( (!HM_KeepHilite || ((this.tree.TopIsPermanent && (this.tree.treeParent==this)) && !this.menu.hasChildVisible)) && this.hasRollover) {
- with(this.style) {
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor
- }
- if(this.hasImageRollover)this.imgLyr.src = this.imageSrc;
-
- }
-}
-
-function HM_f_MoveTo(xPos,yPos) {
- this.style.pixelLeft = xPos;
- this.style.pixelTop = yPos;
-}
-
-function HM_f_ShowIt(on) {
- if (!(this.tree.TopIsPermanent && (this.tree.treeParent==this))) {
- if(!this.hasParent || (this.hasParent && this.tree.TopIsPermanent && (this.tree.treeParent==this.parentMenu))) {
- var IsVisible = (this.style.visibility == "visible");
- if ((on && !IsVisible) || (!on && IsVisible))
- eval(on ? this.tree.UponDisplay : this.tree.UponHide)
- }
- if (on) this.style.zIndex = ++HM_ZIndex;
- this.style.visibility = (on) ? "visible" : "hidden";
- }
- if (HM_KeepHilite && this.currentItem && this.currentItem.hasRollover) {
- with(this.currentItem.style){
- backgroundColor = this.tree.BGColor;
- color = this.tree.FontColor;
- }
- if(this.currentItem.hasImageRollover)this.currentItem.imgLyr.src = this.currentItem.imageSrc;
- }
- this.currentItem = null;
-}
-
-function HM_f_KeepInWindow() {
- var ExtraSpace = 10;
- var WindowLeftEdge = document.body.scrollLeft;
- var WindowTopEdge = document.body.scrollTop;
- var WindowWidth = document.body.clientWidth;
- var WindowHeight = document.body.clientHeight;
- var WindowRightEdge = (WindowLeftEdge + WindowWidth) - ExtraSpace;
- var WindowBottomEdge = (WindowTopEdge + WindowHeight) - ExtraSpace;
-
- var MenuLeftEdge = this.xPos;
- var MenuRightEdge = MenuLeftEdge + this.style.pixelWidth;
- var MenuBottomEdge = this.yPos + this.style.pixelHeight;
-
- if (this.hasParent) {
- var ParentLeftEdge = this.parentItem.oL;
- }
- if (MenuRightEdge > WindowRightEdge) {
- if (this.hasParent) {
- this.xPos = ((ParentLeftEdge - this.parentItem.DistanceToLeftEdge) + this.parentItem.ChildOverlap) - this.offsetWidth;
- }
- else {
- dif = MenuRightEdge - WindowRightEdge;
- this.xPos -= dif;
- }
- this.xPos = Math.max(5,this.xPos);
- }
-
- if (MenuBottomEdge > WindowBottomEdge) {
- dif = MenuBottomEdge - WindowBottomEdge;
- this.yPos -= dif;
- }
-
- if (MenuLeftEdge < WindowLeftEdge) {
- if (this.hasParent) {
- this.xPos = (ParentLeftEdge + this.parentItem.DistanceToRightEdge) - this.parentItem.ChildOverlap;
- MenuRightEdge = this.xPos + this.style.pixelWidth;
- if(MenuRightEdge > WindowRightEdge) this.xPos -= (MenuRightEdge - WindowRightEdge);
- }
- else {this.xPos = 5}
- }
-}
-
-function HM_f_LinkIt() {
- if (this.linkText.indexOf("javascript:")!=-1) eval(this.linkText)
- else {
- HM_f_HideAll();
- location.href = this.linkText;
- }
-}
-
-function HM_f_PopDown(menuname){
- if (!HM_AreLoaded || !HM_AreCreated) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var MenuToHide = document.all(menuname);
- if(!MenuToHide)return;
- MenuToHide.isOn = false;
- if (!HM_ClickKill) MenuToHide.hideTop();
-}
-
-function HM_f_HideAll(callingmenu) {
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i].tree.startChild;
- if(TopMenu == callingmenu)continue
- TopMenu.isOn = false;
- if (TopMenu.hasChildVisible) TopMenu.hideChildren();
- TopMenu.showIt(false);
- }
-}
-
-function HM_f_HideTree() {
- HM_HideAllTimer = null;
- if (HM_UserOverMenu) return;
- if (this.hasChildVisible) this.hideChildren();
- this.hideParents();
-}
-
-function HM_f_HideTop() {
- TopMenuToHide = this;
- (HM_ClickKill) ? TopMenuToHide.hideSelf() : (this.hideTimer = setTimeout("TopMenuToHide.hideSelf()",HM_TopMilliSecondsVisible));
-}
-
-function HM_f_HideSelf() {
- this.hideTimer = null;
- if (!this.isOn && !HM_UserOverMenu) this.showIt(false);
-}
-
-function HM_f_HideParents() {
- var TempMenu = this;
- while(TempMenu.hasParent) {
- TempMenu.showIt(false);
- TempMenu.parentMenu.isOn = false;
- TempMenu = TempMenu.parentMenu;
- }
- TempMenu.hideTop();
-}
-
-function HM_f_HideChildren(callingitem) {
- var TempMenu = this.visibleChild;
- while(TempMenu.hasChildVisible) {
- TempMenu.visibleChild.showIt(false);
- TempMenu.hasChildVisible = false;
- TempMenu = TempMenu.visibleChild;
- }
- if((callingitem && (!callingitem.hasMore || this.visibleChild != callingitem.child)) || (!callingitem && !this.isOn)) {
- this.visibleChild.showIt(false);
- this.hasChildVisible = false;
- }
-}
-
-function HM_f_CancelSelect(){return false}
-
-function HM_f_PageClick() {
- if (!HM_UserOverMenu && HM_CurrentMenu!=null && !HM_CurrentMenu.isOn) HM_f_HideAll();
-}
-
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-function HM_f_ResizeHandler(){
- var mouse_x_position, mouse_y_position;
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i].tree.startChild;
- if(TopMenu.style.visibility == "visible") {
- TopMenu.oldLeft = TopMenu.xPos;
- TopMenu.oldTop = TopMenu.yPos;
- mouse_x_position = TopMenu.mouseX;
- mouse_y_position = TopMenu.mouseY;
- TopMenu.xPos = eval(TopMenu.tree.MenuLeft);
- TopMenu.yPos = eval(TopMenu.tree.MenuTop);
- if(TopMenu.xPos == null) TopMenu.xPos = TopMenu.xIntended;
- if(TopMenu.yPos == null) TopMenu.yPos = TopMenu.yIntended;
- if(!TopMenu.tree.TopIsPermanent) TopMenu.keepInWindow();
- TopMenu.moveTo(TopMenu.xPos,TopMenu.yPos);
- var TempMenu = TopMenu;
- while(TempMenu.hasChildVisible) {
- TempParent = TempMenu;
- TempMenu = TempMenu.visibleChild;
- TempMenu.xPos = TempParent.xPos + TempMenu.xDiff;
- TempMenu.yPos = TempParent.yPos + TempMenu.yDiff;
- if(!TopMenu.tree.TopIsPermanent || (TopMenu.tree.TopIsPermanent && !TopMenu.tree.PositionUnder)) TempMenu.keepInWindow();
- TempMenu.moveTo(TempMenu.xPos,TempMenu.yPos);
- }
- }
- }
- HM_f_OtherResize();
-}
-
-HM_f_OtherResize = (window.onresize) ? window.onresize : new Function;
-window.onresize = HM_f_ResizeHandler;
-
-HM_f_OtherOnLoad = (window.onload) ? window.onload : new Function;
-window.onload = function(){setTimeout("HM_f_StartIt()",10)};
-
-//end
\ No newline at end of file
+++ /dev/null
-/*HM_ScriptNS4.js
-* by Peter Belesis. v4.1.1 011002
-* Copyright (c) 2001 Peter Belesis. All Rights Reserved.
-* Originally published and documented at http://www.dhtmlab.com/
-* Available solely from INT Media Group. Incorporated under exclusive license.
-* Contact licensing@internet.com for more information.
-*/
-
-HM_a_Parameters = [
- ["MenuWidth", 150, "number"],
- ["FontFamily", "Arial,sans-serif"],
- ["FontSize", 10, "number"],
- ["FontBold", false, "boolean"],
- ["FontItalic", false, "boolean"],
- ["FontColor", "black"],
- ["FontColorOver", "white"],
- ["BGColor", "white"],
- ["BGColorOver", "black"],
- ["ItemPadding", 3, "number"],
- ["BorderWidth", 2, "number"],
- ["BorderColor", "red"],
- ["SeparatorSize", 1, "number"],
- ["ImageSrc", "HM_More_black_right.gif"],
- ["ImageSrcOver", null],
- ["ImageSrcLeft", "HM_More_black_left.gif"],
- ["ImageSrcLeftOver", null],
- ["ImageSize", 5, "number"],
- ["ImageHorizSpace", 0, "number"],
- ["ImageVertSpace", 0, "number"],
- ["KeepHilite", false, "boolean"],
- ["ClickStart", false, "boolean"],
- ["ClickKill", true, "boolean"],
- ["ChildOverlap", 20, "number"],
- ["ChildOffset", 10, "number"],
- ["ChildPerCentOver", null, "number"],
- ["TopSecondsVisible", .5, "number"],
- ["ChildSecondsVisible",.3, "number"],
- ["StatusDisplayBuild", 1, "boolean"],
- ["StatusDisplayLink", 1, "boolean"],
- ["UponDisplay", null, "delayed"],
- ["UponHide", null, "delayed"],
- ["RightToLeft", false, "boolean"],
- ["CreateTopOnly", 0, "boolean"],
- ["ShowLinkCursor", false, "boolean"],
- ["NSFontOver", true, "boolean"]
-]
-
-HM_MenuIDPrefix = "HM_Menu";
-HM_ItemIDPrefix = "HM_Item";
-HM_ArrayIDPrefix = "HM_Array";
-
-Function.prototype.isFunction = true;
-Function.prototype.isString = false;
-String.prototype.isFunction = false;
-String.prototype.isString = true;
-String.prototype.isBoolean = false;
-String.prototype.isNumber = false;
-Number.prototype.isString = false;
-Number.prototype.isFunction = false;
-Number.prototype.isBoolean = false;
-Number.prototype.isNumber = true;
-Boolean.prototype.isString = false;
-Boolean.prototype.isFunction = false;
-Boolean.prototype.isBoolean = true;
-Boolean.prototype.isNumber = false;
-Array.prototype.itemValidation = false;
-Array.prototype.isArray = true;
-
-
-function HM_f_AssignParameters(paramarray){
- var ParamName = paramarray[0];
- var DefaultValue = paramarray[1];
- var FullParamName = "HM_" + ParamName;
-
- if (typeof eval("window.HM_PG_" + ParamName) == "undefined") {
- if (typeof eval("window.HM_GL_" + ParamName) == "undefined") {
- eval(FullParamName + "= DefaultValue");
- }
- else {
- eval(FullParamName + "= HM_GL_" + ParamName);
- }
- }
- else {
- eval(FullParamName + "= HM_PG_" + ParamName);
- }
-
- paramarray[0] = FullParamName;
- paramarray[1] = eval(FullParamName);
-}
-
-function HM_f_EvalParameters(valuenew,valueold,valuetype){
- var TestString, ParPosition;
-
- if(typeof valuenew == "undefined" || valuenew == null || (valuenew.isString && valuenew.length == 0)){
- return valueold;
- }
-
- if(valuetype != "delayed"){
- while(valuenew.isString) {
- ParPosition = valuenew.indexOf("(");
- if(ParPosition !=-1) {
- TestString = "window." + valuenew.substr(0,ParPosition);
- if (typeof eval(TestString) != "undefined" && eval(TestString).isFunction) {
- valuenew = eval(valuenew);
- }
- }
- else break
- }
- }
-
- while(valuenew.isFunction) {valuenew = valuenew()}
-
- switch(valuetype){
- case "number":
- while (valuenew.isString) {valuenew = eval(valuenew)}
- break;
- case "boolean":
- while (!valuenew.isBoolean) {
- valuenew = (valuenew.isNumber) ? valuenew ? true : false : eval(valuenew);
- }
- break;
- }
-
- return valuenew;
-}
-
-for (i=0;i<HM_a_Parameters.length;i++) {
- HM_f_AssignParameters(HM_a_Parameters[i]);
- eval(HM_a_Parameters[i][0] + "= HM_f_EvalParameters("+ HM_a_Parameters[i][0] +",null,HM_a_Parameters[i][2])")
-}
-
-HM_ChildPerCentOver = (isNaN(parseFloat(HM_ChildPerCentOver))) ? null : parseFloat(HM_ChildPerCentOver)/100;
-
-HM_ChildMilliSecondsVisible = HM_ChildSecondsVisible * 1000;
-
-function HM_f_ValidateArray(arrayname){
- var MenuArrayIsValid = false;
- var MenuArrayIsObject = (typeof eval("window." + arrayname) == "object");
- if(MenuArrayIsObject) {
- var TheMenuArray = eval(arrayname);
- if(TheMenuArray.isArray && TheMenuArray.length > 1) {
- MenuArrayIsValid = true;
- if(!TheMenuArray.itemValidation) {
- while((typeof TheMenuArray[TheMenuArray.length-1] != "object") || (!TheMenuArray[TheMenuArray.length-1].isArray)) {
- TheMenuArray.length--;
- }
- TheMenuArray.itemValidation = true;
- }
- }
- }
- return MenuArrayIsValid;
-}
-
-if(!window.HM_a_TreesToBuild) {
- HM_a_TreesToBuild = [];
- for(i=1; i<100; i++){
- if(HM_f_ValidateArray(HM_ArrayIDPrefix + i)) HM_a_TreesToBuild[HM_a_TreesToBuild.length] = i;
- }
-}
-
-HM_CurrentArray = null;
-HM_CurrentTree = null;
-HM_CurrentMenu = null;
-HM_CurrentItem = null;
-HM_a_TopMenus = [];
-HM_AreLoaded = false;
-HM_AreCreated = false;
-HM_BeingCreated = false;
-HM_UserOverMenu = false;
-HM_HideAllTimer = null;
-HM_TotalTrees = 0;
-HM_ZIndex = 5000;
-
-function HM_f_Initialize() {
- if(HM_AreCreated) {
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i];
- clearTimeout(TopMenu.hideTimer);
- TopMenu.hideTimer = null;
- }
- clearTimeout(HM_HideAllTimer);
- }
- HM_AreCreated = false;
- HM_BeingCreated = false;
- HM_UserOverMenu = false;
- HM_CurrentMenu = null;
- HM_HideAllTimer = null;
- HM_TotalTrees = 0;
- HM_a_TopMenus = [];
-}
-
-Layer.prototype.showIt = HM_f_ShowIt;
-Layer.prototype.keepInWindow = HM_f_KeepInWindow;
-Layer.prototype.hideTree = HM_f_HideTree
-Layer.prototype.hideParents = HM_f_HideParents;
-Layer.prototype.hideChildren = HM_f_HideChildren;
-Layer.prototype.hideTop = HM_f_HideTop;
-Layer.prototype.hideSelf = HM_f_HideSelf;
-Layer.prototype.hasChildVisible = false;
-Layer.prototype.isOn = false;
-Layer.prototype.hideTimer = null;
-Layer.prototype.currentItem = null;
-Layer.prototype.itemSetup = HM_f_ItemSetup;
-Layer.prototype.itemCount = 0;
-Layer.prototype.child = null;
-Layer.prototype.isWritten = false;
-
-HM_NS_OrigWidth = window.innerWidth;
-HM_NS_OrigHeight = window.innerHeight;
-
-window.onresize = function (){
- if (window.innerWidth == HM_NS_OrigWidth && window.innerHeight == HM_NS_OrigHeight) return;
- HM_f_Initialize();
- window.history.go(0);
-}
-
-function HM_f_StartIt() {
- if(HM_AreCreated) return;
- HM_AreLoaded = true;
- if (HM_ClickKill) {
- HM_f_OtherMouseDown = (document.onmousedown) ? document.onmousedown : new Function;
- document.captureEvents(Event.MOUSEDOWN);
- document.onmousedown = function(){HM_f_PageClick();HM_f_OtherMouseDown()}
- }
- else {
- HM_TopMilliSecondsVisible = HM_TopSecondsVisible * 1000;
- }
- HM_f_MakeTrees();
- HM_f_OtherOnLoad();
-}
-
-function HM_f_MakeTrees(){
- HM_BeingCreated = true;
- var TreeParams = null;
- var TreeHasChildren = false;
- var ItemArray = null;
-
- for(var t=0; t<HM_a_TreesToBuild.length; t++) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + HM_a_TreesToBuild[t])) continue;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + HM_a_TreesToBuild[t]);
-
- TreeParams = HM_CurrentArray[0];
- TreeHasChildren = false;
-
- for(var i=1; i<HM_CurrentArray.length; i++) {
- ItemArray = HM_CurrentArray[i];
- if(ItemArray[ItemArray.length-1]) {TreeHasChildren = true; break}
- }
-
- HM_CurrentTree = {
- MenuWidth : MenuWidth = HM_f_EvalParameters(TreeParams[0],HM_MenuWidth,"number"),
- MenuLeft : MenuLeft = HM_f_EvalParameters(TreeParams[1],null,"delayed"),
- MenuTop : MenuTop = HM_f_EvalParameters(TreeParams[2],null,"delayed"),
- ItemWidth : ItemWidth = MenuWidth - (HM_BorderWidth*2),
- ItemTextWidth : TreeHasChildren ? (ItemWidth - (HM_ImageSize + HM_ImageHorizSpace + HM_ItemPadding)) : ItemWidth,
- FontColor : FontColor = HM_f_EvalParameters(TreeParams[3],HM_FontColor),
- FontColorOver : FontColorOver = HM_f_EvalParameters(TreeParams[4],HM_FontColorOver),
- BGColor : HM_f_EvalParameters(TreeParams[5],HM_BGColor),
- BGColorOver : HM_f_EvalParameters(TreeParams[6],HM_BGColorOver),
- BorderColor : HM_f_EvalParameters(TreeParams[7],HM_BorderColor),
- TopIsPermanent : ((MenuLeft == null) || (MenuTop == null)) ? false : HM_f_EvalParameters(TreeParams[9],false,"boolean"),
- TopIsHorizontal : TopIsHorizontal = HM_f_EvalParameters(TreeParams[10],false,"boolean"),
- TreeIsHorizontal : TreeHasChildren ? HM_f_EvalParameters(TreeParams[11],false,"boolean") : false,
- PositionUnder : (!TopIsHorizontal || !TreeHasChildren) ? false : HM_f_EvalParameters(TreeParams[12],false,"boolean"),
- TopImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[13],true,"boolean") : false,
- TreeImageShow : TreeHasChildren ? HM_f_EvalParameters(TreeParams[14],true,"boolean") : false,
- UponDisplay : HM_f_EvalParameters(TreeParams[15],HM_UponDisplay,"delayed"),
- UponHide : HM_f_EvalParameters(TreeParams[16],HM_UponHide,"delayed"),
- RightToLeft : HM_f_EvalParameters(TreeParams[17],HM_RightToLeft,"boolean"),
- NSFontOver : HM_NSFontOver ? (FontColor != FontColorOver) : false,
- ClickStart : HM_f_EvalParameters(TreeParams[18],HM_ClickStart,"boolean"),
- TopIsVariableWidth : HM_f_EvalParameters(TreeParams[19],false,"boolean"),
- TreeIsVariableWidth : HM_f_EvalParameters(TreeParams[20],false,"boolean")
- }
-
- HM_CurrentMenu = null;
- HM_f_MakeMenu(HM_a_TreesToBuild[t]);
- HM_a_TopMenus[HM_TotalTrees] = HM_CurrentTree.treeParent;
- HM_TotalTrees++;
- if(HM_CurrentTree.TopIsPermanent){
- with(HM_CurrentTree.treeParent) {
- moveTo(eval(HM_CurrentTree.MenuLeft),eval(HM_CurrentTree.MenuTop));
- zIndex = HM_ZIndex;
- visibility = "show";
- }
- }
- }
-
- if(HM_StatusDisplayBuild) status = HM_TotalTrees + " Hierarchical Menu Trees Created";
- HM_AreCreated = true;
- HM_BeingCreated = false;
-}
-
-function HM_f_GetItemHtmlStr(arraystring){
- var TempString = arraystring;
- if (HM_FontBold) TempString = TempString.bold();
- if (HM_FontItalic) TempString = TempString.italics();
- TempString = "<FONT FACE='" + HM_FontFamily + "' POINT-SIZE=" + HM_FontSize + ">" + TempString + "</FONT>";
- var TempStringOver = TempString.fontcolor(HM_CurrentTree.FontColorOver);
- TempString = TempString.fontcolor(HM_CurrentTree.FontColor);
- return [TempString,TempStringOver];
-}
-
-function HM_f_MakeMenu(menucount) {
- if(!HM_f_ValidateArray(HM_ArrayIDPrefix + menucount)) return false;
- HM_CurrentArray = eval(HM_ArrayIDPrefix + menucount);
-
- NewMenu = eval("window." + HM_MenuIDPrefix + menucount);
- if(!NewMenu) {
- eval(HM_MenuIDPrefix + menucount + " = new Layer(HM_CurrentTree.MenuWidth,window)");
- NewMenu = eval(HM_MenuIDPrefix + menucount);
-
- if(HM_CurrentMenu) {
- NewMenu.parentMenu = HM_CurrentMenu;
- NewMenu.parentItem = HM_CurrentItem;
- NewMenu.parentItem.child = NewMenu;
- NewMenu.hasParent = true;
- NewMenu.isHorizontal = HM_CurrentTree.TreeIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TreeImageShow;
- }
- else {
- NewMenu.isHorizontal = HM_CurrentTree.TopIsHorizontal;
- NewMenu.showImage = HM_CurrentTree.TopImageShow;
- }
-
- HM_CurrentMenu = NewMenu;
- HM_CurrentMenu.count = menucount;
- HM_CurrentMenu.tree = HM_CurrentTree;
- HM_CurrentMenu.array = HM_CurrentArray;
- HM_CurrentMenu.maxItems = HM_CurrentArray.length - 1;
- HM_CurrentMenu.bgColor = HM_CurrentTree.BorderColor;
- HM_CurrentMenu.IsVariableWidth = ((HM_CurrentMenu.hasParent && HM_CurrentTree.TreeIsVariableWidth) || (!HM_CurrentMenu.hasParent && HM_CurrentTree.TopIsVariableWidth));
- HM_CurrentMenu.onmouseover = HM_f_MenuOver;
- HM_CurrentMenu.onmouseout = HM_f_MenuOut;
- HM_CurrentMenu.moveTo(0,0);
- }
-
- if(!HM_CurrentTree.treeParent) HM_CurrentTree.treeParent = HM_CurrentTree.startChild = HM_CurrentMenu;
-
- while (HM_CurrentMenu.itemCount < HM_CurrentMenu.maxItems) {
- HM_CurrentMenu.itemCount++;
- HM_CurrentItem = eval("window." + HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount);
- if(!HM_CurrentItem) {
- eval(HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount + " = new Layer(HM_CurrentTree.ItemWidth - (HM_ItemPadding*2),HM_CurrentMenu)")
- if(HM_StatusDisplayBuild) status = "Creating Hierarchical Menus: " + menucount + " / " + HM_CurrentMenu.itemCount;
- HM_CurrentItem = eval(HM_ItemIDPrefix + menucount + "_" + HM_CurrentMenu.itemCount);
- HM_CurrentItem.itemSetup(menucount + "_" + HM_CurrentMenu.itemCount);
- }
- if(HM_CurrentItem.hasMore && (!HM_CreateTopOnly || HM_AreCreated && HM_CreateTopOnly)) {
- MenuCreated = HM_f_MakeMenu(menucount + "_" + HM_CurrentMenu.itemCount);
- if(MenuCreated) {
- HM_CurrentMenu = HM_CurrentMenu.parentMenu;
- HM_CurrentArray = HM_CurrentMenu.array;
- }
- }
- }
- HM_CurrentMenu.itemCount = 0;
- if (HM_CurrentMenu.isHorizontal) {
- HM_CurrentMenu.clip.right = HM_CurrentMenu.lastItem.left + HM_CurrentMenu.lastItem.clip.right + HM_BorderWidth;
- }
- else {
- HM_CurrentMenu.clip.right = HM_CurrentMenu.lastItem.clip.width + (HM_BorderWidth*2);
- }
- HM_CurrentMenu.clip.bottom = HM_CurrentMenu.lastItem.top + HM_CurrentMenu.lastItem.clip.bottom + HM_BorderWidth;
- return HM_CurrentMenu;
-}
-
-function HM_f_ItemSetup(itemidsuffix) {
- this.menu = HM_CurrentMenu;
- this.tree = HM_CurrentTree;
- this.index = HM_CurrentMenu.itemCount - 1;
- this.array = HM_CurrentArray[HM_CurrentMenu.itemCount];
- this.dispText = this.array[0];
- this.linkText = this.array[1];
- this.permHilite = HM_f_EvalParameters(this.array[3],false,"boolean");
- this.hasRollover = (!this.permHilite && HM_f_EvalParameters(this.array[2],true,"boolean"));
- this.hasMore = HM_f_EvalParameters(this.array[4],false,"boolean") && HM_f_ValidateArray(HM_ArrayIDPrefix + itemidsuffix);
- var HtmlStrings = HM_f_GetItemHtmlStr(this.dispText);
- this.htmStr = HtmlStrings[0];
- this.htmStrOver = HtmlStrings[1];
- this.visibility = "inherit";
- this.onmouseover = HM_f_ItemOver;
- this.onmouseout = HM_f_ItemOut;
- this.menu.lastItem = this;
- this.showChild = HM_f_ShowChild;
-
- this.ClickStart = this.hasMore && this.tree.ClickStart && (this.tree.TopIsPermanent && (this.tree.treeParent==this.menu));
- if(this.ClickStart) {
- this.captureEvents(Event.MOUSEUP);
- this.onmouseup = this.showChild;
- this.linkText = "";
- }
- else {
- if (this.linkText) {
- this.captureEvents(Event.MOUSEUP);
- this.onmouseup = HM_f_LinkIt;
- }
- }
-
- this.txtLyrOff = new Layer(HM_CurrentTree.ItemTextWidth - (HM_ItemPadding*2),this);
- with(this.txtLyrOff) {
- document.write(this.permHilite ? this.htmStrOver : this.htmStr);
- document.close();
- if (HM_CurrentTree.RightToLeft && this.menu.showImage && (!this.menu.isHorizontal || (this.menu.isHorizontal && (!this.menu.IsVariableWidth || (this.menu.IsVariableWidth && this.hasMore))) )) left = HM_ItemPadding + HM_ImageSize + HM_ImageHorizSpace;
- visibility = "inherit";
- }
-
- if(this.menu.IsVariableWidth){
- this.ItemTextWidth = this.txtLyrOff.document.width;
- this.ItemWidth = this.ItemTextWidth + (HM_ItemPadding*2);
- if(HM_CurrentMenu.showImage) {
- if(!this.menu.isHorizontal || this.hasMore) {
- this.ItemWidth += (HM_ItemPadding + HM_ImageSize + HM_ImageHorizSpace);
- }
- }
- }
- else {
- this.ItemWidth = this.tree.ItemWidth;
- this.ItemTextWidth = this.tree.ItemTextWidth;
- }
- if (this.menu.isHorizontal) {
- if (this.index) this.left = this.siblingBelow.left + this.siblingBelow.clip.width + HM_SeparatorSize;
- else this.left = (HM_BorderWidth + HM_ItemPadding);
- this.top = (HM_BorderWidth + HM_ItemPadding);
- }
- else {
- this.left = (HM_BorderWidth + HM_ItemPadding);
- if (this.index) this.top = this.siblingBelow.top + this.siblingBelow.clip.height + HM_SeparatorSize;
- else this.top = (HM_BorderWidth + HM_ItemPadding)
- }
- this.clip.top = this.clip.left = -HM_ItemPadding;
- this.clip.right = this.ItemWidth - HM_ItemPadding;
- this.bgColor = this.permHilite ? this.tree.BGColorOver : this.tree.BGColor;
-
- if(this.tree.NSFontOver) {
- if(!this.permHilite){
- this.txtLyrOn = new Layer(this.ItemTextWidth,this);
- with(this.txtLyrOn) {
- if (HM_CurrentTree.RightToLeft && this.menu.showImage && (!this.menu.isHorizontal || (this.menu.isHorizontal && (!this.menu.IsVariableWidth || (this.menu.IsVariableWidth && this.hasMore))) )) left = HM_ItemPadding + HM_ImageSize + HM_ImageHorizSpace;
- visibility = "hide";
- }
- }
- }
-
- this.fullClip = this.txtLyrOff.document.height + (HM_ItemPadding * 2);
- if(this.menu.isHorizontal) {
- if(this.index) {
- var SiblingHeight = this.siblingBelow.clip.height;
- this.fullClip = Math.max(SiblingHeight,this.fullClip);
- if(this.fullClip > SiblingHeight) {
- var SiblingPrevious = this.siblingBelow;
- while(SiblingPrevious != null) {
- SiblingPrevious.clip.height = this.fullClip;
- SiblingPrevious = SiblingPrevious.siblingBelow;
- }
- }
- }
- }
- this.clip.height = this.fullClip;
-
- if(!this.menu.isHorizontal && this.menu.IsVariableWidth) {
- this.fullWidth = this.clip.width;
- if(this.index) {
- var SiblingWidth = this.siblingBelow.clip.width;
- this.fullWidth = Math.max(SiblingWidth,this.fullWidth);
- SiblingPrevious = this.siblingBelow;
- while(SiblingPrevious != null) {
- SiblingPrevious.clip.width = this.fullWidth;
- SiblingPrevious.dummyLyr.clip.width = this.fullWidth;
- if(SiblingPrevious.hasMore) {
- SiblingPrevious.DistanceToRightEdge = SiblingPrevious.clip.right + SiblingPrevious.WhatsOnRight;
- SiblingPrevious.DistanceToLeftEdge = HM_ItemPadding + SiblingPrevious.WhatsOnLeft;
- SiblingPrevious.CompleteWidth = SiblingPrevious.ItemWidth + SiblingPrevious.WhatsOnLeft + SiblingPrevious.WhatsOnRight;
- SiblingPrevious.ChildOverlap = (parseInt((HM_ChildPerCentOver != null) ? (HM_ChildPerCentOver * SiblingPrevious.CompleteWidth) : HM_ChildOverlap));
- }
- if(SiblingPrevious.imgLyr && !HM_CurrentTree.RightToLeft) {
- SiblingPrevious.imgLyr.left = this.fullWidth - (HM_ItemPadding * 2) - HM_ImageSize - HM_ImageHorizSpace;
- }
- SiblingPrevious = SiblingPrevious.siblingBelow;
- }
- }
- this.clip.width = this.fullWidth;
- }
-
- this.dummyLyr = new Layer(100,this);
- with(this.dummyLyr) {
- left = top = -HM_ItemPadding;
- clip.width = this.clip.width;
- clip.height = this.clip.height;
- visibility = "inherit";
- }
-
- if(this.hasMore && HM_CurrentMenu.showImage) {
- this.imageSrc = this.tree.RightToLeft ? HM_ImageSrcLeft : HM_ImageSrc;
- this.hasImageRollover = ((!this.tree.RightToLeft && HM_ImageSrcOver) || (this.tree.RightToLeft && HM_ImageSrcLeftOver));
- if(this.hasImageRollover) {
- this.imageSrcOver = this.tree.RightToLeft ? HM_ImageSrcLeftOver : HM_ImageSrcOver;
- if(this.permHilite) this.imageSrc = this.imageSrcOver;
- }
- this.imgLyr = new Layer(HM_ImageSize,this);
-
- with(this.imgLyr) {
- document.write("<IMG SRC='" + this.imageSrc + "' WIDTH=" + HM_ImageSize + " VSPACE=0 HSPACE=0 BORDER=0>");
- document.close();
- moveBelow(this.txtLyrOff);
- left = (HM_CurrentTree.RightToLeft) ? HM_ImageHorizSpace : this.ItemWidth - (HM_ItemPadding * 2) - HM_ImageSize - HM_ImageHorizSpace;
- top = HM_ImageVertSpace;
- visibility = "inherit";
- }
- this.imageElement = this.imgLyr.document.images[0];
- }
-
- if(this.hasMore) {
- this.WhatsOnRight = (!this.menu.isHorizontal || (this.menu.isHorizontal && this.isLastItem)) ? HM_BorderWidth : HM_SeparatorSize;
- this.DistanceToRightEdge = this.clip.right + this.WhatsOnRight;
- this.WhatsOnLeft = (!this.menu.isHorizontal || (this.menu.isHorizontal && this.index==0)) ? HM_BorderWidth : HM_SeparatorSize;
- this.DistanceToLeftEdge = HM_ItemPadding + this.WhatsOnLeft;
- this.CompleteWidth = this.ItemWidth + this.WhatsOnLeft + this.WhatsOnRight;
- this.ChildOverlap = (parseInt((HM_ChildPerCentOver != null) ? (HM_ChildPerCentOver * this.CompleteWidth) : HM_ChildOverlap));
- }
-}
-
-function HM_f_PopUp(menuname,e){
- if (!HM_AreLoaded) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var TempMenu = eval("window."+menuname);
- if(!TempMenu)return;
- HM_CurrentMenu = TempMenu;
- if (HM_CurrentMenu.tree.ClickStart) {
- var ClickElement = e.target;
- ClickElement.onclick = HM_f_PopMenu;
- }
- else HM_f_PopMenu(e);
-}
-
-function HM_f_PopMenu(e){
- if (!HM_AreLoaded || !HM_AreCreated) return true;
- if (HM_CurrentMenu.tree.ClickStart && e.type != "click") return true;
- HM_f_HideAll();
- HM_CurrentMenu.hasParent = false;
- HM_CurrentMenu.tree.startChild = HM_CurrentMenu;
- var mouse_x_position = e.pageX;
- var mouse_y_position = e.pageY;
- HM_CurrentMenu.xPos = (HM_CurrentMenu.tree.MenuLeft!=null) ? eval(HM_CurrentMenu.tree.MenuLeft) : mouse_x_position;
- HM_CurrentMenu.yPos = (HM_CurrentMenu.tree.MenuTop!=null) ? eval(HM_CurrentMenu.tree.MenuTop) : mouse_y_position;
-
- HM_CurrentMenu.keepInWindow();
- HM_CurrentMenu.moveTo(HM_CurrentMenu.xPos,HM_CurrentMenu.yPos);
- HM_CurrentMenu.isOn = true;
- HM_CurrentMenu.showIt(true);
- return false;
-}
-
-function HM_f_MenuOver() {
- if(!this.tree.startChild){this.tree.startChild = this}
- if(this.tree.startChild == this) HM_f_HideAll(this)
- this.isOn = true;
- HM_UserOverMenu = true;
- HM_CurrentMenu = this;
- if (this.hideTimer) clearTimeout(this.hideTimer);
-}
-
-function HM_f_MenuOut() {
- this.isOn = false;
- HM_UserOverMenu = false;
- if(HM_StatusDisplayLink) status = "";
- if(!HM_ClickKill) {
- clearTimeout(HM_HideAllTimer);
- HM_HideAllTimer = null;
- HM_HideAllTimer = setTimeout("HM_CurrentMenu.hideTree()",HM_ChildMilliSecondsVisible);
- }
-}
-
-function HM_f_ShowChild(){
- if(!this.child) {
- HM_CurrentTree = this.tree;
- HM_CurrentMenu = this.menu;
- HM_CurrentItem = this;
- this.child = HM_f_MakeMenu(this.menu.count + "_"+(this.index+1));
- this.tree.treeParent = this.menu;
- this.tree.startChild = this.menu;
- }
- if (this.tree.PositionUnder && (this.menu == this.tree.treeParent)) {
- this.child.xPos = this.pageX + this.clip.left - HM_BorderWidth;
- this.child.yPos = this.menu.top + this.menu.clip.height - HM_BorderWidth;
- }
- else {
- this.oL = this.pageX;
- this.child.offsetWidth = this.child.clip.width;
- this.oT = this.pageY + this.clip.top - HM_BorderWidth;
- if(this.tree.RightToLeft) {
- this.child.xPos = ((this.oL - this.DistanceToLeftEdge) + this.ChildOverlap) - this.child.offsetWidth;
- }
- else {
- this.child.xPos = (this.oL + this.DistanceToRightEdge) - this.ChildOverlap;
- }
- this.child.yPos = this.oT + HM_ChildOffset + HM_BorderWidth;
- }
- if(!this.tree.PositionUnder || this.menu!=this.tree.treeParent) this.child.keepInWindow();
- this.child.moveTo(this.child.xPos,this.child.yPos);
- this.menu.hasChildVisible = true;
- this.menu.visibleChild = this.child;
- this.child.showIt(true);
-}
-
-function HM_f_ItemOver(){
- if (HM_KeepHilite) {
- if (this.menu.currentItem && this.menu.currentItem != this && this.menu.currentItem.hasRollover) {
- with(this.menu.currentItem){
- bgColor = this.tree.BGColor;
- if(this.tree.NSFontOver) {
- txtLyrOff.visibility = "inherit";
- txtLyrOn.visibility = "hide";
- }
- }
- if(this.menu.currentItem.hasImageRollover)this.menu.currentItem.imageElement.src = this.menu.currentItem.imageSrc;
- }
- }
- if(this.hasRollover) {
- this.bgColor = this.tree.BGColorOver;
- if(this.tree.NSFontOver) {
- if(!this.txtLyrOn.isWritten){
- this.txtLyrOn.document.write(this.htmStrOver);
- this.txtLyrOn.document.close();
- this.txtLyrOn.isWritten = true;
- }
- this.txtLyrOff.visibility = "hide";
- this.txtLyrOn.visibility = "inherit";
- }
- if(this.hasImageRollover)this.imageElement.src = this.imageSrcOver;
- }
-
- if(HM_StatusDisplayLink) status = this.linkText;
- this.menu.currentItem = this;
- if (this.menu.hasChildVisible) {
- if(this.menu.visibleChild == this.child && this.menu.visibleChild.hasChildVisible) this.menu.visibleChild.hideChildren(this);
- else this.menu.hideChildren(this);
- }
-
- if (this.hasMore && !this.ClickStart) this.showChild();
-}
-
-function HM_f_ItemOut() {
- if ( (!HM_KeepHilite || ((this.tree.TopIsPermanent && (this.tree.treeParent==this)) && !this.menu.hasChildVisible)) && this.hasRollover) {
- with(this){
- bgColor = this.tree.BGColor;
- if(this.tree.NSFontOver) {
- txtLyrOff.visibility = "inherit";
- txtLyrOn.visibility = "hide";
- }
- if(this.hasImageRollover)this.imageElement.src = this.imageSrc;
- }
- }
- if(!HM_ClickKill && !HM_UserOverMenu) {
- clearTimeout(HM_HideAllTimer);
- HM_HideAllTimer = null;
- HM_HideAllTimer = setTimeout("HM_CurrentMenu.hideTree()",HM_ChildMilliSecondsVisible);
- }
-}
-
-function HM_f_ShowIt(on) {
- if (!(this.tree.TopIsPermanent && (this.tree.treeParent==this))) {
- if(!this.hasParent || (this.hasParent && this.tree.TopIsPermanent && (this.tree.treeParent==this.parentMenu) )) {
- if (on == this.hidden)
- eval(on ? this.tree.UponDisplay : this.tree.UponHide)
- }
- if (on) this.zIndex = ++HM_ZIndex;
- this.visibility = on ? "show" : "hide";
- }
- if (HM_KeepHilite && this.currentItem && this.currentItem.hasRollover) {
- with(this.currentItem){
- bgColor = this.tree.BGColor;
- if(this.tree.NSFontOver) {
- txtLyrOff.visibility = "inherit";
- txtLyrOn.visibility = "hide";
- }
- }
- if(this.currentItem.hasImageRollover)this.currentItem.imageElement.src = this.currentItem.imageSrc;
- }
- this.currentItem = null;
-}
-
-function HM_f_KeepInWindow() {
- var ExtraSpace = 10;
- var WindowLeftEdge = window.pageXOffset;
- var WindowTopEdge = window.pageYOffset;
- var WindowWidth = window.innerWidth;
- var WindowHeight = window.innerHeight;
- var WindowRightEdge = (WindowLeftEdge + WindowWidth) - ExtraSpace;
- var WindowBottomEdge = (WindowTopEdge + WindowHeight) - ExtraSpace;
-
- var MenuLeftEdge = this.xPos;
- var MenuRightEdge = MenuLeftEdge + this.clip.width;
- var MenuBottomEdge = this.yPos + this.clip.height;
-
- if (this.hasParent) {
- var ParentLeftEdge = this.parentItem.pageX;
- this.offsetWidth = this.clip.width;
- }
- if (MenuRightEdge > WindowRightEdge) {
- if (this.hasParent) {
- this.xPos = ((ParentLeftEdge - this.parentItem.DistanceToLeftEdge) + this.parentItem.ChildOverlap) - this.offsetWidth;
- }
- else {
- dif = MenuRightEdge - WindowRightEdge;
- this.xPos -= dif;
- }
- this.xPos = Math.max(5,this.xPos);
- }
-
- if (MenuBottomEdge > WindowBottomEdge) {
- dif = MenuBottomEdge - WindowBottomEdge;
- this.yPos -= dif;
- }
-
- if (MenuLeftEdge < WindowLeftEdge) {
- if (this.hasParent) {
- this.xPos = (ParentLeftEdge + this.parentItem.DistanceToRightEdge) - this.parentItem.ChildOverlap;
- MenuRightEdge = this.xPos + this.offsetWidth;
- if(MenuRightEdge > WindowRightEdge) this.xPos -= (MenuRightEdge - WindowRightEdge);
- }
- else {this.xPos = 5}
- }
-}
-
-function HM_f_LinkIt() {
- if (this.linkText.indexOf("javascript:")!=-1) eval(this.linkText)
- else {
- HM_f_HideAll();
- location.href = this.linkText;
- }
-}
-
-function HM_f_PopDown(menuname){
- if (!HM_AreLoaded || !HM_AreCreated) return;
- menuname = menuname.replace("elMenu",HM_MenuIDPrefix);
- var MenuToHide = eval("window."+menuname);
- if(!MenuToHide)return;
- MenuToHide.isOn = false;
- if (!HM_ClickKill) MenuToHide.hideTop();
-}
-
-function HM_f_HideAll(callingmenu) {
- for(var i=0; i<HM_TotalTrees; i++) {
- var TopMenu = HM_a_TopMenus[i].tree.startChild;
- if(TopMenu == callingmenu)continue
- TopMenu.isOn = false;
- if (TopMenu.hasChildVisible) TopMenu.hideChildren();
- TopMenu.showIt(false);
- }
-}
-
-function HM_f_HideTree() {
- HM_HideAllTimer = null;
- if (HM_UserOverMenu) return;
- if (this.hasChildVisible) this.hideChildren();
- this.hideParents();
-}
-
-function HM_f_HideTop() {
- TopMenuToHide = this;
- (HM_ClickKill) ? TopMenuToHide.hideSelf() : (this.hideTimer = setTimeout("TopMenuToHide.hideSelf()",HM_TopMilliSecondsVisible));
-}
-
-function HM_f_HideSelf() {
- this.hideTimer = null;
- if (!this.isOn && !HM_UserOverMenu) this.showIt(false);
-}
-
-function HM_f_HideParents() {
- var TempMenu = this;
- while(TempMenu.hasParent) {
- TempMenu.showIt(false);
- TempMenu.parentMenu.isOn = false;
- TempMenu = TempMenu.parentMenu;
- }
- TempMenu.hideTop();
-}
-
-function HM_f_HideChildren(callingitem) {
- var TempMenu = this.visibleChild;
- while(TempMenu.hasChildVisible) {
- TempMenu.visibleChild.showIt(false);
- TempMenu.hasChildVisible = false;
- TempMenu = TempMenu.visibleChild;
- }
-
- if (!this.isOn || !callingitem.hasMore || this.visibleChild != callingitem.child) {
- this.visibleChild.showIt(false);
- this.hasChildVisible = false;
- }
-}
-
-function HM_f_PageClick() {
- if (!HM_UserOverMenu && HM_CurrentMenu!=null && !HM_CurrentMenu.isOn) HM_f_HideAll();
-}
-
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-HM_f_OtherOnLoad = (window.onload) ? window.onload : new Function;
-window.onload = HM_f_StartIt;
-
-
-//end
\ No newline at end of file
+++ /dev/null
-<HTML>
-<HEAD>
-<TITLE>HM Version 4.1.1 Examples</TITLE>
-
-<SCRIPT LANGUAGE="JavaScript" TYPE="text/javascript">
-<!--
-
-if(window.event + "" == "undefined") event = null;
-function HM_f_PopUp(){return false};
-function HM_f_PopDown(){return false};
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-//-->
-</SCRIPT>
-
-<SCRIPT LANGUAGE="JavaScript1.2" TYPE="text/javascript">
-<!--
-
-HM_PG_MenuWidth = 150;
-HM_PG_FontFamily = "Arial,sans-serif";
-HM_PG_FontSize = 10;
-HM_PG_FontBold = 0;
-HM_PG_FontItalic = 0;
-HM_PG_FontColor = "blue";
-HM_PG_FontColorOver = "white";
-HM_PG_BGColor = "#DDDDDD";
-HM_PG_BGColorOver = "#FFCCCC";
-HM_PG_ItemPadding = 3;
-
-HM_PG_BorderWidth = 2;
-HM_PG_BorderColor = "black";
-HM_PG_BorderStyle = "solid";
-HM_PG_SeparatorSize = 2;
-HM_PG_SeparatorColor = "#d0ff00";
-
-HM_PG_ImageSrc = "HM_More_black_right.gif";
-HM_PG_ImageSrcLeft = "HM_More_black_left.gif";
-HM_PG_ImageSrcOver = "HM_More_white_right.gif";
-HM_PG_ImageSrcLeftOver = "HM_More_white_left.gif";
-
-HM_PG_ImageSize = 5;
-HM_PG_ImageHorizSpace = 0;
-HM_PG_ImageVertSpace = 2;
-
-HM_PG_KeepHilite = true;
-HM_PG_ClickStart = 0;
-HM_PG_ClickKill = false;
-HM_PG_ChildOverlap = 20;
-HM_PG_ChildOffset = 10;
-HM_PG_ChildPerCentOver = null;
-HM_PG_TopSecondsVisible = .5;
-HM_PG_StatusDisplayBuild =0;
-HM_PG_StatusDisplayLink = 0;
-HM_PG_UponDisplay = null;
-HM_PG_UponHide = null;
-HM_PG_RightToLeft = 0;
-
-HM_PG_CreateTopOnly = 0;
-HM_PG_ShowLinkCursor = 1;
-HM_PG_NSFontOver = true;
-
-//HM_a_TreesToBuild = [2];
-
-
-//-->
-</SCRIPT>
-
-</HEAD>
-<BODY>
-
-<BLOCKQUOTE>
-<H3>Sample HTML page with 5 Hierarchical Menus</H3>
-<P>Permanent Centered Horizontal Menu (Cascades on <I>click</I>):</P>
-<BR><BR>
-<P>Permanent Horizontal Variable-Width Menu (Cascades on <I>mouseover</I>):</P>
-<BR><BR>
-<P><A HREF="aLinkForOldBrowsersGoesHere.html"
- onMouseOver="HM_f_PopUp('elMenu1',event)"
- onMouseOut="HM_f_PopDown('elMenu1')">
- Relative-to-Mouse-Position Vertical Variable-Width Popup Menu (Displays on <I>mouseover</I>)</A></P>
-<BR>
-
-<P><A HREF="aLinkForOldBrowsersGoesHere.html"
- onMouseOver="HM_f_PopUp('elMenu4',event)"
- onMouseOut="HM_f_PopDown('elMenu4')">
- Relative-to-Mouse-Position Using Keywords Popup Menu (Displays on <I>click</I>)</A></P>
-<BR>
-<P><A HREF="aLinkForOldBrowsersGoesHere.html"
- onMouseOver="popUp('HM_Menu3',event)"
- onMouseOut="popDown('HM_Menu3')">
- Absolute Position Popup Menu (Displays on <I>mouseover</I>)</A></P>
-</BLOCKQUOTE>
-
-<SCRIPT LANGUAGE="JavaScript1.2"
- SRC="HM_Loader.js"
- TYPE='text/javascript'></SCRIPT>
-</BODY>
-</HTML>
+++ /dev/null
-<HTML>
-<HEAD>
-<TITLE>HM Version 4.1.1 Examples</TITLE>
-
-<SCRIPT LANGUAGE="JavaScript" TYPE="text/javascript">
-<!--
-
-if(window.event + "" == "undefined") event = null;
-function HM_f_PopUp(){return false};
-function HM_f_PopDown(){return false};
-popUp = HM_f_PopUp;
-popDown = HM_f_PopDown;
-
-//-->
-</SCRIPT>
-
-<SCRIPT LANGUAGE="JavaScript1.2" TYPE="text/javascript">
-<!--
-
-HM_PG_MenuWidth = 150;
-HM_PG_FontFamily = "Arial,sans-serif";
-HM_PG_FontSize = 10;
-HM_PG_FontBold = 0;
-HM_PG_FontItalic = 0;
-HM_PG_FontColor = "blue";
-HM_PG_FontColorOver = "white";
-HM_PG_BGColor = "#DDDDDD";
-HM_PG_BGColorOver = "#FFCCCC";
-HM_PG_ItemPadding = 3;
-
-HM_PG_BorderWidth = 2;
-HM_PG_BorderColor = "black";
-HM_PG_BorderStyle = "solid";
-HM_PG_SeparatorSize = 2;
-HM_PG_SeparatorColor = "#d0ff00";
-
-HM_PG_ImageSrc = "HM_More_black_right.gif";
-HM_PG_ImageSrcLeft = "HM_More_black_left.gif";
-HM_PG_ImageSrcOver = "HM_More_white_right.gif";
-HM_PG_ImageSrcLeftOver = "HM_More_white_left.gif";
-
-HM_PG_ImageSize = 5;
-HM_PG_ImageHorizSpace = 0;
-HM_PG_ImageVertSpace = 2;
-
-HM_PG_KeepHilite = true;
-HM_PG_ClickStart = 0;
-HM_PG_ClickKill = false;
-HM_PG_ChildOverlap = 20;
-HM_PG_ChildOffset = 10;
-HM_PG_ChildPerCentOver = null;
-HM_PG_TopSecondsVisible = .5;
-HM_PG_StatusDisplayBuild =0;
-HM_PG_StatusDisplayLink = 0;
-HM_PG_UponDisplay = null;
-HM_PG_UponHide = null;
-HM_PG_RightToLeft = 0;
-
-HM_PG_CreateTopOnly = 0;
-HM_PG_ShowLinkCursor = 1;
-HM_PG_NSFontOver = true;
-
-//HM_a_TreesToBuild = [2];
-
-
-//-->
-</SCRIPT>
-
-</HEAD>
-<BODY>
-
-<IMG border="false" src="prova.gif" usemap="#graphe">
- <MAP name="graphe">
- <AREA shape="rect" href="pluto" coords="107.6,107,161.4,155" target="cic"
- onMouseOver="HM_f_PopUp('elMenu1',event)"
- onMouseOut="HM_f_PopDown('elMenu1')">
- <AREA shape="rect" href="paperino" coords="381.8,107,426.2,155" target="cic"
- onMouseOver="HM_f_PopUp('elMenu2',event)"
- onMouseOut="HM_f_PopDown('elMenu2')">
- </MAP>
-</IMG>
-
-<SCRIPT LANGUAGE="JavaScript1.2"
- SRC="HM_Loader_prova.js"
- TYPE='text/javascript'></SCRIPT>
-</BODY>
-</HTML>
+++ /dev/null
-*.cm[iaox]
-*.[ao]
-*.cmxa
-drawGraph
-uriSetQueue
-drawGraph.opt
-uriSetQueue.opt
+++ /dev/null
-PID=
-DOT=dot
-#SED=sed "s/font-family:Times;//g"
-SED=cat
-
-REQUIRES = http helm-registry
-PREDICATES = mt
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -thread
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-EXECUTABLES = uriSetQueue drawGraph
-EXECUTABLES_OPT = $(patsubst %,%.opt,$(EXECUTABLES))
-
-#OBJS=prova.$(PID).svg prova.$(PID).ps prova.$(PID).gif prova.$(PID).ismap prova.$(PID).imap prova.$(PID).html
-OBJS=prova.$(PID).gif prova.$(PID).ismap prova.$(PID).html
-
-all: $(EXECUTABLES)
-opt: $(EXECUTABLES_OPT)
-world: all opt
-clean:
- rm -f *.cm[aiox] *.cmxa *.[ao] $(EXECUTABLES) $(EXECUTABLES_OPT)
-
-tmp: $(OBJS)
-clean_tmp:
- rm -f $(OBJS) prova.$(PID).dot xx.$(PID)00 xx.$(PID)01 xx.$(PID)02 \
- xx.$(PID)02n xx.$(PID)03 log.$(PID)
-
-uriSetQueue: uriSetQueue.ml
- $(OCAMLC) -linkpkg -o $@ $<
-uriSetQueue.opt: uriSetQueue.ml
- $(OCAMLOPT) -linkpkg -o $@ $<
-
-drawGraph: drawGraph.ml
- $(OCAMLC) -linkpkg -o $@ $<
-drawGraph.opt: drawGraph.ml
- $(OCAMLOPT) -linkpkg -o $@ $<
-
-prova.$(PID).dot: prova0.$(PID).dot
- csplit --prefix=xx.$(PID) prova0.$(PID).dot 1 2 `expr \`wc -l prova0.$(PID).dot | sed 's/\([0123456789]\+\) prova0.$(PID).dot/\1/'\` + 1`
- ./simplify_deps/simplify_deps.opt < xx.$(PID)02 > xx.$(PID)02n
- cat xx.$(PID)01 xx.$(PID)02n xx.$(PID)03 > prova.$(PID).dot
-
-prova.$(PID).svg: prova.$(PID).dot
- $(DOT) -Tsvg prova.$(PID).dot | $(SED) > prova.$(PID).svg
-
-prova.$(PID).ps: prova.$(PID).dot
- $(DOT) -Tps prova.$(PID).dot > prova.$(PID).ps
-
-prova.$(PID).imap: prova.$(PID).dot
- $(DOT) -Timap prova.$(PID).dot > prova.$(PID).imap
-
-prova.$(PID).gif: prova.$(PID).dot
- $(DOT) -Tgif prova.$(PID).dot > prova.$(PID).gif
-
-prova.$(PID).ismap: prova.$(PID).dot
- $(DOT) -Tismap prova.$(PID).dot > prova.$(PID).ismap
-
-prova.$(PID).html: prova.$(PID).ismap
- cat xx.$(PID)00 prova.$(PID).ismap | ./mk_html.pl $(PID) > prova.$(PID).html
-
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="draw_graph">
- <key name="port">58083</key>
- <key name="dir">/projects/helm/daemons/graphs/tools</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf;;
-
-let debug = true;;
-let debug_print s = if debug then prerr_endline s;;
-
-let configuration_file = "/projects/helm/etc/drawGraph.conf.xml";;
-
-let daemon_name = "Draw Graph";;
-
-let wget url fname =
- prerr_endline (sprintf "DEBUG: wgetting url '%s'" url);
- let oc = open_out fname in
- Http_user_agent.get_iter (output_string oc) url;
- close_out oc
-;;
-
-let errmsg =
- sprintf
-"<html>
- <head>
- <title>Graph: error</title>
- </head>
- <body>
- <h1>Error occurred while drawing graph!<br />Please report the occured problem</h1>
- <h2>%s</h2>
- </body>
-</html>"
-in
-let string_of_exit_status = function
- | Unix.WEXITED n -> sprintf "Process exited with code %d" n
- | Unix.WSIGNALED n -> sprintf "Process killed by signal %d" n
- | Unix.WSTOPPED n -> sprintf "Process stopped by signal %d" n
-in
-let callback (req: Http_types.request) outchan =
- try
- (match req#path with
- | "/draw" ->
- let url = req#param "url" in
- let pid = Unix.getpid () in
- wget (sprintf "%s¶m.PID=%d" url pid) (sprintf "prova0.%d.dot" pid);
- (match Unix.system (sprintf "make tmp PID=%d > log.%d" pid pid) with
- | Unix.WEXITED 0 ->
- debug_print "HTML successfully generated";
- Http_daemon.respond_file (sprintf "prova.%d.html" pid) outchan
- | status ->
- debug_print "Failure, sending error message";
- let res =
- new Http_response.response
- ~body:
- (errmsg ("Exit status: " ^ (string_of_exit_status status)))
- ()
- in
- Http_daemon.respond_with res outchan)
- | "/get_gif" ->
- let pid = req#param "pid" in
- Http_daemon.respond_file (sprintf "prova.%s.gif" pid) outchan;
- ignore (Unix.system (
- sprintf "make PID=%s clean_tmp; rm -f prova0.%s.dot" pid pid))
- | invalid_request ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- outchan)
- with
- | Http_types.Param_not_found attr_name ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- ~body:(sprintf "Parameter '%s' is missing" attr_name)
- outchan
-in
-Helm_registry.load_from configuration_file;
-let port = Helm_registry.get_int "draw_graph.port" in
-Sys.chdir (Helm_registry.get "draw_graph.dir");
-printf "%s started and listening on port %d\n" daemon_name port;
-printf "current directory is %s\n" (Sys.getcwd ());
-flush stdout;
-Http_daemon.start' ~port callback;
-printf "%s is terminating, bye!\n" daemon_name
-
+++ /dev/null
-#!/usr/bin/perl
-
-use URI::Escape;
-
-print <<EOT;
-<?xml version="1.0"?>
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
- <head>
- <title>Graph</title>
- </head>
- <body bgcolor="white" onLoad="window.focus()">
- <script>
- var draw_graphURL = "<subst:draw_graphURL/>";
-<![CDATA[
- document.write('<img border="false" src="' + draw_graphURL + 'get_gif?pid=$ARGV[0]" usemap="#graphe">');
-]]>
- </script>
- <map name="graphe">
-EOT
-
-my $count = 0;
-
-while (<STDIN>) {
- $count++;
- my (undef,$point1,$point2,$uri) = split;
- my ($point1x,$point1y) = split /,/,$point1;
- my ($point2x,$point2y) = split /,/,$point2;
- $point1y = substr($point1y,0,-1);
- $point2y = substr($point2y,0,-1);
- $point1x = substr($point1x,1);
- $point2x = substr($point2x,1);
-
- print <<EOT;
- <area shape="rect" href="$uri" coords="$point1x,$point2y,$point2x,$point1y" />
-EOT
-}
-
-print <<EOT;
- </map>
- <script>
-<![CDATA[
- document.write('</img>');
-]]>
- </script>
- </body>
-</html>
-EOT
+++ /dev/null
-simplify_deps.cmi
-simplify_deps.cmo
-simplify_deps.cmx
-simplify_deps
-simplify_deps.opt
+++ /dev/null
-OBJS = simplify_deps simplify_deps.opt
-
-all: $(OBJS)
-
-simplify_deps: simplify_deps.ml
- ocamlfind ocamlc -package str -linkpkg simplify_deps.ml -o simplify_deps
-
-simplify_deps.opt: simplify_deps.ml
- ocamlfind ocamlopt -package str -linkpkg simplify_deps.ml -o simplify_deps.opt
-
-clean:
- rm -f $(OBJS) simplify_deps.cm[iox] simplify_deps.o
+++ /dev/null
-type node =
- Node of string * node list ref (* label, children *)
-
-let debug = false;;
-
-(************************************************)
-(* SIMPLIFICATION AND PRETTY-PRINTING *)
-(************************************************)
-
-let reachable target source_arcs =
- let rec find s =
- if s = target then true
- else
- let Node (_,arcs) = s in
- List.fold_left (fun i n -> i or find n) false !arcs
- in
- List.fold_left
- (fun i n ->
- i or
- (if n = target then
- (* this is the arc we would like to get rid of *)
- false
- else
- find n
- )
- ) false source_arcs
-;;
-
-let consider_arc (source,target,rest) =
- let Node (source_name,source_arcs) = source in
- let Node (target_name,_) = target in
- if not (reachable target !source_arcs) then
- print_endline (source_name ^ " -> " ^ target_name ^ rest ^ ";")
- else
- if debug then
- print_endline (source_name ^ " -> " ^ target_name ^ " [color=green];")
-;;
-
-let simplify_deps_and_output_them =
- List.iter consider_arc
-;;
-
-(************************************************)
-(* PARSING *)
-(************************************************)
-
-let nodes = ref [];;
-let arcs = ref [];; (* (source,target) *)
-
-let search_node s =
- List.find (function Node (s',_) -> s' = s) !nodes
-;;
-
-let parse () =
- try
- while true do
- let line = read_line () in
- if Str.string_match (Str.regexp " \\([^ ]*\\) -> \\([^ ;]*\\)\\(\\( \\[.*\\]\\)?\\);") line 0 then
- let source = Str.matched_group 1 line in
- let target = Str.matched_group 2 line in
- begin
- if source <> target then
- (* not a self loop *)
- let rest = Str.matched_group 3 line in
- let tar =
- try
- search_node target
- with
- Not_found ->
- let tar = Node (target,ref []) in
- nodes := tar :: !nodes ;
- tar
- in
- let sou =
- try
- let sou = search_node source in
- let Node (_,ts) = sou in
- ts := tar::!ts ;
- sou
- with
- Not_found ->
- let sou = Node (source,ref [tar]) in
- nodes := sou :: !nodes ;
- sou
- in
- arcs := (sou,tar,rest)::!arcs
- end
- else
- print_endline line
- done
- with
- End_of_file -> ()
-;;
-
-(************************************************)
-(* MAIN *)
-(************************************************)
-
-let _ =
- parse () ;
- simplify_deps_and_output_them !arcs
-;;
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="uriSetQueue">
- <key name="port">58082</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug = true;;
-let debug_print s = if debug then prerr_endline s;;
-Http_common.debug := debug;;
-
-open Printf;;
-
-let configuration_file = "/projects/helm/etc/uriSetQueue.conf.xml";;
-let daemon_name = "Uri Set Queue";;
-
-module OrderedUri: Set.OrderedType with type t = string =
- struct
- type t = string
- let compare = compare
- end
-module UriSet = Set.Make (OrderedUri)
-type uri_queue = {
- mutable size: int;
- mutable overflowed: bool;
- uris: string Queue.t;
- mutable olduris: UriSet.t;
-}
- (** raised when a queue is accessed before being defined *)
-exception Queue_not_found of int;;
- (** global uri_queue, used by all children *)
-let uri_queue = {
- size = 0; overflowed = false; uris = Queue.create (); olduris = UriSet.empty
-};;
-let (get_queue, add_queue, remove_queue) =
- let uri_queues = Hashtbl.create 17 in
- ((fun pid -> (* get_queue *)
- try
- Hashtbl.find uri_queues pid
- with Not_found -> raise (Queue_not_found pid)),
- (fun pid size -> (* add_queue *)
- Hashtbl.replace
- uri_queues
- pid
- { size = size; overflowed = false;
- uris = Queue.create (); olduris = UriSet.empty }),
- (fun pid -> (* remove_queue *)
- try
- Hashtbl.remove uri_queues pid
- with Not_found -> raise (Queue_not_found pid)))
-;;
-
-exception Found;;
-let queue_mem item queue = (* mem function over queues *)
- try
- Queue.iter (fun e -> if item = e then raise Found) queue;
- false
- with Found -> true
-;;
-
-let callback (req: Http_types.request) outchan =
- try
- let res = new Http_response.response () in
- res#addBasicHeaders;
- res#setContentType "text/xml";
- (match req#path with
-
- | "/add_if_not_in" ->
- let (uri, pid) = (req#param "uri", int_of_string (req#param "PID")) in
- debug_print (sprintf "Adding uri '%s' to queue '%d'" uri pid);
- let queue = get_queue pid in
- let result =
- if (Queue.length queue.uris) + (UriSet.cardinal queue.olduris) >=
- queue.size
- then
- begin (* overflow! *)
- queue.overflowed <- true;
- debug_print "Answer: not_added_because_already_too_many";
- "not_added_because_already_too_many"
- end else begin (* there's room for another uri *)
- if (queue_mem uri queue.uris) || (UriSet.mem uri queue.olduris)
- then
- begin (* url already in *)
- debug_print "Answer: already_in";
- "already_in"
- end else begin (* uri not in *)
- Queue.add uri queue.uris;
- debug_print "Answer: added";
- "added"
- end
- end
- in
- res#setBody (sprintf "<?xml version=\"1.0\"?>\n<%s/>\n" result);
- if debug then res#serialize stderr;
- Http_daemon.respond_with res outchan
-
- | "/is_overflowed" ->
- let pid = int_of_string (req#param "PID") in
- let queue = get_queue pid in
- let result = string_of_bool (queue.overflowed) in
- debug_print (sprintf "%d queue is_overflowed = %s" pid result);
- res#setBody (sprintf "<?xml version=\"1.0\"?>\n<%s/>\n" result);
- if debug then res#serialize stderr;
- Http_daemon.respond_with res outchan
-
- | "/set_uri_set_size" ->
- let (pid, size) =
- (int_of_string (req#param "PID"), int_of_string (req#param "size"))
- in
- debug_print (sprintf "Setting size '%d' for queue '%d'" size pid);
- (try
- let queue = get_queue pid in
- queue.size <- size;
- with Queue_not_found p ->
- assert (p = pid);
- add_queue pid size);
- res#setBody "<?xml version=\"1.0\"?>\n<done/>\n";
- if debug then res#serialize stderr;
- Http_daemon.respond_with res outchan
-
- | "/get_next" ->
- let pid = int_of_string (req#param "PID") in
- debug_print (sprintf "Getting next uri from queue '%d'" pid);
- let queue = get_queue pid in
- let element = (* xml response's root element *)
- try
- let uri = Queue.take queue.uris in
- queue.olduris <- UriSet.add uri queue.olduris;
- sprintf
- "<%suri value=\"%s\"/>"
- (if queue.overflowed then "marked_" else "")
- uri
- with Queue.Empty -> "<empty/>"
- in
- res#setBody ("<?xml version=\"1.0\"?>\n" ^ element ^ "\n");
- if debug then res#serialize stderr;
- Http_daemon.respond_with res outchan
-
- | "/reset_to_empty" ->
- let pid = int_of_string (req#param "PID") in
- remove_queue pid;
- debug_print (sprintf "Resetting queue '%d'" pid);
- res#setBody "<?xml version=\"1.0\"?>\n<done/>\n";
- if debug then res#serialize stderr;
- Http_daemon.respond_with res outchan
-
- | invalid_request ->
- debug_print ("Invalid request received");
- Http_daemon.respond_error
- ~code:(`Status (`Client_error `Bad_request)) outchan);
- prerr_endline "Request done!\n"
- with
- | Http_types.Param_not_found attr_name ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- ~body:(sprintf "Parameter '%s' is missing" attr_name)
- outchan
- | Failure "int_of_string" -> (* error in converting some paramters *)
- Http_daemon.respond_error
- ~code:(`Status (`Client_error `Bad_request)) outchan
- | Queue_not_found queue_name ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- ~body:(sprintf "Queue '%d' is not defined" queue_name)
- outchan
-in
-
-Helm_registry.load_from configuration_file;
-let port = Helm_registry.get_int "uri_set_queue.port" in
-printf "%s started and listening on port %d\n" daemon_name port;
-flush stdout;
-Http_daemon.start' ~port ~mode:`Thread callback;
-printf "%s is terminating, bye!\n" daemon_name
-
+++ /dev/null
-aclocal.m4
-config.h.in
-Makefile.in
-autom4te.cache
-config.guess
-config.sub
-install-sh
-mkinstalldirs
-ltmain.sh
-configure
-depcomp
-Makefile
-config.h
-config.log
-config.status
-libtool
-stamp-h1
-gtkmathview-bonobo.pc
+++ /dev/null
-Luca Padovani <lpadovan@cs.unibo.it>
-Pouria Masoudi <pmasoudi@cs.unibo.it>
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
+++ /dev/null
-EXTRA_DIST = config.h.in
-SUBDIRS = idl src test
-CLEANFILES = core *.log *.eps
-
-pkgconfigdir = $(libdir)/pkgconfig
-#pkgconfig_DATA=gtkmathview-bonobo.pc
-
-backup:
- tar cvfz ../@PACKAGE@-@VERSION@-`date|tr ' ' '_'|tr ':' '_'`.tar.gz .
-
-cleanbak:
- -rm -f `find . -name "*~"`
-
-lc:
- @( \
- CFILES=`find . -name "*.c"`; \
- HFILES=`find . -name "*.h"`; \
- wc -l $$CFILES $$HFILES | tail -n 1 \
- )
-
+++ /dev/null
-
-Tue, 15 Jul 2003 15:56:54 +0200
-
- o The project formally starts
-
+++ /dev/null
-
-* remove shadow from plugin. This causes the plugin window to be dirty,
- find out why
-
-* disable double buffering for the plugin with GTK+ API?
-
-* remove black border in upper and left corners of the plugin window
-
-* try to implement size negotiations with the plugin that sends javascript
- to the browser.
-
-* access object's attribute and <PARAM> children. Jean claims he does
- this already, but the code seems to access GLib properties only,
- no external params
-
-* implement a size negotiation mechanism from the plugin using
- javascript. The plugin understands its ID from the object element,
- calculates the size and sends a URL with a javascript call to a function
- that sets width, height attributes of the object element
-
-
+++ /dev/null
-dnl Process this file with autoconf to produce a configure script.
-AC_INIT(gtkmathview-bonobo, [0.0.3])
-AC_CONFIG_SRCDIR(src/GNOME_GtkMathView.server.in.in)
-AM_INIT_AUTOMAKE($AC_PACKAGE_NAME, $AC_PACKAGE_VERSION)
-
-PACKAGE=$PACKAGE_NAME
-VERSION=$PACKAGE_VERSION
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-
-GTKMATHVIEW_CONTROL_VERSION_INFO=`echo $VERSION | awk -F. '{ printf "%d:%d:%d", $1+$2, $3, $2 }'`
-AC_SUBST(GTKMATHVIEW_CONTROL_VERSION_INFO)
-
-GTKMATHVIEW_API_VERSION="1.0"
-AC_SUBST(GTKMATHVIEW_API_VERSION)
-AC_DEFINE_UNQUOTED(MATH_VIEW_API_VERSION, "$GTKMATHVIEW_API_VERSION", [Version number of the API implemented])
-
-AC_ARG_ENABLE(
- profile,
- [ --enable-profile[=ARG] include profiling information [default=no]],
- profile=$enableval,
- profile=no
-)
-
-AC_ARG_ENABLE(
- debug,
- [ --enable-debug[=ARG] include debugging debug [default=yes]],
- enable_debug=$enableval,
- enable_debug=yes
-)
-
-if test "x$enable_debug" = "xyes"; then
- AC_DEFINE(ENABLE_DEBUG,,[Define to 1 if you want to enable validity checks while running])
-fi
-
-dnl AC_CONFIG_HEADERS([config.h])
-AM_CONFIG_HEADER(config.h)
-
-AH_TOP([
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef config_h
-#define config_h
-])
-
-AH_BOTTOM([
-#endif /* config_h */
-])
-
-AC_PROG_CC
-AC_PROG_CXX
-AC_PROG_INSTALL
-AC_HEADER_STDC([])
-
-AC_SUBST(CFLAGS)
-AC_SUBST(CPPFLAGS)
-AC_SUBST(LDFLAGS)
-
-AM_PROG_LIBTOOL
-
-PKG_CHECK_MODULES(GTKMATHVIEW, gtkmathview >= 0.5.1)
-AC_SUBST(GTKMATHVIEW_CFLAGS)
-AC_SUBST(GTKMATHVIEW_LIBS)
-
-PKG_CHECK_MODULES(BONOBO, libbonobo-2.0)
-AC_SUBST(BONOBO_CFLAGS)
-AC_SUBST(BONOBO_LIBS)
-
-PKG_CHECK_MODULES(BONOBOUI, libbonoboui-2.0)
-AC_SUBST(BONOBOUI_CFLAGS)
-AC_SUBST(BONOBOUI_LIBS)
-
-PKG_CHECK_MODULES(GNOMEUI, libgnomeui-2.0)
-AC_SUBST(GNOMEUI_CFLAGS)
-AC_SUBST(GNOMEUI_LIBS)
-
-ORBIT_IDL="`$PKG_CONFIG --variable=orbit_idl ORBit-2.0`"
-AC_SUBST(ORBIT_IDL)
-
-BONOBO_IDL_INCLUDES="-I`$PKG_CONFIG --variable=idldir libbonobo-2.0` -I`$PKG_CONFIG --variable=idldir bonobo-activation-2.0`"
-AC_SUBST(BONOBO_IDL_INCLUDES)
-
-AC_CONFIG_FILES([
- Makefile
- gtkmathview-bonobo.pc
- idl/Makefile
- src/Makefile
- src/GNOME_GtkMathView.server.in
- test/Makefile
-])
-AC_OUTPUT
+++ /dev/null
-# This is a comment
-prefix=@prefix@
-exec_prefix=@exec_prefix@
-libdir=@libdir@
-includedir=@includedir@
-datadir=@datadir@
-
-Name: GtkMathView-Bonobo
-Description: Bonobo interfaces for GtkMathView
-Version: @VERSION@
-Requires: gtkmathview libbonoboui-2.0
-Libs: @DOM_LIBS@ -L${libdir} -lgtkmathview-bonobo
-Cflags: @DOM_CFLAGS@ -I${includedir}/@PACKAGE@
-
+++ /dev/null
-Makefile
-Makefile.in
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <Bonobo.idl>
-
-module GNOME {
-
- module GtkMathView {
-
- typedef string element_id;
-
- interface View : Bonobo::Unknown {
-
- /**
- * load:
- * @uri: URI of a MathML document
- *
- * Loads the document at the specified URI in the component
- * and displays it. If the load is successful returns @TRUE,
- * @FALSE otherwise.
- */
- boolean load (in string uri);
-
- /**
- * unload:
- *
- * Unload any loaded document from the component
- */
- void unload ();
-
- /**
- * freeze:
- *
- * Freezes the component. Any modification to the document is
- * not reflected by the view.
- */
- void freeze ();
-
- /**
- * thaw:
- *
- * Thaws the component. If the document was changed while the
- * component was frozen, the view is updated.
- */
- void thaw ();
-
- void setIdAttribute (in string ns, in string name);
- void getIdAttribute (out string ns, out string name);
-
- void select (in element_id elem);
- void unselect (in element_id elem);
- boolean isSelected (in element_id elem);
-
- boolean elementCoords (in element_id elem,
- out short x, out short y);
- /**
- * elementRectangle:
- * @elem: ID of the element
- * @x: x coordinate of the element
- * @y: y coordinate of the element
- * @width: width of the element
- * @height: height of the element
- *
- * Returns the position and the size of the rectangle includes @elem
- */
- boolean elementBoundingBox (in element_id elem,
- out short width, out short height, out short depth);
-
- void getSize (out short width, out short height);
-
- void getTop (out short x, out short y);
- void setTop (in short x, in short y);
-
- void setDefaultFontSize (in short size);
- short getDefaultFontSize ();
-
- void setVerbosity (in short level);
- short getVerbosity ();
-
- };
-
- };
-
-};
-
+++ /dev/null
-
-idldir = $(datadir)/idl/bonobo-2.0
-idl_DATA = GtkMathView.idl
-
-EXTRA_DIST = $(idl_DATA)
+++ /dev/null
-.deps
-.libs
-GNOME_GtkMathView.server
-GNOME_GtkMathView.server.in
-Makefile
-Makefile.in
-libgtkmathview-bonobo.la
-control-factory.lo
-control-data.lo
-view.lo
-aux.lo
-handlers.lo
-persist-file.lo
-persist-stream.lo
-GtkMathView-common.c
-GtkMathView-common.lo
-GtkMathView-skels.c
-GtkMathView-skels.lo
-GtkMathView-stubs.c
-GtkMathView-stubs.lo
-GtkMathView.h
+++ /dev/null
-<oaf_info>
-
-<oaf_server iid="OAFIID:GNOME_GtkMathView_Factory:@GTKMATHVIEW_API_VERSION@" type="shlib"
- location="@GTKMATHVIEW_FACTORY_LOCATION@">
-
- <oaf_attribute name="repo_ids" type="stringv">
- <item value="IDL:GNOME/GenericFactory:1.0"/>
- </oaf_attribute>
-
- <oaf_attribute name="name" type="string" value="Gtk MathML Viewer Factory"/>
-</oaf_server>
-
-<oaf_server iid="OAFIID:GNOME_GtkMathView:@GTKMATHVIEW_API_VERSION@" type="factory" location="OAFIID:GNOME_GtkMathView_Factory:@GTKMATHVIEW_API_VERSION@">
-
- <oaf_attribute name="repo_ids" type="stringv">
- <item value="IDL:GNOME/GtkMathView/View:1.0"/>
- <item value="IDL:Bonobo/Control:1.0"/>
- <item value="IDL:Bonobo/Unkown:1.0"/>
- <item value="IDL:Bonobo/PersistFile:1.0"/>
- <item value="IDL:Bonobo/PersistStream:1.0"/>
- <item value="IDL:Bonobo/Persist:1.0"/>
- </oaf_attribute>
-
- <oaf_attribute name="name" type="string" value="GtkMathView"/>
-
- <oaf_attribute name="description" type="string" value="GtkMathView"/>
- <oaf_attribute name="bonobo:editable" type="boolean" value="false"/>
- <oaf_attribute name="bonobo:supported_mime_types" type="stringv">
- <item value="application/mathml+xml"/>
- <item value="text/mathml"/>
- </oaf_attribute>
-</oaf_server>
-
-</oaf_info>
+++ /dev/null
-
-location = $(libdir)/libgtkmathview-bonobo.so
-serverdir = $(libdir)/bonobo/servers
-server_in_files = GNOME_GtkMathView.server.in.in
-
-IDL = $(top_srcdir)/idl/GtkMathView.idl
-
-IDL_GENERATED_C = \
- GtkMathView-common.c \
- GtkMathView-skels.c \
- GtkMathView-stubs.c
-
-IDL_GENERATED_H = \
- GtkMathView.h
-
-IDL_GENERATED = $(IDL_GENERATED_C) $(IDL_GENERATED_H)
-
-CLEANFILES = \
- $(server_in_files:.server.in.in=.server) \
- $(IDL_GENERATED)
-
-lib_LTLIBRARIES = libgtkmathview-bonobo.la
-
-libgtkmathview_bonobo_la_LIBADD = \
- $(GTKMATHVIEW_LIBS) \
- $(BONOBOUI_LIBS) \
- $(BONOBO_LIBS)
-
-libgtkmathview_bonobo_la_LDFLAGS = -version-info @GTKMATHVIEW_CONTROL_VERSION_INFO@
-
-libgtkmathview_bonobo_la_SOURCES = \
- $(IDL_GENERATED_C) \
- control-data.c \
- control-factory.c \
- persist-file.c \
- persist-stream.c \
- aux.cc \
- handlers.c \
- view.c
-
-noinst_HEADERS = \
- control-data.h \
- control-factory.h \
- persist-file.h \
- persist-stream.h \
- handlers.h \
- view.h \
- aux.h
-
-pkginclude_HEADERS = \
- $(IDL_GENERATED_H)
-
-server_DATA = $(server_in_files:.server.in.in=.server)
-$(server_in_files:.server.in.in=.server): $(server_in_files:.server.in.in=.server.in) Makefile
- sed -e "s|\@GTKMATHVIEW_FACTORY_LOCATION\@|$(location)|g" $< >$@
-
-view.c : $(VIEW_CORBA_GENERATED)
-
-$(IDL_GENERATED): $(IDL)
- $(ORBIT_IDL) $(BONOBO_IDL_INCLUDES) $<
-
-EXTRA_DIST = $(server_DATA)
-
-INCLUDES = \
- $(BONOBOUI_CFLAGS) \
- $(BONOBO_CFLAGS) \
- $(GTKMATHVIEW_CFLAGS)
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <cassert>
-
-#include <sstream>
-
-#include <gdome.h>
-#include <gdome-util.h>
-
-#include <GdomeSmartDOM.hh>
-
-#include "aux.h"
-
-#define MATHML_NS_URI "http://www.w3.org/1998/Math/MathML"
-
-namespace DOM = GdomeSmartDOM;
-
-static DOM::Element
-findElementById(const DOM::Element& el,
- const DOM::GdomeString& ns, const DOM::GdomeString& name,
- const DOM::GdomeString& id)
-{
- assert(el);
- if (el.getAttributeNS(ns, name) == id)
- return el;
- else
- for (DOM::Node p = el.get_firstChild(); p; p = p.get_nextSibling())
- if (p.get_nodeType() == DOM::Node::ELEMENT_NODE)
- if (DOM::Element res = findElementById(p, ns, name, id))
- return res;
- return DOM::Element();
-}
-
-static unsigned
-getDepth(const DOM::Element& elem)
-{
- unsigned length = 0;
- DOM::Element p = elem;
-
- while (p)
- {
- p = p.get_parentNode();
- length++;
- }
-
- return length;
-}
-
-static DOM::Element
-findCommonAncestor(const DOM::Element& first, const DOM::Element& last)
-{
- if (!first || !last) return DOM::Element(0);
-
- DOM::Element p(first);
- DOM::Element q(last);
-
- if (p != q)
- {
- unsigned pDepth = getDepth(p);
- unsigned qDepth = getDepth(q);
-
- while (p && pDepth > qDepth)
- {
- p = p.get_parentNode();
- pDepth--;
- }
-
- while (q && qDepth > pDepth)
- {
- q = q.get_parentNode();
- qDepth--;
- }
-
- assert(pDepth == qDepth);
-
- while (p && q && p != q)
- {
- p = p.get_parentNode();
- q = q.get_parentNode();
- }
- }
-
- return p;
-}
-
-static void
-findCommonSiblings(const DOM::Element& first, const DOM::Element& last,
- DOM::Element& firstS, DOM::Element& lastS)
-{
- DOM::Element p(first);
- DOM::Element q(last);
-
- if (p != q)
- {
- unsigned pDepth = getDepth(p);
- unsigned qDepth = getDepth(q);
-
- while (p && pDepth > qDepth)
- {
- p = p.get_parentNode();
- pDepth--;
- }
-
- while (q && qDepth > pDepth)
- {
- q = q.get_parentNode();
- qDepth--;
- }
-
- assert(pDepth == qDepth);
-
- while (p && q && p.get_parentNode() != q.get_parentNode())
- {
- p = p.get_parentNode();
- q = q.get_parentNode();
- }
- }
-
- firstS = p;
- lastS = q;
-}
-
-static DOM::Node
-leftmostChild(const DOM::Node& node)
-{
- if (!node) return node;
-
- DOM::Node firstChild = node.get_firstChild();
- if (!firstChild) return node;
-
- return leftmostChild(firstChild);
-}
-
-static DOM::Node
-rightmostChild(const DOM::Node& node)
-{
- if (!node) return node;
-
- DOM::Node lastChild = node.get_lastChild();
- if (!lastChild) return node;
-
- return rightmostChild(lastChild);
-}
-
-static DOM::Node
-leftSibling(const DOM::Node& node)
-{
- DOM::Node p = node;
-
- if (!p) return p;
-
- while (p.get_parentNode() && p.get_parentNode().get_firstChild() == p)
- p = p.get_parentNode();
-
- if (!p.get_parentNode()) return DOM::Node(0);
-
- DOM::Node prevSibling = p.get_previousSibling();
- assert(prevSibling);
-
- return rightmostChild(prevSibling);
-}
-
-static DOM::Node
-rightSibling(const DOM::Node& node)
-{
- DOM::Node p = node;
-
- if (!p) return p;
-
- DOM::Node firstChild = p.get_firstChild();
- if (firstChild) return firstChild;
-
- while (p.get_parentNode() && p.get_parentNode().get_lastChild() == p)
- p = p.get_parentNode();
-
- if (!p.get_parentNode()) return DOM::Node(0);
-
- DOM::Node nextSibling = p.get_nextSibling();
- assert(nextSibling);
-
- return leftmostChild(nextSibling);
-}
-
-extern "C" GdomeElement*
-find_common_ancestor(GdomeElement* first, GdomeElement* last)
-{
- DOM::Element p(first);
- DOM::Element q(last);
- return gdome_cast_el(findCommonAncestor(p, q).gdome_object());
-}
-
-extern "C" GdomeElement*
-find_self_or_ancestor(GdomeElement* elem, const gchar* uri, const gchar* name)
-{
- DOM::Element el(elem);
-
- while (el && (el.get_namespaceURI() != uri || el.get_localName() != name))
- el = el.get_parentNode();
-
- return gdome_cast_el(el.gdome_object());
-}
-
-extern "C" void
-action_toggle(GdomeElement* elem)
-{
- DOM::Element el(elem);
- if (el.get_namespaceURI() != MATHML_NS_URI || el.get_localName() != "maction") return;
-
- guint idx;
- if (el.hasAttribute("selection"))
- idx = atoi(std::string(el.getAttribute("selection")).c_str());
- else idx = 1;
-
- idx++;
-
- std::ostringstream os;
- os << idx;
- el.setAttribute("selection", os.str());
-}
-
-extern "C" void
-find_common_siblings(GdomeElement* first, GdomeElement* last,
- GdomeElement** firstS, GdomeElement** lastS)
-{
- DOM::Element fs(0);
- DOM::Element ls(0);
-
- findCommonSiblings(DOM::Element(first), DOM::Element(last), fs, ls);
-
- if (firstS != NULL) *firstS = gdome_cast_el(fs.gdome_object());
- if (lastS != NULL) *lastS = gdome_cast_el(ls.gdome_object());
-}
-
-static DOM::Element
-findElementWithAttribute(const DOM::Element& elem, const std::string& name)
-{
- DOM::Element el(elem);
- while (el && !el.hasAttribute(name)) el = el.get_parentNode();
- return el;
-}
-
-static DOM::Element
-findElementWithAttributeNS(const DOM::Element& elem, const std::string& ns_uri, const std::string& name)
-{
- DOM::Element el(elem);
- while (el && !el.hasAttributeNS(ns_uri, name)) el = el.get_parentNode();
- return el;
-}
-
-extern "C" GdomeElement*
-find_element_with_id(GdomeElement* elem, GdomeDOMString* ns_uri, GdomeDOMString* name)
-{
- assert(name != NULL);
- DOM::Element el;
- if (ns_uri != NULL)
- el = findElementWithAttributeNS(DOM::Element(elem), DOM::GdomeString(ns_uri), DOM::GdomeString(name));
- else
- el = findElementWithAttribute(DOM::Element(elem), DOM::GdomeString(name));
- return gdome_cast_el(el.gdome_object());
-}
-
-extern "C" GdomeDOMString*
-find_hyperlink(GdomeElement* elem)
-{
- DOM::Element el = findElementWithAttribute(DOM::Element(elem),"href");
- if (el) return el.getAttribute("href").gdome_str();
- else return NULL;
-}
-
-extern "C" GdomeElement*
-find_element_by_id(GdomeElement* root, GdomeDOMString* ns_uri, GdomeDOMString* name,
- const gchar* id)
-{
- DOM::Element el = findElementById(DOM::Element(root),
- DOM::GdomeString(ns_uri), DOM::GdomeString(name),
- DOM::GdomeString(id));
- return gdome_cast_el(el.gdome_object());
-}
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __aux_h__
-#define __aux_h__
-
-#include <gdome.h>
-
-#ifdef __cplusplus
-extern "C" {
-#endif
-
- void action_toggle(GdomeElement*);
- GdomeElement* find_common_ancestor(GdomeElement*, GdomeElement*);
- GdomeElement* find_self_or_ancestor(GdomeElement*, const gchar*, const gchar*);
- GdomeElement* find_element_with_id(GdomeElement*, GdomeDOMString*, GdomeDOMString*);
- GdomeDOMString* find_hyperlink(GdomeElement*);
- GdomeElement* find_element_by_id(GdomeElement*, GdomeDOMString*, GdomeDOMString*,
- const gchar*);
-
-#ifdef __cplusplus
-}
-#endif
-
-#endif // __aux_h__
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <gdome.h>
-
-#include "control-data.h"
-
-GtkMathViewControlData*
-gtk_math_view_control_data_new(BonoboControl* control, GtkMathView *math_view)
-{
- GtkMathViewControlData *cd = g_new(GtkMathViewControlData,1);
- cd->control = control; /* we don't ref the control this is a weak pointer */
- cd->math_view = math_view;
- gtk_widget_ref(GTK_WIDGET(math_view));
- cd->item_factory = NULL;
- cd->semantic_selection = FALSE;
- cd->first_selected = NULL;
- cd->root_selected = NULL;
- cd->id_ns_uri = gdome_str_mkref("http://www.cs.unibo.it/helm");
- cd->id_name = gdome_str_mkref("xref");
- cd->x = cd->y = 0;
- return cd;
-}
-
-void
-gtk_math_view_control_data_destroy(GtkMathViewControlData* cd)
-{
- GdomeException exc = 0;
- cd->control = NULL; /* don't unref the control, see above */
- gtk_widget_unref(GTK_WIDGET(cd->math_view));
- cd->math_view = NULL;
- if (cd->item_factory != NULL)
- {
- gtk_object_unref(cd->item_factory);
- cd->item_factory = NULL;
- }
- if (cd->first_selected != NULL)
- {
- gdome_el_unref(cd->first_selected, &exc);
- g_assert(exc == 0);
- cd->first_selected = NULL;
- }
- if (cd->root_selected != NULL)
- {
- gdome_el_unref(cd->root_selected, &exc);
- g_assert(exc == 0);
- cd->root_selected = NULL;
- }
- if (cd->id_ns_uri != NULL)
- {
- gdome_str_unref(cd->id_ns_uri);
- cd->id_ns_uri = NULL;
- }
- if (cd->id_name != NULL)
- {
- gdome_str_unref(cd->id_name);
- cd->id_name = NULL;
- }
- g_free(cd);
-}
-
-gchar*
-gtk_math_view_control_data_get_id_ns_uri(GtkMathViewControlData* cd)
-{
- g_return_val_if_fail(cd != NULL, NULL);
- return (cd->id_ns_uri != NULL) ? g_strdup(cd->id_ns_uri->str) : NULL;
-}
-
-void
-gtk_math_view_control_data_set_id_ns_uri(GtkMathViewControlData* cd, const gchar* ns_uri)
-{
- g_return_if_fail(cd != NULL);
- if (cd->id_ns_uri != NULL) gdome_str_unref(cd->id_ns_uri);
- cd->id_ns_uri = (ns_uri != NULL) ? gdome_str_mkref_dup(ns_uri) : NULL;
-}
-
-gchar*
-gtk_math_view_control_data_get_id_name(GtkMathViewControlData* cd)
-{
- g_return_val_if_fail(cd != NULL, NULL);
- return (cd->id_name != NULL) ? g_strdup(cd->id_name->str) : NULL;
-}
-
-void
-gtk_math_view_control_data_set_id_name(GtkMathViewControlData* cd, const gchar* name)
-{
- g_return_if_fail(cd != NULL);
- if (cd->id_name != NULL) gdome_str_unref(cd->id_name);
- cd->id_name = (name != NULL) ? gdome_str_mkref_dup(name) : NULL;
-}
-
-void
-gtk_math_view_control_data_set_root_selected(GtkMathViewControlData* cd, GdomeElement* elem)
-{
- g_return_if_fail(cd != NULL);
- GdomeException exc = 0;
-
- gtk_math_view_freeze(cd->math_view);
-
- if (cd->root_selected != NULL)
- {
- gtk_math_view_unselect(cd->math_view, cd->root_selected);
- gdome_el_unref(cd->root_selected, &exc);
- g_assert(exc == 0);
- }
-
- cd->root_selected = elem;
- if (cd->root_selected != NULL)
- {
- gdome_el_ref(cd->root_selected, &exc);
- g_assert(exc == 0);
- gtk_math_view_select(cd->math_view, cd->root_selected);
- }
-
- gtk_math_view_thaw(cd->math_view);
-}
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __control_data_h__
-#define __control_data_h__
-
-#include <bonobo.h>
-#include <gtkmathview.h>
-#include <gdome.h>
-
-typedef struct _GtkMathViewControlData
-{
- BonoboControl* control; /* the control this data belongs to */
- GtkMathView* math_view;
- GtkWidget* item_factory;
- gboolean semantic_selection;
- GdomeElement* first_selected;
- GdomeElement* root_selected;
- GdomeDOMString* id_ns_uri;
- GdomeDOMString* id_name;
- gint x;
- gint y;
-} GtkMathViewControlData;
-
-GtkMathViewControlData* gtk_math_view_control_data_new(BonoboControl*, GtkMathView*);
-void gtk_math_view_control_data_destroy(GtkMathViewControlData*);
-gchar* gtk_math_view_control_data_get_id_ns_uri(GtkMathViewControlData*);
-void gtk_math_view_control_data_set_id_ns_uri(GtkMathViewControlData*, const gchar*);
-gchar* gtk_math_view_control_data_get_id_name(GtkMathViewControlData*);
-void gtk_math_view_control_data_set_id_name(GtkMathViewControlData*, const gchar*);
-void gtk_math_view_control_data_set_root_selected(GtkMathViewControlData*, GdomeElement*);
-
-#endif // __control_data_h__
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <bonobo.h>
-#include <bonobo/bonobo-shlib-factory.h>
-#include <gtkmathview.h>
-
-#include "control-factory.h"
-#include "control-data.h"
-#include "persist-file.h"
-#include "persist-stream.h"
-#include "handlers.h"
-#include "view.h"
-
-enum
- {
- MATH_VIEW_WIDTH,
- MATH_VIEW_HEIGHT,
- MATH_VIEW_TOP_X,
- MATH_VIEW_TOP_Y,
- MATH_VIEW_FONT_SIZE,
- MATH_VIEW_VERBOSITY,
- MATH_VIEW_ID_NS_URI,
- MATH_VIEW_ID_NAME
- } math_args;
-
-static void
-activate_maction(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- GdomeElement* elem;
-
- g_return_if_fail(control_data != NULL);
-
- elem = gtk_math_view_get_element_at(control_data->math_view, control_data->x, control_data->y);
- if (elem != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* action = find_self_or_ancestor(elem, MATHML_NS_URI, "maction");
- if (action != NULL)
- {
- gtk_math_view_freeze(control_data->math_view);
- action_toggle(action);
- gtk_math_view_thaw(control_data->math_view);
- gdome_el_unref(action, &exc);
- g_assert(exc == 0);
- }
- gdome_el_unref(elem, &exc);
- g_assert(exc == 0);
- }
-}
-
-static void
-copy_link_address(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
-}
-
-static void
-zoom_in(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- g_return_if_fail(control_data != NULL);
- guint old_font_size = gtk_math_view_get_font_size(control_data->math_view);
- gtk_math_view_set_font_size(control_data->math_view, old_font_size + 1);
-}
-
-static void
-zoom_out(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- g_return_if_fail(control_data != NULL);
- guint old_font_size = gtk_math_view_get_font_size(control_data->math_view);
- gtk_math_view_set_font_size(control_data->math_view, old_font_size - 1);
-}
-
-static void
-switch_semantic_selection(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- g_return_if_fail(control_data != NULL);
- control_data->semantic_selection = !control_data->semantic_selection;
- if (control_data->semantic_selection)
- {
- GdomeElement* elem = find_element_with_id(control_data->root_selected,
- control_data->id_ns_uri,
- control_data->id_name);
- }
-}
-
-/*
-static void
-copy_selected_markup(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- gchar* res = copy_markup(control_data->root_selected);
- if (res != NULL)
- {
- set_clipboard(res);
- g_free(res);
- }
-}
-*/
-
-static void
-copy_selected_id(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
-}
-
-static void
-select_parent(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- g_return_if_fail(control_data != NULL);
- if (control_data->root_selected != NULL)
- {
- GdomeException exc = 0;
- GdomeNode* parent_node = gdome_el_parentNode(control_data->root_selected, &exc);
- g_assert(parent_node != NULL);
- g_assert(exc == 0);
- GdomeElement* parent = gdome_cast_el(parent_node);
- gtk_math_view_control_data_set_root_selected(control_data, parent);
- gdome_n_unref(parent_node, &exc);
- g_assert(exc == 0);
- }
-}
-
-static void
-deselect(GtkMathViewControlData* control_data, guint action, GtkWidget* widget)
-{
- g_return_if_fail(control_data != NULL);
-
- if (control_data->root_selected != NULL)
- {
- gtk_math_view_unselect(control_data->math_view, control_data->root_selected);
- control_data->root_selected = NULL;
- }
-}
-
-/* Our menu, an array of GtkItemFactoryEntry structures that defines each menu item */
-static GtkItemFactoryEntry menu_items[] = {
- { "/Activate <maction>", NULL, activate_maction, 0, "<StockItem>", GTK_STOCK_EXECUTE },
- { "/Copy Link Address", NULL, copy_link_address, 0, "<StockItem>", GTK_STOCK_COPY },
- /* { "/Jump To", NULL, NULL, 0, "<StockItem>", GTK_STOCK_JUMP_TO }, */
- { "/sep1", NULL, NULL, 0, "<Separator>" },
- /* { "/Semantic Selection", NULL, switch_semantic_selection, 0, "<CheckItem>" }, */
- /* { "/Copy Selected Markup", NULL, copy_selected_markup, 0, "<Item>" }, */
- /* { "/Copy Id", NULL, copy_selected_id, 0, "<Item>" }, */
- /* { "/Show Selected", NULL, NULL, 0, "<Item>" }, */
- { "/Select Parent", NULL, select_parent, 0, "<Item>" },
- { "/De-Select", NULL, deselect, 0, "<StockItem>", GTK_STOCK_CLEAR },
- { "/sep2", NULL, NULL, 0, "<Separator>" },
- { "/Smaller", NULL, zoom_out, 0, "<StockItem>", GTK_STOCK_ZOOM_OUT },
- { "/Bigger", NULL, zoom_in, 0, "<StockItem>", GTK_STOCK_ZOOM_IN },
- /* { "/Properties...", NULL, NULL, 0, "<StockItem>", GTK_STOCK_PROPERTIES }, */
-};
-
-static gint nmenu_items = sizeof (menu_items) / sizeof (menu_items[0]);
-
-void
-button_pressed_cb(GtkMathView* math_view, GdkEventButton* event, GtkMathViewControlData* control_data)
-{
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(event != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (event->button == 3)
- {
-#if 0
- gtk_menu_popup (GTK_MENU(control_data->popup_menu), NULL, NULL,
- NULL, event, event->button, event->time);
-#endif
- control_data->x = (gint) event->x;
- control_data->y = (gint) event->y;
- printf("data %d %d\n", control_data->x, control_data->y);
-
- gtk_item_factory_popup_with_data(control_data->item_factory,
- NULL, NULL, event->x_root, event->y_root,
- event->button, gtk_get_current_event_time());
- }
-}
-
-
-static void
-get_prop(BonoboPropertyBag* bag,
- BonoboArg* arg,
- guint arg_id,
- CORBA_Environment *ev,
- gpointer user_data)
-{
- GtkMathViewControlData* control_data = user_data;
- g_assert(control_data != NULL);
-
- switch (arg_id)
- {
- case MATH_VIEW_WIDTH:
- BONOBO_ARG_SET_INT(arg, gtk_math_view_get_width(control_data->math_view));
- break;
- case MATH_VIEW_HEIGHT:
- BONOBO_ARG_SET_INT(arg, gtk_math_view_get_height(control_data->math_view));
- break;
- case MATH_VIEW_TOP_X:
- {
- guint top_x;
- gtk_math_view_get_top(control_data->math_view, &top_x, NULL);
- BONOBO_ARG_SET_INT(arg, top_x);
- }
- break;
- case MATH_VIEW_TOP_Y:
- {
- guint top_y;
- gtk_math_view_get_top(control_data->math_view, NULL, &top_y);
- BONOBO_ARG_SET_INT(arg, top_y);
- }
- break;
- case MATH_VIEW_FONT_SIZE:
- BONOBO_ARG_SET_INT(arg, gtk_math_view_get_font_size(control_data->math_view));
- break;
- case MATH_VIEW_VERBOSITY:
- BONOBO_ARG_SET_INT(arg, gtk_math_view_get_log_verbosity(control_data->math_view));
- break;
- case MATH_VIEW_ID_NS_URI:
- {
- gchar* id_ns_uri = gtk_math_view_control_data_get_id_ns_uri(control_data);
- BONOBO_ARG_SET_STRING(arg, id_ns_uri);
- g_free(id_ns_uri);
- }
- break;
- case MATH_VIEW_ID_NAME:
- {
- gchar* id_name = gtk_math_view_control_data_get_id_name(control_data);
- BONOBO_ARG_SET_STRING(arg, id_name);
- g_free(id_name);
- }
- break;
- default:
- bonobo_exception_set (ev, ex_Bonobo_PropertyBag_NotFound);
- break;
- }
-}
-
-static void
-set_prop(BonoboPropertyBag* bag,
- const BonoboArg* arg,
- guint arg_id,
- CORBA_Environment* ev,
- gpointer user_data)
-{
- GtkMathViewControlData *control_data = user_data;
- g_assert(control_data != NULL);
-
- switch (arg_id)
- {
- case MATH_VIEW_TOP_X:
- {
- guint old_top_y;
- gtk_math_view_get_top(control_data->math_view, NULL, &old_top_y);
- gtk_math_view_set_top(control_data->math_view, BONOBO_ARG_GET_INT(arg), old_top_y);
- }
- break;
- case MATH_VIEW_TOP_Y:
- {
- guint old_top_x;
- gtk_math_view_get_top(control_data->math_view, &old_top_x, NULL);
- gtk_math_view_set_top(control_data->math_view, BONOBO_ARG_GET_INT(arg), old_top_x);
- }
- break;
- case MATH_VIEW_FONT_SIZE:
- gtk_math_view_set_font_size(control_data->math_view, BONOBO_ARG_GET_INT(arg));
- break;
- case MATH_VIEW_VERBOSITY:
- gtk_math_view_set_log_verbosity(control_data->math_view, BONOBO_ARG_GET_INT(arg));
- break;
- case MATH_VIEW_ID_NS_URI:
- gtk_math_view_control_data_set_id_ns_uri(control_data, BONOBO_ARG_GET_STRING(arg));
- break;
- case MATH_VIEW_ID_NAME:
- gtk_math_view_control_data_set_id_name(control_data, BONOBO_ARG_GET_STRING(arg));
- break;
- default:
- bonobo_exception_set (ev, ex_Bonobo_PropertyBag_NotFound);
- break;
- }
-}
-
-static void
-control_destroy(BonoboObject *object, GtkMathViewControlData *cd)
-{
- gtk_math_view_control_data_destroy(cd);
-}
-
-static void
-gtk_math_view_control_init(BonoboControl *control, GtkWidget *scrolled_window)
-{
- GtkMathViewControlData *control_data;
- GtkWidget *math_view;
- GtkItemFactory *item_factory;
-
- Bonobo_UIContainer remote_ui_container;
- BonoboUIComponent *ui_component;
-
- BonoboPropertyBag *prop_bag;
- BonoboObject *persist_file;
- BonoboObject *persist_stream;
- BonoboEventSource *evs;
- View* view;
-
- math_view = gtk_math_view_new(NULL,NULL);
- gtk_widget_show(math_view);
-
- control_data = gtk_math_view_control_data_new(control, (GtkMathView*)math_view);
-
- g_signal_connect (control, "destroy", G_CALLBACK (control_destroy), control_data);
-
- /* Same as before but don't bother with the accelerators */
- control_data->item_factory = gtk_item_factory_new (GTK_TYPE_MENU, "<main>", NULL);
- gtk_item_factory_create_items (control_data->item_factory, nmenu_items, menu_items, control_data);
- /* control_data->popup_menu = gtk_item_factory_get_widget (control_data->item_factory, "<main>"); */
- /* gtk_widget_ref(control_data->popup_menu); */
-
- evs = bonobo_event_source_new();
- bonobo_object_add_interface(BONOBO_OBJECT(control), BONOBO_OBJECT(evs));
-
- gtk_container_add(GTK_CONTAINER (scrolled_window), GTK_WIDGET (control_data->math_view));
-
- view = view_new(control_data);
- bonobo_object_add_interface(BONOBO_OBJECT(control), BONOBO_OBJECT(view));
-
- persist_file = gtk_math_view_persist_file_new(GTK_MATH_VIEW(math_view));
- bonobo_object_add_interface(BONOBO_OBJECT(control), persist_file);
-
- persist_stream = gtk_math_view_persist_stream_new(GTK_MATH_VIEW(math_view));
- bonobo_object_add_interface(BONOBO_OBJECT(control), persist_stream);
-
- prop_bag = bonobo_property_bag_new(get_prop, set_prop, control_data);
- bonobo_control_set_properties(control, BONOBO_OBJREF(prop_bag), NULL);
-
- bonobo_property_bag_add(prop_bag, "width",
- MATH_VIEW_WIDTH, BONOBO_ARG_INT,
- NULL,
- "Width of the view", 0);
- bonobo_property_bag_add(prop_bag, "height",
- MATH_VIEW_HEIGHT, BONOBO_ARG_INT,
- NULL,
- "Height of the view", 0);
- bonobo_property_bag_add(prop_bag, "top-x",
- MATH_VIEW_TOP_X, BONOBO_ARG_INT,
- NULL,
- "X coordinate of the top-left corner", 0);
- bonobo_property_bag_add(prop_bag, "top-y",
- MATH_VIEW_TOP_Y, BONOBO_ARG_INT,
- NULL,
- "Y coordinate of the top-left corner", 0);
- bonobo_property_bag_add(prop_bag, "font-size",
- MATH_VIEW_FONT_SIZE, BONOBO_ARG_INT,
- NULL,
- "Default font size", 0);
- bonobo_property_bag_add(prop_bag,"verbosity",
- MATH_VIEW_VERBOSITY, BONOBO_ARG_INT,
- NULL,
- "Verbosity level", 0);
- bonobo_property_bag_add(prop_bag, "id-ns-uri",
- MATH_VIEW_ID_NS_URI, BONOBO_ARG_STRING,
- NULL,
- "Namespace URI of ID attribute", 0);
- bonobo_property_bag_add(prop_bag, "id-name",
- MATH_VIEW_ID_NAME, BONOBO_ARG_STRING,
- NULL,
- "Name of ID attribute", 0);
-
- bonobo_object_unref(BONOBO_OBJECT(prop_bag));
-
- g_signal_connect(control,"set_frame", G_CALLBACK(set_frame), control_data);
- g_signal_connect(control_data->math_view, "button_press_event", G_CALLBACK (button_pressed_cb),
- control_data);
- g_signal_connect(control_data->math_view, "click", G_CALLBACK (click_cb),
- control_data);
- g_signal_connect(control_data->math_view, "select_begin", G_CALLBACK(select_begin_cb),
- control_data);
- g_signal_connect(control_data->math_view, "select_over", G_CALLBACK(select_over_cb),
- control_data);
- g_signal_connect(control_data->math_view, "select_end", G_CALLBACK(select_end_cb),
- control_data);
- g_signal_connect(control_data->math_view, "select_abort", G_CALLBACK(select_abort_cb),
- control_data);
-}
-
-static BonoboObject*
-gtk_math_view_control_factory(BonoboGenericFactory* factory, const gchar* component_id,
- gpointer closure)
-{
- BonoboControl *control;
- GtkWidget *scrolled_window;
-
- scrolled_window = gtk_scrolled_window_new (NULL, NULL);
- /* putting SHADOW_NONE screws the plugin window, how's that??? */
- gtk_scrolled_window_set_shadow_type (GTK_SCROLLED_WINDOW (scrolled_window), GTK_SHADOW_IN);
- gtk_container_set_border_width (GTK_CONTAINER (scrolled_window), 0);
- gtk_scrolled_window_set_policy(GTK_SCROLLED_WINDOW (scrolled_window),
- GTK_POLICY_AUTOMATIC, GTK_POLICY_AUTOMATIC);
- gtk_widget_show_all (scrolled_window);
-
- control = bonobo_control_new(scrolled_window);
-
- if(control)
- {
- gtk_math_view_control_init(control,scrolled_window);
- return BONOBO_OBJECT(control);
- }
- else
- return NULL;
-}
-
-BONOBO_ACTIVATION_SHLIB_FACTORY (CONTROL_FACTORY_ID, "GtkMathView Factory",
- gtk_math_view_control_factory, NULL);
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __control_factory_h__
-#define __control_factory_h__
-
-#include <config.h>
-#include <bonobo.h>
-#include <bonobo/bonobo-control.h>
-
-#define CONTROL_FACTORY_ID "OAFIID:GNOME_GtkMathView_Factory:" MATH_VIEW_API_VERSION
-#define CONTROL_ID "OAFIID:GNOME_GtkMathView:" MATH_VIEW_API_VERSION
-
-#endif /* __control_factory_h__ */
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include "aux.h"
-#include "handlers.h"
-
-static void
-set_clipboard(GdomeDOMString* data)
-{
- GtkClipboard* clipboard = gtk_clipboard_get(GDK_SELECTION_PRIMARY);
- gtk_clipboard_set_text(clipboard, data->str, gdome_str_length(data));
-}
-
-void
-set_frame(BonoboControl *control, gpointer data)
-{
-}
-
-static void
-notify_browser(GtkMathViewControlData* control_data, const char* url)
-{
- BonoboObject* evs = bonobo_object_query_local_interface(BONOBO_OBJECT(control_data->control),
- "IDL:Bonobo/EventSource:1.0");
- if (evs != NULL)
- {
- BonoboArg* arg = bonobo_arg_new(BONOBO_ARG_STRING);
- BONOBO_ARG_SET_STRING(arg, url);
- bonobo_event_source_notify_listeners (evs, "URL", arg, NULL);
- /* bonobo_arg_release(arg); */
- bonobo_object_unref(BONOBO_OBJECT(evs));
- }
-}
-
-void
-click_cb(GtkMathView* math_view, GdomeElement* elem, gint state,
- GtkMathViewControlData* control_data)
-{
- GdomeException exc = 0;
-
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (elem != NULL)
- {
- GdomeElement* action;
- GdomeDOMString* href = find_hyperlink(elem);
-
- if (href != NULL)
- {
- /*gtk_math_view_load_uri(math_view,href->str);*/
-
- notify_browser(control_data, href->str);
-
- //set_clipboard(href);
- gdome_str_unref(href);
- return;
- }
-
- action = find_self_or_ancestor(elem, MATHML_NS_URI, "maction");
- if (action != NULL)
- {
- gtk_math_view_freeze(math_view);
- action_toggle(action);
- gtk_math_view_thaw(math_view);
- gdome_el_unref(action, &exc);
- g_assert(exc == 0);
- return;
- }
- }
-
- if (control_data->root_selected != NULL)
- {
- gtk_math_view_freeze(math_view);
- gtk_math_view_unselect(math_view, control_data->root_selected);
- gtk_math_view_thaw(math_view);
- gdome_el_unref(control_data->root_selected, &exc);
- g_assert(exc == 0);
- control_data->root_selected = NULL;
- }
-}
-
-void
-select_begin_cb(GtkMathView* math_view, GdomeElement* elem, gint state,
- GtkMathViewControlData* control_data)
-{
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (elem != NULL)
- {
- GdomeException exc = 0;
- gtk_math_view_freeze(math_view);
- if (control_data->root_selected != NULL)
- {
- gtk_math_view_unselect(math_view, control_data->root_selected);
- gdome_el_unref(control_data->root_selected, &exc);
- g_assert(exc == 0);
- control_data->root_selected = NULL;
- }
-
- if (control_data->semantic_selection)
- {
- GdomeElement* new_elem = find_element_with_id(elem, control_data->id_ns_uri, control_data->id_name);
- if (new_elem != NULL)
- {
- gdome_el_ref(new_elem, &exc);
- g_assert(exc == 0);
- }
- control_data->first_selected = control_data->root_selected = new_elem;
- }
- else
- {
- gdome_el_ref(elem, &exc);
- g_assert(exc == 0);
- gdome_el_ref(elem, &exc);
- g_assert(exc == 0);
- control_data->first_selected = control_data->root_selected = elem;
- }
-
- if (control_data->root_selected != NULL)
- gtk_math_view_select(math_view, control_data->root_selected);
-
- gtk_math_view_thaw(math_view);
- }
-}
-
-void
-select_over_cb(GtkMathView* math_view, GdomeElement* elem, gint state,
- GtkMathViewControlData* control_data)
-{
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (control_data->first_selected != NULL && elem != NULL)
- {
- GdomeException exc = 0;
-
- gtk_math_view_freeze(math_view);
-
- if (control_data->root_selected != NULL)
- {
- gtk_math_view_unselect(math_view, control_data->root_selected);
- gdome_el_unref(control_data->root_selected, &exc);
- g_assert(exc == 0);
- control_data->root_selected = NULL;
- }
-
- if (control_data->semantic_selection)
- {
- GdomeElement* new_root = find_common_ancestor(control_data->first_selected, elem);
- if (new_root != NULL)
- {
- control_data->root_selected = find_element_with_id(new_root, control_data->id_ns_uri, control_data->id_name);
- gdome_el_unref(new_root, &exc);
- g_assert(exc == 0);
- }
- else
- control_data->root_selected = NULL;
- }
- else
- control_data->root_selected = find_common_ancestor(control_data->first_selected, elem);
-
- if (control_data->root_selected != NULL)
- gtk_math_view_select(math_view, control_data->root_selected);
-
- gtk_math_view_thaw(math_view);
- }
-}
-
-void
-select_end_cb(GtkMathView* math_view, GdomeElement* elem, gint state,
- GtkMathViewControlData* control_data)
-{
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (control_data->first_selected != NULL)
- {
- GdomeException exc = 0;
- gdome_el_unref(control_data->first_selected, &exc);
- g_assert(exc == 0);
- control_data->first_selected = NULL;
-
- if (control_data->root_selected != NULL && control_data->semantic_selection)
- {
- GdomeException exc = 0;
- GdomeDOMString* id = gdome_el_getAttributeNS(control_data->root_selected,
- control_data->id_ns_uri,
- control_data->id_name, &exc);
- g_assert(exc == 0);
- g_assert(id != NULL);
- set_clipboard(id);
- gdome_str_unref(id);
- }
- }
-}
-
-void
-select_abort_cb(GtkMathView* math_view, GtkMathViewControlData* control_data)
-{
- GdomeException exc = 0;
-
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(control_data != NULL);
-
- if (control_data->first_selected != NULL)
- {
- gdome_el_unref(control_data->first_selected, &exc);
- g_assert(exc == 0);
- control_data->first_selected = NULL;
- }
-
- if (control_data->root_selected != NULL)
- {
- gtk_math_view_freeze(math_view);
- gtk_math_view_unselect(math_view, control_data->root_selected);
- gtk_math_view_thaw(math_view);
- gdome_el_unref(control_data->root_selected, &exc);
- g_assert(exc == 0);
- control_data->root_selected = NULL;
- }
-}
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __handlers_h__
-#define __handlers_h__
-
-#include <bonobo.h>
-#include <gdome.h>
-#include <gtkmathview.h>
-
-#include "control-data.h"
-
-void set_frame(BonoboControl*, gpointer);
-void button_pressed_cb(GtkMathView*, GdkEventButton*, GtkMathViewControlData*);
-void click_cb(GtkMathView*, GdomeElement*, gint, GtkMathViewControlData*);
-void select_begin_cb(GtkMathView*,GdomeElement*, gint, GtkMathViewControlData*);
-void select_over_cb(GtkMathView*,GdomeElement*,gint, GtkMathViewControlData*);
-void select_end_cb(GtkMathView*,GdomeElement*,gint, GtkMathViewControlData*);
-void select_abort_cb(GtkMathView*, GtkMathViewControlData*);
-
-#endif // __handlers_h__
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <bonobo.h>
-#include <gtkmathview.h>
-#include <glib.h>
-
-#include "persist-file.h"
-#include "control-factory.h"
-
-static BonoboObjectClass *gtk_math_view_persist_file_parent_class;
-
-static void load_implementation(PortableServer_Servant servant,const gchar *path,
- CORBA_Environment *ev);
-
-static void save_implementation(PortableServer_Servant servant,const gchar *path,
- CORBA_Environment *ev);
-
-static void finalize(GObject *object)
-{
- GtkMathViewPersistFile *file = GTK_MATH_VIEW_PERSIST_FILE(object);
-
- if (file->math_view)
- {
- g_object_unref(file->math_view);
- file->math_view = NULL;
- }
-
- G_OBJECT_CLASS(gtk_math_view_persist_file_parent_class)->finalize (object);
-}
-
-static Bonobo_Persist_ContentTypeList *
-get_content_types(BonoboPersist *persist,CORBA_Environment *ev)
-{
- return bonobo_persist_generate_content_types(3, "application/mathml+xml", "text/mathml", "text/plain");
-}
-
-static void
-gtk_math_view_persist_file_class_init(GtkMathViewPersistFileClass *klass)
-{
- GObjectClass *object_class = G_OBJECT_CLASS(klass);
- BonoboPersistClass *persist_class = BONOBO_PERSIST_CLASS(klass);
- POA_Bonobo_PersistFile__epv *epv = &klass->epv;
-
- gtk_math_view_persist_file_parent_class = g_type_class_peek_parent(klass);
-
- epv->load = load_implementation;
- epv->save = save_implementation;
-
- object_class->finalize = finalize;
- persist_class->get_content_types = get_content_types;
-}
-
-GType
-gtk_math_view_persist_file_get_type(void)
-{
- static GType type = 0;
-
- if (!type)
- {
- GTypeInfo info =
- {
- sizeof(GtkMathViewPersistFileClass),
- (GBaseInitFunc) NULL,
- (GBaseFinalizeFunc) NULL,
- (GClassInitFunc) gtk_math_view_persist_file_class_init,
- NULL, /* class finalize */
- NULL, /* class_data */
- sizeof(GtkMathViewPersistFile),
- 0, /* n_preallocs */
- (GInstanceInitFunc) NULL
- };
-
- type = bonobo_type_unique(BONOBO_TYPE_PERSIST,
- POA_Bonobo_PersistFile__init,POA_Bonobo_PersistFile__fini,
- G_STRUCT_OFFSET(GtkMathViewPersistFileClass, epv),
- &info,"GtkMathViewPresistFile");
- }
-
- return type;
-}
-
-BonoboObject *
-gtk_math_view_persist_file_new(GtkMathView *math_view)
-{
- BonoboObject *file;
-
- file = g_object_new(gtk_math_view_persist_file_get_type(),NULL);
- bonobo_persist_construct(BONOBO_PERSIST(file),CONTROL_FACTORY_ID);
-
- g_object_ref(math_view);
- GTK_MATH_VIEW_PERSIST_FILE(file)->math_view = math_view;
-
- return file;
-}
-
-static void
-load_implementation(PortableServer_Servant servant,const gchar *path,CORBA_Environment *ev)
-{
- gboolean result;
- GtkMathViewPersistFile* file = GTK_MATH_VIEW_PERSIST_FILE(bonobo_object_from_servant(servant));
- //fd = open(path, O_RDONLY);
-
- result = gtk_math_view_load_uri(file->math_view,path);
- if(!result)
- CORBA_exception_set(ev,CORBA_USER_EXCEPTION,ex_Bonobo_Persist_WrongDataType,NULL);
-
- bonobo_object_unref(BONOBO_OBJECT(file));
-}
-
-static void
-save_implementation(PortableServer_Servant servant,
- const gchar *path,
- CORBA_Environment *ev)
-{
- bonobo_exception_set(ev,"save_exception");
- bonobo_exception_add_handler_str("save_exception",
- "Save option is not valid");
-}
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __GTK_MATH_VIEW_PERSIST_FILE_H__
-#define __GTK_MATH_VIEW_PERSIST_FILE_H__
-
-#include <bonobo/bonobo-persist.h>
-#include <gtkmathview.h>
-
-G_BEGIN_DECLS
-
-struct _GtkMathViewPersistFile;
-typedef struct _GtkMathViewPersistFile GtkMathViewPersistFile;
-typedef struct _GtkMathViewPersistFilePrivate GtkMathViewPersistFilePrivate;
-
-#define GTK_MATH_VIEW_TYPE_PERSIST_FILE (gtk_math_view_persist_file_get_type())
-#define GTK_MATH_VIEW_PERSIST_FILE(object) (G_TYPE_CHECK_INSTANCE_CAST((object), GTK_MATH_VIEW_TYPE_PERSIST_FILE, \
- GtkMathViewPersistFile))
-#define GTK_MATH_VIEW_IS_PERSIST_FILE(object) (G_TYPE_CHECK_INSTANCE_TYPE((object),\
- GTK_MATH_VIEW_TYPE_PERSIST_FILE))
-#define GTK_MATH_VIEW_IS_PERSIST_FILE_CLASS(klass) (G_TYPE_CHECK_CLASS_TYPE ((klass),\
- GTK_MATH_VIEW_TYPE_PERSIST_FILE))
-
-struct _GtkMathViewPersistFile
-{
- BonoboPersist parent;
- GtkMathView *math_view;
-};
-
-typedef struct
-{
- BonoboPersistClass parent_class;
- POA_Bonobo_PersistFile__epv epv;
-} GtkMathViewPersistFileClass;
-
-GType gtk_math_view_persist_file_get_type(void);
-BonoboObject *gtk_math_view_persist_file_new(GtkMathView *);
-
-G_END_DECLS
-
-#endif
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <bonobo.h>
-#include <gtkmathview.h>
-
-#include "persist-stream.h"
-#include "control-factory.h"
-
-#define DEBUG0
-
-static BonoboObjectClass *gtk_math_view_persist_stream_parent_class;
-
-static void load_implementation(PortableServer_Servant servant,
- const Bonobo_Stream stream,
- const CORBA_char *type,
- CORBA_Environment *ev);
-
-static void save_implementation(PortableServer_Servant servant,
- const Bonobo_Stream stream,
- const CORBA_char *type,
- CORBA_Environment *ev);
-
-static void finalize(GObject *object)
-{
- GtkMathViewPersistStream *stream = GTK_MATH_VIEW_PERSIST_STREAM(object);
-
- if (stream->math_view != NULL)
- {
- g_object_unref(stream->math_view);
- stream->math_view = NULL;
- }
-
- G_OBJECT_CLASS(gtk_math_view_persist_stream_parent_class)->finalize(object);
-}
-
-static Bonobo_Persist_ContentTypeList *
-get_content_types(BonoboPersist *persist,CORBA_Environment *ev)
-{
- return bonobo_persist_generate_content_types(2, "application/mathml+xml", "text/mathml");
-}
-
-static void
-gtk_math_view_persist_stream_class_init(GtkMathViewPersistStreamClass *klass)
-{
- GObjectClass *object_class = G_OBJECT_CLASS(klass);
- BonoboPersistClass *persist_class = BONOBO_PERSIST_CLASS(klass);
- POA_Bonobo_PersistStream__epv *epv = &klass->epv;
-
-#ifdef DEBUG
- printf("persist stream class init\n");
-#endif
- gtk_math_view_persist_stream_parent_class = g_type_class_peek_parent(klass);
-
- epv->load = load_implementation;
- epv->save = save_implementation;
-
- object_class->finalize = finalize;
- persist_class->get_content_types = get_content_types;
-}
-
-GType
-gtk_math_view_persist_stream_get_type(void)
-{
- static GType type = 0;
-#ifdef DEBUG
- printf("persist stream get type\n");
-#endif
- if (!type)
- {
- GTypeInfo info =
- {
- sizeof(GtkMathViewPersistStreamClass),
- (GBaseInitFunc) NULL,
- (GBaseFinalizeFunc) NULL,
- (GClassInitFunc) gtk_math_view_persist_stream_class_init,
- NULL, /*class finalize */
- NULL, /*class data */
- sizeof(GtkMathViewPersistStream),
- 0, /* n_preallocs */
- (GInstanceInitFunc) NULL
- };
-
- type = bonobo_type_unique(BONOBO_TYPE_PERSIST,
- POA_Bonobo_PersistStream__init,POA_Bonobo_PersistStream__fini,
- G_STRUCT_OFFSET(GtkMathViewPersistStreamClass,epv),
- &info,"GtkMathViewPersistStream");
- }
-
- return type;
-}
-
-BonoboObject *
-gtk_math_view_persist_stream_new(GtkMathView *math_view)
-{
- BonoboObject *stream;
-
-#ifdef DEBUG
- printf("persist stream new\n");
-#endif
- stream = g_object_new(gtk_math_view_persist_stream_get_type(),NULL);
- bonobo_persist_construct(BONOBO_PERSIST(stream),CONTROL_FACTORY_ID);
-
- g_object_ref(math_view);
- GTK_MATH_VIEW_PERSIST_STREAM(stream)->math_view = math_view;
-
- return stream;
-}
-
-static FILE*
-create_tmp_file(GtkMathViewPersistStream *persist)
-{
- FILE *tmpfile;
- int fd;
-
- persist->tmp_path_name = g_strconcat(g_get_tmp_dir(), "/gmvXXXXXX", NULL);
- if ((fd = mkstemp(persist->tmp_path_name)) < 0)
- {
- g_free(persist->tmp_path_name),
- persist->tmp_path_name = NULL;
- return NULL;
- }
-
- tmpfile = fdopen(fd, "w");
- if(!tmpfile)
- {
- close(fd);
- return NULL;
- }
-
- return tmpfile;
-}
-
-
-static void
-load_implementation(PortableServer_Servant servant,
- Bonobo_PersistStream stream,
- const CORBA_char *type,
- CORBA_Environment *ev)
-{
- GtkMathViewPersistStream *persist = GTK_MATH_VIEW_PERSIST_STREAM (bonobo_object_from_servant (servant));
- Bonobo_Stream_iobuf *buffer;
- GtkMathViewPersistStream *handle;
- CORBA_long len_read;
- gboolean result;
- FILE *tmpfile;
-
-#ifdef DEBUG
- printf("persist stream loading\n");
-#endif
-
- if (strcmp (type, "application/mathml+xml") != 0)
- {
- CORBA_exception_set (ev, CORBA_USER_EXCEPTION,
- ex_Bonobo_Persist_WrongDataType, NULL);
- return;
- }
-
- tmpfile = create_tmp_file(persist);
- do
- {
- Bonobo_Stream_read (stream, 4096, &buffer, ev);
- if (ev->_major != CORBA_NO_EXCEPTION)
- goto clean;
-
- len_read = buffer->_length;
-
- if (buffer->_buffer && len_read)
- if (fwrite(buffer->_buffer, 1, len_read, tmpfile) != len_read)
- {
- CORBA_free (buffer);
- goto clean;
- }
-
- CORBA_free (buffer);
- } while (len_read > 0);
-
- fclose(tmpfile);
-
- result = gtk_math_view_load_uri(persist->math_view,persist->tmp_path_name);
- if(!result)
- {
- CORBA_exception_set(ev,CORBA_USER_EXCEPTION,ex_Bonobo_Persist_WrongDataType,NULL);
- }
- return ;
-
- clean:
- fclose (tmpfile);
- return;
-}
-
-static void
-save_implementation(PortableServer_Servant servant,const Bonobo_Stream stream,const CORBA_char *type,CORBA_Environment *ev)
-{
- bonobo_exception_set(ev,"save_exception");
- bonobo_exception_add_handler_str("save_exception",
- "Save option is not valid");
- return;
-}
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __GTK_MATH_VIEW_PERSIST_STREAM_H__
-#define __GTK_MATH_VIEW_PERSIST_STREAM_H__
-
-#include <bonobo/bonobo-persist.h>
-#include <gtkmathview.h>
-
-G_BEGIN_DECLS
-
-struct _GtkMathViewPersistStream;
-typedef struct _GtkMathViewPersistStream GtkMathViewPersistStream;
-typedef struct _GtkMathViewPersistStreamPrivate GtkMathViewPersistStreamPrivate;
-
-#define GTK_MATH_VIEW_TYPE_PERSIST_STREAM (gtk_math_view_persist_stream_get_type())
-#define GTK_MATH_VIEW_PERSIST_STREAM(object) (G_TYPE_CHECK_INSTANCE_CAST((object), GTK_MATH_VIEW_TYPE_PERSIST_STREAM,GtkMathViewPersistStream))
-#define GTK_MATH_VIEW_IS_PERSIST_STREAM(object) (G_TYPE_CHECK_INSTANCE_TYPE((object), GTK_MATH_VIEW_TYPE_PERSIST_STREAM))
-#define GTK_MATH_VIEW_IS_PERSIST_STREAM_CLASS(klass) (G_TYPE_CHECK_CLASS_TYPE((klass), GTK_MATH_VIEW_TYPE_PERSIST_STREAM))
-
-struct _GtkMathViewPersistStream
-{
- BonoboPersist parent;
- GtkMathView *math_view;
- gchar* tmp_path_name;
-};
-
-typedef struct
-{
- BonoboPersistClass parent_class;
- POA_Bonobo_PersistStream__epv epv;
-} GtkMathViewPersistStreamClass;
-
-GType gtk_math_view_persist_stream_get_type(void);
-BonoboObject *gtk_math_view_persist_stream_new(GtkMathView *);
-
-G_END_DECLS
-
-#endif
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#include <config.h>
-
-#define HAVE_GMETADOM
-#include <gtkmathview.h>
-
-#include "aux.h"
-#include "view.h"
-
-static GObjectClass* view_parent_class;
-
-static void
-view_object_finalize(GObject* object)
-{
- View* view = VIEW(object);
- /* free resources */
- view_parent_class->finalize(object);
- return;
-}
-
-static void
-impl_view_freeze(PortableServer_Servant servant,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_freeze(view->control_data->math_view);
- return;
-}
-
-static void
-impl_view_thaw(PortableServer_Servant servant,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_thaw(view->control_data->math_view);
- return;
-}
-
-static CORBA_boolean
-impl_view_load(PortableServer_Servant servant,
- const CORBA_char *uri,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- return gtk_math_view_load_uri(view->control_data->math_view, uri);
-}
-
-static void
-impl_view_unload(PortableServer_Servant servant,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_unload(view->control_data->math_view);
-}
-
-static void
-impl_view_setIdAttribute (PortableServer_Servant servant,
- const CORBA_char *ns,
- const CORBA_char *name,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_control_data_set_id_attribute(view->control_data, ns, name);
-}
-
-static void
-impl_view_getIdAttribute (PortableServer_Servant servant,
- CORBA_string *ns,
- CORBA_string *name,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- if (view->control_data->id_ns_uri != NULL)
- *ns = CORBA_string_dup(view->control_data->id_ns_uri->str);
- else
- *ns = NULL;
-
- if (view->control_data->id_name != NULL)
- *name = CORBA_string_dup(view->control_data->id_name);
- else
- *name = NULL;
-}
-
-static void
-impl_view_select(PortableServer_Servant servant,
- const CORBA_char *id,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- GdomeElement* root = gtk_math_view_get_root_element(view->control_data->math_view);
- if (root != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* el = find_element_by_id(root,
- view->control_data->id_ns_uri,
- view->control_data->id_name,
- id);
- if (el != NULL)
- {
- gtk_math_view_select(view->control_data->math_view, el);
- gdome_el_unref(el, &exc);
- g_assert(exc == 0);
- }
- gdome_el_unref(root, &exc);
- g_assert(exc == 0);
- }
-}
-
-static void
-impl_view_unselect(PortableServer_Servant servant,
- const CORBA_char *id,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- GdomeElement* root = gtk_math_view_get_root_element(view->control_data->math_view);
- if (root != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* el = find_element_by_id(root,
- view->control_data->id_ns_uri,
- view->control_data->id_name,
- id);
- if (el != NULL)
- {
- gtk_math_view_unselect(view->control_data->math_view, el);
- gdome_el_unref(el, &exc);
- g_assert(exc == 0);
- }
- gdome_el_unref(root, &exc);
- g_assert(exc == 0);
- }
-}
-
-static CORBA_boolean
-impl_view_isSelected(PortableServer_Servant servant,
- const CORBA_char *id,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- GdomeElement* root = gtk_math_view_get_root_element(view->control_data->math_view);
- CORBA_boolean res = CORBA_FALSE;
- if (root != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* el = find_element_by_id(root,
- view->control_data->id_ns_uri,
- view->control_data->id_name,
- id);
- if (el != NULL)
- {
- res = gtk_math_view_is_selected(view->control_data->math_view, el) ? CORBA_TRUE : CORBA_FALSE;
- gdome_el_unref(el, &exc);
- g_assert(exc == 0);
- }
- gdome_el_unref(root, &exc);
- g_assert(exc == 0);
- }
- return res;
-}
-
-static CORBA_boolean
-impl_view_elementCoords(PortableServer_Servant servant,
- const CORBA_char *id,
- CORBA_short *x, CORBA_short *y,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- GdomeElement* root = gtk_math_view_get_root_element(view->control_data->math_view);
- CORBA_boolean res = CORBA_FALSE;
- if (root != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* el = find_element_by_id(root,
- view->control_data->id_ns_uri,
- view->control_data->id_name,
- id);
- if (el != NULL)
- {
- gint xx;
- gint yy;
- res = gtk_math_view_get_element_coords(view->control_data->math_view, el, &xx, &yy) ? CORBA_TRUE : CORBA_FALSE;
- gdome_el_unref(el, &exc);
- g_assert(exc == 0);
- *x = xx;
- *y = yy;
- }
- gdome_el_unref(root, &exc);
- g_assert(exc == 0);
- }
- return res;
-}
-
-static CORBA_boolean
-impl_view_elementBoundingBox(PortableServer_Servant servant,
- const CORBA_char *id,
- CORBA_short *width, CORBA_short *height, CORBA_short *depth,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- GdomeElement* root = gtk_math_view_get_root_element(view->control_data->math_view);
- CORBA_boolean res = CORBA_FALSE;
- if (root != NULL)
- {
- GdomeException exc = 0;
- GdomeElement* el = find_element_by_id(root,
- view->control_data->id_ns_uri,
- view->control_data->id_name,
- id);
- if (el != NULL)
- {
- gint w;
- gint h;
- gint d;
- res = gtk_math_view_get_element_bounding_box(view->control_data->math_view, el, &w, &h, &d) ? CORBA_TRUE : CORBA_FALSE;
- gdome_el_unref(el, &exc);
- g_assert(exc == 0);
- *width = w;
- *height = h;
- *depth = d;
- }
- gdome_el_unref(root, &exc);
- g_assert(exc == 0);
- }
- return res;
-}
-
-static void
-impl_view_getSize(PortableServer_Servant servant,
- CORBA_short *width, CORBA_short *height,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- *width = gtk_math_view_get_width(view->control_data->math_view);
- *height = gtk_math_view_get_height(view->control_data->math_view);
-}
-
-static void
-impl_view_getTop(PortableServer_Servant servant,
- CORBA_short *x, CORBA_short *y,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gint xx;
- gint yy;
- gtk_math_view_get_top(view->control_data->math_view, &xx, &yy);
- *x = xx;
- *y = yy;
-}
-
-static void
-impl_view_setTop (PortableServer_Servant servant,
- CORBA_short x, CORBA_short y,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_set_top(view->control_data->math_view, x, y);
-}
-
-static void
-impl_view_setDefaultFontSize(PortableServer_Servant servant,
- CORBA_short size,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_set_font_size(view->control_data->math_view, size);
-}
-
-static short
-impl_view_getDefaultFontSize(PortableServer_Servant servant,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- return gtk_math_view_get_font_size(view->control_data->math_view);
-}
-
-static void
-impl_view_setVerbosity(PortableServer_Servant servant,
- const CORBA_short level,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- gtk_math_view_set_log_verbosity(view->control_data->math_view, level);
-}
-
-static short
-impl_view_getVerbosity(PortableServer_Servant servant,
- CORBA_Environment *ev)
-{
- View* view = VIEW (bonobo_object (servant));
- return gtk_math_view_get_log_verbosity(view->control_data->math_view);
-}
-
-static void
-view_class_init(ViewClass* klass)
-{
- GObjectClass* object_class = (GObjectClass *) klass;
- POA_GNOME_GtkMathView_View__epv* epv = &klass->epv;
-
- view_parent_class = g_type_class_peek_parent (klass);
- object_class->finalize = view_object_finalize;
-
- epv->freeze = impl_view_freeze;
- epv->thaw = impl_view_thaw;
- epv->load = impl_view_load;
- epv->unload = impl_view_unload;
- epv->setIdAttribute = impl_view_setIdAttribute;
- epv->getIdAttribute = impl_view_getIdAttribute;
- epv->select = impl_view_select;
- epv->unselect = impl_view_unselect;
- epv->isSelected = impl_view_isSelected;
- epv->elementCoords = impl_view_elementCoords;
- epv->elementBoundingBox = impl_view_elementBoundingBox;
- epv->getSize = impl_view_getSize;
- epv->getTop = impl_view_getTop;
- epv->setTop = impl_view_setTop;
- epv->setDefaultFontSize = impl_view_setDefaultFontSize;
- epv->getDefaultFontSize = impl_view_getDefaultFontSize;
- epv->setVerbosity = impl_view_setVerbosity;
- epv->getVerbosity = impl_view_getVerbosity;
-}
-
-static void
-view_init(View* view)
-{
- /* do some initialization */
-}
-
-View*
-view_new(GtkMathViewControlData* control_data)
-{
- View* view;
- g_return_val_if_fail(control_data != NULL, NULL);
- view = g_object_new(VIEW_TYPE, NULL);
- view->control_data = control_data;
- return view;
-}
-
-BONOBO_TYPE_FUNC_FULL (View, GNOME_GtkMathView_View, BONOBO_TYPE_OBJECT, view)
-
+++ /dev/null
-/* This file is part of GtkMathView-Bonobo, a Bonobo wrapper for GtkMathView.
- * Copyright (C) 2003 Luca Padovani <lpadovan@cs.unibo.it>
- * Pouria Masoudi <pmasoudi@cs.unibo.it>
- *
- * This library is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Lesser General Public
- * License as published by the Free Software Foundation; either
- * version 2.1 of the License, or (at your option) any later version.
- *
- * This library is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- * Lesser General Public License for more details.
- *
- * You should have received a copy of the GNU Lesser General Public
- * License along with this library; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- *
- * For more information, please visit the project's home page
- * http://helm.cs.unibo.it/gtkmathview-bonobo
- * or send an email to <lpadovan@cs.unibo.it>
- */
-
-#ifndef __view_h__
-#define __view_h__
-
-#include <bonobo.h>
-
-#include "GtkMathView.h"
-#include "control-data.h"
-
-#define VIEW_TYPE (view_get_type())
-#define VIEW(o) (G_TYPE_CHECK_INSTANCE_CAST ((o), VIEW_TYPE, View))
-#define VIEW_CLASS(k) (G_TYPE_CHECK_CLASS_CAST((k), VIEW_TYPE, ViewClass))
-#define VIEW_IS_OBJECT(o) (G_TYPE_CHECK_INSTANCE_TYPE ((o), VIEW_TYPE))
-#define VIEW_IS_CLASS(k) (G_TYPE_CHECK_CLASS_TYPE ((k), VIEW_TYPE))
-#define VIEW_GET_CLASS(o) (G_TYPE_INSTANCE_GET_CLASS ((o), VIEW_TYPE, ViewClass))
-
-typedef struct {
- BonoboObject parent;
- GtkMathViewControlData* control_data;
-} View;
-
-typedef struct {
- BonoboObjectClass parent_class;
- POA_GNOME_GtkMathView_View__epv epv;
-} ViewClass;
-
-GType view_get_type(void);
-View* view_new(GtkMathViewControlData*);
-
-#endif /* __view_h__ */
-
+++ /dev/null
-.deps
-.libs
-viewer
-Makefile
-Makefile.in
+++ /dev/null
-
-noinst_PROGRAMS = viewer
-
-viewer_SOURCES = \
- main.c \
- $(top_srcdir)/src/GtkMathView-common.c \
- $(top_srcdir)/src/GtkMathView-stubs.c
-
-viewer_LDADD = \
- $(BONOBOUI_LIBS) \
- $(BONOBO_LIBS) \
- $(GNOMEUI_LIBS)
-
-AM_CFLAGS = \
- -DPREFIX=\""$(prefix)"\" \
- -DSYSCONFDIR=\""$(sysconfdir)"\" \
- -DDATADIR=\""$(datadir)"\" \
- -DLIBDIR=\""$(datadir)"\"
-
-INCLUDES = \
- $(BONOBOUI_CFLAGS) \
- $(BONOBO_CFLAGS) \
- $(GNOMEUI_CFLAGS) \
- -I$(top_srcdir)/src
-
+++ /dev/null
-<?xml version="1.0"?>
-<html xmlns="http://www.w3.org/1999/xhtml">
-
-<head>
- <script language="JavaScript">
-<!--
- function set_object_size(id, width, height)
- {
- document[id].width = width;
- document[id].height = height;
- }
--->
- </script>
-</head>
-
-<body>
-
- <h1>GtkMathView-Bonobo test page</h1>
-
- The embedded object should display a mathematical formula.
- <br />
-
- <object name="MATH" data="#math1" width="500" height="100" type="application/mathml+xml">
- <math id="math1" display="block" xmlns="http://www.w3.org/1998/Math/MathML">
- <mfrac>
- <mi href="http://www.google.it">x</mi>
- <mn>2</mn>
- </mfrac>
- <mo>=</mo>
- <mtext href="javascript:alert('like if I can do that')">click for the answer</mtext>
- </math>
- </object>
-
- <form name="test">
- <input name="eccolo" type="button" onClick="set_object_size('MATH', 100, 50)" value="Size"/>
- </form>
-
-</body>
-
-</html>
-
+++ /dev/null
-<?xml version="1.0"?>
-<html xmlns="http://www.w3.org/1999/xhtml">
-
-<head>
- <script language="JavaScript">
-<!--
- function setSize(id, width, height)
- {
- document.elements[id].width = width;
- document.elements[id].height = height;
- document.elements['eccolo'].value = 'Ciao';
- alert('hello!');
- }
--->
- </script>
-</head>
-
-<body>
-
- <h1>GtkMathView-Bonobo test page</h1>
-
- The embedded object should display a mathematical formula.
- <br />
-
- <object name="MATH" data="#math1" width="500" height="100" type="application/mathml+xml">
- <math id="math1" display="block" xmlns="http://www.w3.org/1998/Math/MathML">
- <mfrac>
- <mi href="http://www.google.it">x</mi>
- <mn>2</mn>
- </mfrac>
- <mo>=</mo>
- <mtext href="javascript:alert('like if I can do that')">click for the answer</mtext>
- </math>
- </object>
-
- <form name="test">
- <input name="eccolo" type="button" onClick="alert('hi')">Size</input>
- </form>
-
-</body>
-
-</html>
-
+++ /dev/null
-#include <config.h>
-#include <gnome.h>
-#include <bonobo.h>
-#include <glib.h>
-
-#include "control-factory.h"
-#include "GtkMathView.h"
-
-static GtkWidget *control;
-
-typedef enum{LOAD_STREAM,LOAD_FILE,NONE}FileSelectionOp;
-
-struct FileSelectionInfo {
- BonoboWidget* control;
- GtkWidget* widget;
-
- FileSelectionOp Operations;
-};
-
-
-static struct FileSelectionInfo file_selection_info = { NULL, NULL,NONE};
-
-static void
-file_selection_destroy_cb (GtkWidget *widget,gpointer data)
-{
- file_selection_info.widget = NULL;
-}
-
-
-static void
-load_through_persist_file (const gchar *filename,
- Bonobo_PersistFile pfile)
-{
- CORBA_Environment ev;
- CORBA_exception_init (&ev);
- Bonobo_PersistFile_load (pfile, filename, &ev);
- if (ev._major != CORBA_NO_EXCEPTION)
- g_warning ("Cannot load.");
- CORBA_exception_free (&ev);
-}
-
-static void
-load_through_persist_stream(const gchar *filename,
- Bonobo_PersistStream pstream)
-{
- BonoboObject *stream = NULL;
- CORBA_Environment ev;
- CORBA_exception_init (&ev);
-
-#if 0
- stream = bonobo_stream_open ("fs", filename,
- Bonobo_Storage_READ, 0);
-#endif
-
- /*if (stream == NULL)
- {
- g_warning ("Couldn't load `%s'\n", filename);
- } else*/ {
- Bonobo_Stream corba_stream;
- corba_stream = bonobo_object_corba_objref (stream);
- Bonobo_Stream_truncate (corba_stream, 0, &ev);
- Bonobo_PersistStream_load (pstream, corba_stream, "application/mathml+xml", &ev);
- }
- Bonobo_Unknown_unref (pstream, &ev);
- CORBA_Object_release (pstream, &ev);
- CORBA_exception_free (&ev);
-}
-
-static void
-file_selection_ok_cb (GtkWidget *widget,
- gpointer data)
-{
- CORBA_Object interface;
- const gchar *interface_name;
- CORBA_Environment ev;
-
- if (file_selection_info.Operations == LOAD_FILE)
- interface_name = "IDL:Bonobo/PersistFile:1.0";
- else if(file_selection_info.Operations == LOAD_STREAM)
- interface_name = "IDL:Bonobo/PersistStream:1.0";
- else printf("failed to get operation type\n");
-
- CORBA_exception_init (&ev);
- interface = Bonobo_Unknown_queryInterface (bonobo_widget_get_objref (file_selection_info.control),
- interface_name, &ev);
- CORBA_exception_free (&ev);
-
- if (interface == CORBA_OBJECT_NIL)
- {
- g_warning ("The Control does not seem to support `%s'.", interface_name);
- }
- else
- {
- const gchar *fname;
- fname = gtk_file_selection_get_filename (GTK_FILE_SELECTION (file_selection_info.widget));
- switch (file_selection_info.Operations) {
- case LOAD_STREAM:
- load_through_persist_stream (fname, interface);
- break;
- case LOAD_FILE:
- load_through_persist_file (fname, interface);
- break;
- }
- }
-
- gtk_widget_destroy (file_selection_info.widget);
-}
-
-static void
-open_dialog (BonoboWindow *app,
- FileSelectionOp operation)
-{
- GtkWidget *widget;
- BonoboWidget *control;
-
- control = BONOBO_WIDGET (bonobo_window_get_contents (app));
-
- if (file_selection_info.widget != NULL) {
- gdk_window_show (GTK_WIDGET (file_selection_info.widget)->window);
- return;
- }
-
- if(operation == LOAD_STREAM)
- widget = gtk_file_selection_new(_("Open Stream...."));
- if(operation == LOAD_FILE)
- widget = gtk_file_selection_new (_("Open file..."));
-
- gtk_window_set_transient_for (GTK_WINDOW (widget),
- GTK_WINDOW (app));
-
- file_selection_info.widget = widget;
- file_selection_info.control = control;
- file_selection_info.Operations = operation;
-
- g_signal_connect_object (GTK_FILE_SELECTION (widget)->cancel_button,
- "clicked", G_CALLBACK (gtk_widget_destroy), widget, G_CONNECT_AFTER);
-
- g_signal_connect (GTK_FILE_SELECTION (widget)->ok_button, "clicked", G_CALLBACK (file_selection_ok_cb), NULL);
-
- g_signal_connect (file_selection_info.widget, "destroy", G_CALLBACK (file_selection_destroy_cb), NULL);
-
- gtk_widget_show (file_selection_info.widget);
-}
-
-/* "Open through persist file" dialog. */
-static void
-open_through_persist_file_cb (GtkWidget *widget,
- gpointer data)
-{
- open_dialog (BONOBO_WINDOW (data), LOAD_FILE);
-}
-
-static void
-open_through_persist_stream_cb(GtkWidget *widget,
- gpointer data)
-{
- open_dialog(BONOBO_WINDOW(data), LOAD_STREAM);
-}
-
-static void
-test_view(GtkWidget* widget, gpointer data)
-{
- CORBA_Object interface;
- CORBA_Environment ev;
-
- CORBA_exception_init (&ev);
- interface = Bonobo_Unknown_queryInterface (bonobo_widget_get_objref (BONOBO_WIDGET (bonobo_window_get_contents (BONOBO_WINDOW(data)))),
- "IDL:GNOME/GtkMathView/View:1.0", &ev);
- CORBA_exception_free (&ev);
-
- if (interface == CORBA_OBJECT_NIL)
- {
- g_warning ("The Control does not seem to support `View'.");
- }
-
- CORBA_exception_init (&ev);
- GNOME_GtkMathView_View_freeze(interface, &ev);
- CORBA_exception_free (&ev);
-
- CORBA_exception_init (&ev);
- GNOME_GtkMathView_View_thaw(interface, &ev);
- CORBA_exception_free (&ev);
-
- CORBA_exception_init (&ev);
- Bonobo_Unknown_unref (interface, &ev);
- CORBA_Object_release (interface, &ev);
- CORBA_exception_free (&ev);
-}
-
-static void
-exit_cb (GtkWidget *widget,
- gpointer data)
-{
- gtk_widget_destroy (GTK_WIDGET (data));
- bonobo_main_quit ();
-}
-
-static void
-get_size(GtkWidget *widget,
- gpointer data)
-{
- gint width,height;
- BonoboWidget* control;
- BonoboControlFrame* control_frame;
-
- Bonobo_PropertyBag prop_bag;
-
- control = BONOBO_WIDGET (bonobo_window_get_contents (BONOBO_WINDOW (data)));
- control_frame = bonobo_widget_get_control_frame(BONOBO_WIDGET(control));
- prop_bag = bonobo_control_frame_get_control_property_bag(control_frame, NULL);
-
- width = bonobo_pbclient_get_long(prop_bag,"width",NULL);
- height = bonobo_pbclient_get_long(prop_bag,"height",NULL);
-
- printf("Width: %d Height: %d\n",width,height);
-
- bonobo_object_release_unref (prop_bag,NULL);
-
-};
-
-static void
-get_top(GtkWidget *widget,
- gpointer data)
-{
- gint top_x,top_y;
- BonoboWidget* control;
- BonoboControlFrame* control_frame;
- Bonobo_PropertyBag prop_bag;
-
- control = BONOBO_WIDGET(bonobo_window_get_contents(BONOBO_WINDOW(data)));
- control_frame = bonobo_widget_get_control_frame(BONOBO_WIDGET(control));
- prop_bag = bonobo_control_frame_get_control_property_bag(control_frame,NULL);
-
- top_x = bonobo_pbclient_get_long(prop_bag,"top-x",NULL);
- top_y = bonobo_pbclient_get_long(prop_bag,"top-y",NULL);
-
- printf("Top X: %d ,Top Y: %d\n",top_x,top_y);
-
- bonobo_object_release_unref(prop_bag,NULL);
-}
-
-static void
-get_font_size(GtkWidget *widget,
- gpointer data)
-{
- gint font_size;
- BonoboWidget* control;
- BonoboControlFrame* control_frame;
- Bonobo_PropertyBag prop_bag;
-
- control = BONOBO_WIDGET(bonobo_window_get_contents(BONOBO_WINDOW(data)));
- control_frame = bonobo_widget_get_control_frame(BONOBO_WIDGET(control));
- prop_bag = bonobo_control_frame_get_control_property_bag(control_frame,NULL);
-
- font_size = bonobo_pbclient_get_long(prop_bag,"font-size",NULL);
-
- printf("FontSize : %d\n",font_size);
-
- bonobo_object_release_unref(prop_bag,NULL);
-}
-
-static void
-get_verbosity(GtkWidget *widget,
- gpointer data)
-{
- gint verbosity;
- BonoboWidget* control;
- BonoboControlFrame* control_frame;
- Bonobo_PropertyBag prop_bag;
-
- control = BONOBO_WIDGET(bonobo_window_get_contents(BONOBO_WINDOW(data)));
- control_frame = bonobo_widget_get_control_frame(BONOBO_WIDGET(control));
- prop_bag = bonobo_control_frame_get_control_property_bag(control_frame,NULL);
-
- verbosity = bonobo_pbclient_get_long(prop_bag,"verbosity",NULL);
-
- printf("Verbosity: %d\n",verbosity);
-
- bonobo_object_release_unref(prop_bag,NULL);
-}
-
-static BonoboUIVerb verbs [] = {
- BONOBO_UI_UNSAFE_VERB ("OpenFile", open_through_persist_file_cb),
- BONOBO_UI_UNSAFE_VERB ("OpenStream", open_through_persist_stream_cb),
- BONOBO_UI_UNSAFE_VERB ("TestView", test_view),
- BONOBO_UI_UNSAFE_VERB ("Size", get_size),
- BONOBO_UI_UNSAFE_VERB ("Top", get_top),
- BONOBO_UI_UNSAFE_VERB ("Font Size", get_font_size),
- BONOBO_UI_UNSAFE_VERB ("Verbosity", get_verbosity),
- BONOBO_UI_UNSAFE_VERB ("FileExit", exit_cb),
- BONOBO_UI_VERB_END
-};
-
-/* A dirty, non-translatable hack */
-static char ui [] =
-"<Root>"
-" <commands>"
-" <cmd name=\"FileExit\" _label=\"Exit\" _tip=\"Exit the program\""
-" pixtype=\"stock\" pixname=\"Exit\" accel=\"*Control*q\"/>"
-" <cmd name=\"FormatHTML\" _label=\"HTML mode\" type=\"toggle\" _tip=\"HTML Format switch\"/>"
-" </commands>"
-" <menu>"
-" <submenu name=\"File\" _label=\"_File\">"
-" <menuitem name=\"OpenFile\" verb=\"\" _label=\"Open (PersistFile)\" _tip=\"Open using the PersistFile interface\""
-" pixtype=\"stock\" pixname=\"Open\"/>"
-" <menuitem name=\"OpenStream\" verb=\"\" _label=\"_Open Stream (PersistStream)\" _tip=\"Open using the PersistStream interface\""
-" pixtype=\"stock\" pixname=\"Open Stream\"/>"
-" <separator/>"
-" <menuitem name=\"TestView\" verb=\"\" _label=\"Test View\" _tip=\"Test the View interface\"/>"
-" <separator/>"
-" <menuitem name=\"FileExit\" verb=\"\" _label=\"E_xit\"/>"
-" </submenu>"
-" <placeholder name=\"Component\"/>"
-" <submenu name=\"PropertyBags\" _label=\"Property_Bag\">"
-" <menuitem name=\"Size\" verb=\"\" _label=\"Size(PropertyBag)\" _tip=\"Get size\""
-" pixtype=\"stock\" pixname=\"Get Size\"/>"
-
-" <menuitem name=\"Top\" verb=\"\" _label=\"Top(PropertyBag)\" _tip=\"Get Top\""
-" pixtype=\"stock\" pixname=\"Get Top\"/>"
-
-" <menuitem name=\"Font Size\" verb=\"\" _label=\"Font Size(PropertyBag)\" _tip=\"Get FontSize\""
-" pixtype=\"stock\" pixname=\"Get FontSize\"/>"
-
-" <menuitem name=\"Verbosity\" verb=\"\" _label=\"Verbosity(PropertyBag)\" _tip=\"Get Verbosity\""
-" pixtype=\"stock\" pixname=\"Get Verbosity\"/>"
-" </submenu>"
-" </menu>"
-" <dockitem name=\"Toolbar\" behavior=\"exclusive\">"
-" </dockitem>"
-"</Root>";
-
-static int
-app_delete_cb (GtkWidget *widget, GdkEvent *event, gpointer dummy)
-{
- gtk_widget_destroy (GTK_WIDGET (widget));
- bonobo_main_quit ();
-
- return FALSE;
-}
-
-static guint
-container_create (void)
-{
- GtkWidget *win;
- GtkWindow *window;
- BonoboUIComponent *component;
- BonoboUIContainer *container;
- CORBA_Environment ev;
-
-
- win = bonobo_window_new ("test-editor",
- "GtkMathView Control Test");
- window = GTK_WINDOW (win);
-
- container = bonobo_window_get_ui_container (BONOBO_WINDOW (win));
-
- g_signal_connect (window, "delete_event", G_CALLBACK (app_delete_cb), NULL);
-
- gtk_window_set_default_size (window, 600, 440);
- gtk_window_set_resizable (window, TRUE);
-
- component = bonobo_ui_component_new ("test");
- bonobo_running_context_auto_exit_unref (BONOBO_OBJECT (component));
-
- bonobo_ui_component_set_container (component, BONOBO_OBJREF (container), NULL);
- bonobo_ui_component_add_verb_list_with_data (component, verbs, win);
- bonobo_ui_component_set_translate (component, "/", ui, NULL);
-
- control = bonobo_widget_new_control (CONTROL_ID, BONOBO_OBJREF (container));
-
- if (control == NULL)
- g_error ("Cannot get `%s'.", CONTROL_ID);
-
- bonobo_window_set_contents (BONOBO_WINDOW (win), control);
-
- gtk_widget_show_all (GTK_WIDGET (window));
-
- CORBA_exception_init (&ev);
-
- return FALSE;
-}
-
-static gint
-load_file (const gchar *fname)
-{
- CORBA_Object interface;
- CORBA_Environment ev;
-
- printf ("loading: %s\n", fname);
- CORBA_exception_init (&ev);
- interface = Bonobo_Unknown_queryInterface (bonobo_widget_get_objref (BONOBO_WIDGET (control)),
- "IDL:Bonobo/PersistFile:1.0", &ev);
- CORBA_exception_free (&ev);
- load_through_persist_file (fname, interface);
-
- return FALSE;
-}
-
-static gint
-load_file_stream(const gchar *fname)
-{
- CORBA_Object interface;
- CORBA_Environment ev;
-
- printf("loading with stream %s\n",fname);
- CORBA_exception_init(&ev);
- interface = Bonobo_Unknown_queryInterface(bonobo_widget_get_objref(BONOBO_WIDGET(control)),
- "IDL:Bonobo/PersistStream:1.0",&ev);
-
- CORBA_exception_free(&ev);
- load_through_persist_stream(fname,interface);
-
- return FALSE;
-}
-
-/*
-static void
-install_property_bag_listener (BonoboWidget *control, BonoboWindow *bonobo_win)
-{
- Bonobo_Listener corba_listener;
- BonoboListener *listener;
- BonoboControlFrame *control_frame;
- CORBA_Environment ev;
- Bonobo_PropertyBag prop_bag;
-
- CORBA_exception_init(&ev);
-
- control_frame = bonobo_widget_get_control_frame(BONOBO_WIDGET(control));
- if(!control_frame)
- g_error("can't find control frame\n");
-
- prop_bag = bonobo_control_frame_get_control_property_bag(control_frame, NULL);
- if(prop_bag == CORBA_OBJECT_NIL)
- g_error("can't connect to property bag\n");
-
- //connect a listener to the property bag
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn) width_changed,
- "Bonobo/Property:change:width",NULL,bonobo_win);
-
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)height_changed,
- "Bonobo/Property:change:height",NULL,bonobo_win);
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)top_x_changed,
- "Bonobo/Property:change:top-x",NULL,bonobo_win);
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)top_y_changed,
- "Bonobo/Property:change:top-y",NULL,bonobo_win);
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)font_size_changed,
- "Bonobo/Property:change:font-size",NULL,bonobo_win);
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)anti_aliasing_changed,
- "Bonobo/Property:change:verbosity",NULL,bonobo_win);
- bonobo_event_source_client_add_listener(prop_bag, (BonoboListenerCallbackFn)font_manager_changed,
- "Bonobo/Property:change:font_manager",NULL,bonobo_win);
- CORBA_exception_free(&ev);
-}*/
-
-
-int
-main (int argc, char **argv)
-{
- gnome_program_init("test-editor", VERSION, LIBGNOMEUI_MODULE, argc, argv,
- GNOME_PROGRAM_STANDARD_PROPERTIES,
- GNOME_PARAM_HUMAN_READABLE_NAME, _("GtkMathView Test Container"),
- NULL);
-
- bonobo_activate ();
-
- /* We can't make any CORBA calls unless we're in the main loop. So we
- delay creating the container here. */
- gtk_idle_add ((GtkFunction) container_create, NULL);
- if (argc > 1 && *argv [argc - 1] != '-')
- gtk_idle_add ((GtkFunction) load_file, argv [argc - 1]);
-
- bonobo_activate ();
- bonobo_main ();
-
- return bonobo_ui_debug_shutdown ();
-}
+++ /dev/null
-<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">
- <maction>
- <mrow>
- <mo>∫</mo>
- <mo>⁡</mo>
- <mfrac>
- <mrow>
- <mrow>
- <mi>a</mi>
- <mo>⁢</mo>
- <mi>x</mi>
- </mrow>
- <mo>+</mo>
- <mi>b</mi>
- </mrow>
- <mrow>
- <msup>
- <mi>x</mi>
- <mn>2</mn>
- </msup>
- <mo>+</mo>
- <mrow>
- <mi>p</mi>
- <mo>⁢</mo>
- <mi>x</mi>
- </mrow>
- <mo>+</mo>
- <mi href="javascript:alert('You clicked on q')">q</mi>
- </mrow>
- </mfrac>
- </mrow>
- <mtable frame="solid" framespacing=".5em .5em"><mtr><mtd><mtext>...</mtext></mtd></mtr></mtable>
- </maction>
- <mo fontstyle="italic">d</mo>
- <mi>x</mi>
- <mo>=</mo>
- <mrow>
- <mrow>
- <mfrac><mi>a</mi><mn>2</mn></mfrac>
- <mo>⁢</mo>
- <mrow>
- <mi>ln</mi>
- <mo>⁡</mo>
- <mrow>
- <mo>(</mo>
- <mrow>
- <msup><mi>x</mi><mn>2</mn></msup>
- <mo>+</mo>
- <mrow>
- <mi>p</mi>
- <mo>⁢</mo>
- <mi>x</mi>
- </mrow>
- <mo>+</mo>
- <mi>q</mi>
- </mrow>
- <mo>)</mo>
- </mrow>
- </mrow>
- </mrow>
- <mo>+</mo>
- <mrow>
- <mfrac>
- <mrow>
- <mrow>
- <mn>2</mn>
- <mo>⁢</mo>
- <mi>b</mi>
- </mrow>
- <mo>-</mo>
- <mrow>
- <mi>a</mi>
- <mo>⁢</mo>
- <mi>p</mi>
- </mrow>
- </mrow>
- <msqrt>
- <mrow>
- <mrow>
- <mn>4</mn>
- <mo>⁢</mo>
- <mi>q</mi>
- </mrow>
- <mo>-</mo>
- <msup>
- <mi>p</mi>
- <mn>2</mn>
- </msup>
- </mrow>
- </msqrt>
- </mfrac>
- <mo>⁢</mo>
- <mrow>
- <mi>arctg</mi>
- <mo>⁡</mo>
- <mfrac>
- <mrow>
- <mrow>
- <mn>2</mn>
- <mo>⁢</mo>
- <mi>x</mi>
- </mrow>
- <mo>+</mo>
- <mi>p</mi>
- </mrow>
- <msqrt>
- <mrow>
- <mrow>
- <mn>4</mn>
- <mo>⁢</mo>
- <mi>q</mi>
- </mrow>
- <mo>-</mo>
- <msup>
- <mi>p</mi>
- <mn>2</mn>
- </msup>
- </mrow>
- </msqrt>
- </mfrac>
- </mrow>
- </mrow>
- <mo>+</mo>
- <mi href="javascript:alert('You clicked on c')">c</mi>
- </mrow>
- <mspace width="1cm"/>
- <mtext href="http://www.cs.unibo.it/~lpadovan/">go to Luca's home page</mtext>
-</math>
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
-</head>
-<body>
-
-<h1>GtkMathView-Bonobo test page</h1>
-
-The embedded object should display a mathematical formula.
-<br />
-<br />
-<object data="test.mml" width="500" height="100" type="application/mathml+xml">
-No viewer capable of displaying the test document installed.
-</object>
-
-</body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-<?cocoon-process type="xsp"?>
-<?cocoon-process type="xslt"?>
-
-<?xml-stylesheet href="setheader.xsl" type="text/xsl"?>
-<xsp:page language="java" xmlns:xsp="http://www.apache.org/1999/XSP/Core">
- <hroot>
- <xsp:logic>
- String baseURL = request.getParameter("baseurl");
- String styleURL1 = request.getParameter("stylesheet1");
- String styleURL2 = request.getParameter("stylesheet2");
- String xmlURI = request.getParameter("xmluri");
- String annURI = request.getParameter("annuri");
- </xsp:logic>
- <url><xsp:expr>baseURL</xsp:expr></url>
- <style1><xsp:expr>styleURL1</xsp:expr></style1>
- <style2><xsp:expr>styleURL2</xsp:expr></style2>
- <xml><xsp:expr>xmlURI</xsp:expr></xml>
- <ann><xsp:expr>annURI</xsp:expr></ann>
- </hroot>
-</xsp:page>
+++ /dev/null
-http://phd.cs.unibo.it/helm/PARSER/examples/header/getheader.xml?baseurl=http://cartoonia.cs.unibo.it/helm/PARSER/examples/style/&stylesheet1=content.xsl&stylesheet2=mmlextension.xsl&xmlfile=file:///really_very_local/helm/PARSER/examples/prove/provaIota/bool_ind.con.xml
+++ /dev/null
-http://cartoonia.cs.unibo.it/helm/PARSER/examples/header/getheader.xml?baseurl=http://cartoonia.cs.unibo.it/helm/PARSER/examples/style/&stylesheet1=content.xsl&stylesheet2=content_to_html.xsl&xmlfile=/really_very_local/helm/PARSER/examples/prove/prova/forest_rec.con.xml:wq
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--******************************************************************-->
-<!-- XSLT version 0.1 of CIC files to CIC files with the header for -->
-<!-- applying a stylesheet: -->
-<!-- First draft: March 10 2000 Irene Schena -->
-<!--******************************************************************-->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:variable name="absPath">http://localhost:8081/getciconly?uri=</xsl:variable>
-
-<!--SET THE HEADER AND OPEN THE XML FILE-->
-
-<xsl:template match="hroot">
- <xsl:variable name="xmlURI"><xsl:value-of select="xml"/></xsl:variable>
- <xsl:variable name="annURI"><xsl:value-of select="ann"/></xsl:variable>
- <xsl:processing-instruction name="cocoon-format">type="text/xml"</xsl:processing-instruction>
- <xsl:processing-instruction name="xml-stylesheet">href="<xsl:value-of select="concat(url,style1)"/>" type="text/xsl"</xsl:processing-instruction>
- <xsl:processing-instruction name="cocoon-process">type="xslt"</xsl:processing-instruction>
-<cicxml baseurl="{url}" stylesheet="{style2}" uri="{$xmlURI}">
- <xsl:apply-templates select="document(concat(string($absPath),$xmlURI))" mode="copyxml"/>
- <xsl:apply-templates select="document(concat(string($absPath),$annURI))" mode="copyxml"/>
-</cicxml>
-</xsl:template>
-
-<!-- COPY THE XML FILE -->
-
-<xsl:template match="/" mode="copyxml">
- <xsl:copy-of select="*"/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-Makefile configure config.log config.cache config.status
+++ /dev/null
-Andrea Asperti <asperti@cs.unibo.it>
-Luca Padovani <lpadovan@cs.unibo.it>
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Irene Schena <schena@cs.unibo.it>
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
- received the program in object code or executable form with such
- an offer, in accord with Subsection b above.)
-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
-code means all the source code for all modules it contains, plus any
-associated interface definition files, plus the scripts used to
-control compilation and installation of the executable. However, as a
-special exception, the source code distributed need not include
-anything that is normally distributed (in either source or binary
-form) with the major components (compiler, kernel, and so on) of the
-operating system on which the executable runs, unless that component
-itself accompanies the executable.
-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-Copyright (C) 2000, HELM Team.
-
-This file is part of HELM, an Hypertextual, Electronic
-Library of Mathematics, developed at the Computer Science
-Department, University of Bologna, Italy.
-
-HELM is free software; you can redistribute it and/or
-modify it under the terms of the GNU General Public License
-as published by the Free Software Foundation; either version 2
-of the License, or (at your option) any later version.
-
-HELM is distributed in the hope that it will be useful,
-but WITHOUT ANY WARRANTY; without even the implied warranty of
-MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-GNU General Public License for more details.
-
-You should have received a copy of the GNU General Public License
-along with HELM; if not, write to the Free Software
-Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-
-For details, see the HELM World-Wide-Web page,
-http://cs.unibo.it/helm/.
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
+++ /dev/null
-# Copyright (C) 2000, HELM Team.
-#
-# This file is part of HELM, an Hypertextual, Electronic
-# Library of Mathematics, developed at the Computer Science
-# Department, University of Bologna, Italy.
-#
-# HELM is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License
-# as published by the Free Software Foundation; either version 2
-# of the License, or (at your option) any later version.
-#
-# HELM is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with HELM; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-#
-# For details, see the HELM World-Wide-Web page,
-# http://cs.unibo.it/helm/.
+++ /dev/null
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
+++ /dev/null
-
-HELM_DTD_DIR=@HELM_DTD_DIR@
-HELM_STYLE_DIR=@HELM_STYLE_DIR@
-
-all:
-
-install:
- cp dtd/* $(HELM_DTD_DIR)
- cp style/*.xsl $(HELM_STYLE_DIR)
-
-clean:
-
-distclean: clean
- rm -f Makefile configure config.log config.cache config.status *.spec
- rm -rf dtd style
-
-dist: clean
- rm -rf ../@PACKAGE@-@VERSION@
- mkdir ../@PACKAGE@-@VERSION@
- cp -r * ../@PACKAGE@-@VERSION@
- (cd .. ; tar cvfz @PACKAGE@-@VERSION@.tar.gz @PACKAGE@-@VERSION@ ; rm -rf @PACKAGE@-@VERSION@)
-
-.PHONY: all install distclean
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-NOTE: This is the first alpha release of project HELM.
-
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-the base DTDs and XSLT stylesheets developed by the members of project
-HELM.
-
-For more information see http://www.cs.unibo.it/helm
+++ /dev/null
-# This is the config.cache that holds the ``standard'' path for the
-# HELM library. It is supposed to be used when creating packages
-
-helm_cv_HELM_DTDS_DIR=${helm_cv_HELM_DTDS_DIR='$RESOLVED_PREFIX/share/helm/dtd'}
+++ /dev/null
-AC_INIT(dtd/cic.dtd)
-
-PACKAGE=helm_data
-MAJOR_VERSION=0
-MINOR_VERSION=0
-MICRO_VERSION=2
-VERSION=$MAJOR_VERSION.$MINOR_VERSION.$MICRO_VERSION
-
-DEFAULT_HELM_DTD_DIR=/usr/local/share/helm/dtd
-DEFAULT_HELM_STYLE_DIR=/usr/local/share/helm/style
-
-AC_ARG_ENABLE(
- defaults,
- [ --enable-defaults[=ARG] if yes then use defaults (don't ask user) [default=auto]],
- USE_DEFAULTS=$enableval,
- USE_DEFAULTS=auto
-)
-
-if test $USE_DEFAULTS = auto; then
- AC_CHECK_PROG(HAVE_HELM_CONFIG, helm-config, yes, no)
- if test $HAVE_HELM_CONFIG = yes; then
- HELM_DTD_DIR=`helm-config --dtd-dir`
- HELM_STYLE_DIR=`helm-config --style-dir`
- else
- USE_DEFAULTS=no
- fi
-fi
-
-if test $USE_DEFAULTS = no; then
- echo
- echo "\`helm-config' is not installed (or I can't find it in your path)."
- echo "Please, insert the directory where I can find the DTDs for HELM..."
- echo
- echo -n "[[$DEFAULT_HELM_DTD_DIR]] ? "
- read HELM_DTD_DIR
- if test "x$HELM_DTD_DIR" = "x"; then
- HELM_DTD_DIR=$DEFAULT_HELM_DTD_DIR
- fi
- echo
- echo "Please, insert the directory where I can find the stylesheets for HELM..."
- echo
- echo -n "[[$DEFAULT_HELM_STYLE_DIR]] ? "
- read HELM_STYLE_DIR
- if test "x$HELM_STYLE_DIR" = "x"; then
- HELM_STYLE_DIR=$DEFAULT_HELM_STYLE_DIR
- fi
-elif test $USE_DEFAULTS = yes; then
- HELM_DTD_DIR=$DEFAULT_HELM_DTD_DIR
- HELM_STYLE_DIR=$DEFAULT_HELM_STYLE_DIR
-fi
-
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-AC_SUBST(HELM_DTD_DIR)
-AC_SUBST(HELM_STYLE_DIR)
-
-AC_OUTPUT([
- Makefile
- helm_data.spec
-])
-
+++ /dev/null
-Summary: The base DTDs and XSLT stylesheets of project HELM
-Name: @PACKAGE@
-Version: @VERSION@
-Release: 1
-Copyright: GPL
-URL: http://www.cs.unibo.it/helm
-Packager: Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Requires: helm_configuration >= 0.0.2
-Group: Applications/Publishing
-Source: www.cs.unibo.it:/helm/@PACKAGE@-@VERSION@.tar.gz
-%description
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-the base DTDs and XSLT stylesheets developed by the members of project
-HELM.
-For more information see http://www.cs.unibo.it/helm
-
-%prep
-%setup
-
-%build
-cp config.cache.pkg config.cache
-./configure --enable-defaults
-make
-
-%install
-make install
-
-%files
-%doc AUTHORS COPYING ChangeLog NEWS README
-
-/usr/local/share/helm/dtd
-/usr/local/share/helm/style
+++ /dev/null
-.emacs.desktop
-config.h
-config.h.in
-config.cache
-config.log
-config.status
-configure
-configure.scan
-t1lib.log
-stamp-h
-stamp-h.in
-Makefile
-Makefile.in
-*.gz
-aclocal.m4
-*.spec
-.deps
-helmpot
+++ /dev/null
-Luca Padovani <luca.padovani@cs.unibo.it>
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of HelmPot, a minimal browser for HELM.
- *
- * HelmPot is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HelmPot is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HelmPot; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the HelmPot World-Wide-Web page,
- * http://cs.unibo.it/helm/helmview, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
+++ /dev/null
-
-CLEANFILES = core t1lib.log helmpot.spec
-
-bin_PROGRAMS = helmpot
-
-noinst_HEADERS = guiGTK.h
-
-helmpot_SOURCES = \
- main.c \
- guiGTK.c
-
-backup:
- tar cvfz ../@PACKAGE@-@VERSION@-`date|tr ' ' '_'|tr ':' '_'`.tar.gz .
-
-cleanbak:
- -rm -f `find . -name "*~"`
-
-lc:
- @( \
- CFILES=`find . -name "*.c"`; \
- HFILES=`find . -name "*.h"`; \
- wc -l $$CFILES $$HFILES | tail -n 1 \
- )
-
-INCLUDES = $(GTK_CFLAGS)
-
+++ /dev/null
-
-HELMPoT
--------
-
-HELMPoT is a small plug-out for Netscape Navigator in order to
-browse the HELM library. After installing the binary somewhere
-in your hard disk, just configure a new helper application in
-Netscape associated to the text/xml MIME type. The command
-to be executed should something of the kind:
-
- helmpot '%s'
-
-assuming that helmpot is visible in your path.
-
-Enjoy,
-
- luca.padovani@cs.unibo.it
-
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of HelmPot, a minimal browser for HELM.
- *
- * HelmPot is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HelmPot is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HelmPot; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the HelmPot World-Wide-Web page,
- * http://cs.unibo.it/helm/helmview, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
-
-#ifndef __config_h__
-#define __config_h__
-
-#define PRIVATE static
-
-@TOP@
-
-/* If defined the widget will perform a huge amount
- * of validity checks while running
- */
-#undef ENABLE_CHECKS
-
-#ifdef ENABLE_CHECKS
-#define DEBUG
-#else
-#define NDEBUG
-#define G_DISABLE_ASSERT
-#define G_DISABLE_CHECKS
-#endif
-
-@BOTTOM@
-
-#endif /* __config_h__ */
+++ /dev/null
-dnl Process this file with autoconf to produce a configure script.
-AC_INIT(main.c)
-
-HELMPOT_MAJOR_VERSION=0
-HELMPOT_MINOR_VERSION=1
-HELMPOT_MICRO_VERSION=0
-HELMPOT_VERSION=$HELMPOT_MAJOR_VERSION.$HELMPOT_MINOR_VERSION.$HELMPOT_MICRO_VERSION
-VERSION=$HELMPOT_VERSION
-
-AC_SUBST(HELMPOT_VERSION)
-
-AC_ARG_ENABLE(
- checks,
- [ --enable-checks[=ARG] include debugging checks [default=yes]],
- [
- if test $enableval = yes; then
- AC_DEFINE(ENABLE_CHECKS)
- fi
- ],
- AC_DEFINE(ENABLE_CHECKS)
-)
-
-dnl Automake configuration
-AM_CONFIG_HEADER(config.h)
-AM_INIT_AUTOMAKE(helmpot, $HELMPOT_VERSION)
-
-dnl Checks for programs.
-AC_LANG_C
-AC_PROG_CC
-AC_ISC_POSIX
-AC_CHECK_PROG(HAVE_COLORGCC, colorgcc, yes, no)
-
-dnl Checks for header files.
-AC_HEADER_STDC
-AC_CHECK_HEADERS(unistd.h)
-AC_FUNC_VFORK
-
-dnl Checks for typedefs, structures, and compiler characteristics.
-AC_C_CONST
-
-dnl Check for iconv with const pointer as second argument
-AC_LANG_C
-
-dnl Checks for libraries
-AM_PATH_GTK(1.2.0, gtklib="yes", gtklib="no")
-
-if test $gtklib = "no"; then
- AC_MSG_ERROR(GTK is needed in order to use helmpot)
-fi
-
-CFLAGS="$CFLAGS @GTKMATHVIEW_CFLAGS@"
-CXXFLAGS="$CXXFLAGS @GTKMATHVIEW_CFLAGS@"
-LIBS="$LIBS @GTKMATHVIEW_LIBS@"
-
-PKG_CHECK_MODULES(GTKMATHVIEW, gtkmathview >= 0.3.0,, AC_MSG_ERROR(could not find gtkmathview))
-AC_SUBST(GTKMATHVIEW_CFLAGS)
-AC_SUBST(GTKMATHVIEW_LIBS)
-
-if test $HAVE_COLORGCC = "yes"; then
- CC=colorgcc
- CXX=colorgcc
-fi
-
-CFLAGS="$CFLAGS -W -Wall"
-CXXFLAGS="$CXXFLAGS -W -Wall"
-
-AC_OUTPUT([
-Makefile
-helmpot.spec
-])
+++ /dev/null
-helmpot (0.1.0-2) unstable; urgency=low
-
- * debian/control
- - bumped standards-version to 3.5.10
- - bumped dependency on debhelper to 4.0.0
- - added ${misc:Depends}
- - added build dep on pkg-config
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 25 Jun 2003 18:20:33 +0200
-
-helmpot (0.1.0-1) unstable; urgency=low
-
- * New release.
-
- -- Stefano Zacchiroli <zack@debian.org> Sat, 11 May 2002 11:52:35 +0200
-
-helmpot (0.0.4-1) unstable; urgency=low
-
- * New release.
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 14 Nov 2001 14:48:17 +0100
-
-helmpot (0.0.3-1) unstable; urgency=low
-
- * Bug fix related to selection
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Fri, 05 Oct 2001 19:40:06 +0200
-
-helmpot (0.0.2-1) unstable; urgency=low
-
- * Small bug fix related to maction
-
- -- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> Mon, 27 Aug 2001 19:00:00 +0200
-
-helmpot (0.0.1-1) unstable; urgency=low
-
- * Initial Release.
-
- -- Luca Padovani <luca.padovani@cs.unibo.it> Thu, 12 Apr 2001 17:18:05 +0200
-
-Local variables:
-mode: debian-changelog
-End:
+++ /dev/null
-Source: helmpot
-Section: misc
-Priority: optional
-Maintainer: Stefano Zacchiroli <zack@debian.org>
-Build-Depends: debhelper (>> 4.0.0), libgtkmathview-dev, pkg-config
-Standards-Version: 3.5.10
-
-Package: helmpot
-Architecture: any
-Depends: ${shlibs:Depends}, ${misc:Depends}
-Description: A minimal browser for the HELM library.
- 'helmpot' is a minimal browser, in the form of a plug-out, for
- browsing the HELM library (MathML presentation).
-
+++ /dev/null
-This package was debianized by Luca Padovani <luca.padovani@cs.unibo.it> on
-Thu, 12 Apr 2001 17:18:05 +0200.
-
-It was packed from source obtained via cvs, with this CVSROOT:
- :pserver:anonymous@phd.cs.unibo.it:/home/lpadovan/PHELM/
-
-Author: Luca Padovani <luca.padovani@cs.unibo.it>
-
-Copyright:
- Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
-
- This file is part of HelmPot, a minimal browser for HELM.
-
- HelmPot is free software; you can redistribute it and/or
- modify it under the terms of the GNU General Public License
- as published by the Free Software Foundation; either version 2
- of the License, or (at your option) any later version.
-
- HelmPot is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with HelmPot; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-
- For details, see the HelmPot World-Wide-Web page,
- http://cs.unibo.it/helm/helmpot, or send a mail to
- <luca.padovani@cs.unibo.it>
+++ /dev/null
-AUTHORS
-README
+++ /dev/null
-#!/usr/bin/make -f
-# Sample debian/rules that uses debhelper.
-# GNU copyright 1997 to 1999 by Joey Hess.
-
-# Uncomment this to turn on verbose mode.
-#export DH_VERBOSE=1
-
-# This is the debhelper compatability version to use.
-export DH_COMPAT=2
-
-build: build-stamp
-build-stamp:
- dh_testdir
-
- ./configure --prefix=/usr --mandir=\$${prefix}/share/man --infodir=\$${prefix}/share/info
- # Add here commands to compile the package.
- $(MAKE)
-
- touch build-stamp
-
-clean:
- dh_testdir
- dh_testroot
- rm -f build-stamp
-
- # Add here commands to clean up after the build process.
- -$(MAKE) distclean
-
- dh_clean
-
-install: build
- dh_testdir
- dh_testroot
- dh_clean -k
- dh_installdirs
-
- # Add here commands to install the package into debian/tmp.
- $(MAKE) install prefix=$(CURDIR)/debian/helmpot/usr
-
-
-# Build architecture-independent files here.
-binary-indep: build install
-# We have nothing to do by default.
-
-# Build architecture-dependent files here.
-binary-arch: build install
- dh_testdir
- dh_testroot
-# dh_installdebconf
- dh_installdocs
-# dh_installexamples
-# dh_installmenu
-# dh_installemacsen
-# dh_installpam
-# dh_installinit
-# dh_installcron
-# dh_installmanpages
- dh_installinfo
- dh_undocumented
- dh_installchangelogs ChangeLog
- dh_link
- dh_strip
- dh_compress
- dh_fixperms
- # You may want to make some executables suid here.
-# dh_makeshlibs
- dh_installdeb
-# dh_perl
- dh_shlibdeps
- dh_gencontrol
- dh_md5sums
- dh_builddeb
-
-binary: binary-indep binary-arch
-.PHONY: build clean binary-indep binary-arch binary install
+++ /dev/null
-/*
- * Copyright (C) 2000-2002, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of HelmPot, a minimal browser for HELM.
- *
- * HelmPot is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HelmPot is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HelmPot; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the HelmPot World-Wide-Web page,
- * http://cs.unibo.it/helm/helmview, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <glib.h>
-#include <stdio.h>
-#include <stdlib.h>
-#include <unistd.h>
-#if HAVE_UNISTD_H
-# include <sys/types.h>
-# include <sys/stat.h>
-# include <fcntl.h>
-# include <unistd.h>
-#endif
-#include <gtk/gtk.h>
-#include <gdk/gdkkeysyms.h>
-
-#include "gtkmathview.h"
-#include "guiGTK.h"
-
-#define XLINK_NS_URI "http://www.w3.org/1999/xlink"
-
-#define pot_width 16
-#define pot_height 16
-PRIVATE unsigned char pot_bits[] = {
- 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x01, 0xc0, 0x07,
- 0x00, 0x00, 0xe6, 0x2f, 0x34, 0x5f, 0xdc, 0x5f, 0xf8, 0x3f, 0xf8, 0x3f,
- 0xf0, 0x1f, 0xe0, 0x0f, 0x00, 0x00, 0x00, 0x00};
-
-#define pot_mask_width 16
-#define pot_mask_height 16
-static unsigned char pot_mask_bits[] = {
- 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x80, 0x03, 0xe0, 0x0f, 0xe0, 0x0f,
- 0xff, 0x7f, 0xff, 0xff, 0xff, 0xff, 0xfe, 0xff, 0xfe, 0xff, 0xfc, 0x7f,
- 0xfc, 0x7f, 0xf8, 0x3f, 0xf0, 0x1f, 0x00, 0x00};
-
-PRIVATE GtkWidget* window;
-PRIVATE GtkWidget* main_area;
-PRIVATE GtkWidget* scrolled_area;
-PRIVATE GtkWidget* status_bar;
-PRIVATE GtkMenuItem* kerning_item;
-PRIVATE GtkMenuItem* anti_aliasing_item;
-PRIVATE GtkMenuItem* font_size_item;
-PRIVATE gchar* file_name = NULL;
-
-PRIVATE GdkCursor* normal_cursor;
-PRIVATE GdkCursor* link_cursor;
-PRIVATE GdkCursor* pot_cursor;
-
-PRIVATE gboolean loading = FALSE;
-PRIVATE guint statusbar_context;
-
-PRIVATE void create_widget_set(void);
-PRIVATE GtkWidget* get_main_menu(void);
-PRIVATE void options_font_size(GtkWidget*, guint);
-PRIVATE void options_font_manager(GtkWidget*, guint);
-PRIVATE void options_verbosity(GtkWidget*, guint);
-PRIVATE void options_kerning(GtkWidget*, gpointer);
-PRIVATE void options_anti_aliasing(GtkWidget*, gpointer);
-PRIVATE void help_about(GtkWidget*, gpointer);
-PRIVATE void save_as(GtkWidget*);
-PRIVATE void export_to_ps(GtkWidget*);
-
-PRIVATE GtkItemFactoryEntry menu_items[] = {
- { "/_File", NULL, NULL, 0, "<Branch>" },
- { "/File/Save _As...", NULL, save_as, 0, NULL },
- { "/File/_Export to PostScript...", NULL, export_to_ps, 0, NULL },
- { "/File/sep1", NULL, NULL, 0, "<Separator>" },
- { "/File/_Quit", "<control>Q", gtk_main_quit, 0, NULL },
-
- { "/_Options", NULL, NULL, 0, "<Branch>" },
- { "/Options/Default _Font Size", NULL, NULL, 0, "<Branch>" },
- { "/Options/Default Font Size/8pt", NULL, options_font_size, 8, "<RadioItem>" },
- { "/Options/Default Font Size/10pt", NULL, options_font_size, 10, "/Options/Default Font Size/8pt" },
- { "/Options/Default Font Size/12pt", NULL, options_font_size, 12, "/Options/Default Font Size/8pt" },
- { "/Options/Default Font Size/14pt", NULL, options_font_size, 14, "/Options/Default Font Size/8pt" },
- { "/Options/Default Font Size/18pt", NULL, options_font_size, 18, "/Options/Default Font Size/8pt" },
- { "/Options/Default Font Size/24pt", NULL, options_font_size, 24, "/Options/Default Font Size/8pt" },
- { "/Options/Font Manager", NULL, NULL, 0, "<Branch>" },
- { "/Options/Font Manager/_GTK", NULL, options_font_manager, 0, "<RadioItem>" },
- { "/Options/Font Manager/_Type 1", NULL, options_font_manager, 1, "/Options/Font Manager/GTK" },
- { "/Options/Verbosity", NULL, NULL, 0, "<Branch>" },
- { "/Options/Verbosity/_Errors", NULL, options_verbosity, 0, "<RadioItem>" },
- { "/Options/Verbosity/_Warnings", NULL, options_verbosity, 1, "/Options/Verbosity/Errors" },
- { "/Options/Verbosity/_Info", NULL, options_verbosity, 2, "/Options/Verbosity/Errors" },
- { "/Options/Verbosity/_Debug", NULL, options_verbosity, 3, "/Options/Verbosity/Errors" },
- { "/Options/sep1", NULL, NULL, 0, "<Separator>" },
- { "/Options/_Kerning", NULL, options_kerning, 0, "<ToggleItem>" },
- { "/Options/_Anti Aliasing", NULL, options_anti_aliasing, 0, "<ToggleItem>" },
-
- { "/_Help" , NULL, NULL, 0, "<LastBranch>" },
- { "/Help/About...", NULL, help_about, 0, NULL }
-};
-
-PRIVATE void
-quick_message(const gchar* msg)
-{
- GtkWidget* dialog;
- GtkWidget* label;
- GtkWidget* okay_button;
-
- /* Create the widgets */
-
- dialog = gtk_dialog_new();
- label = gtk_label_new (msg);
- okay_button = gtk_button_new_with_label("OK");
-
- gtk_widget_set_usize(dialog, 300, 100);
-
- /* Ensure that the dialog box is destroyed when the user clicks ok. */
-
- gtk_signal_connect_object (GTK_OBJECT (okay_button), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), GTK_OBJECT(dialog));
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area),
- okay_button);
-
- /* Add the label, and show everything we've added to the dialog. */
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), label);
- gtk_widget_show_all (dialog);
-}
-
-PRIVATE void
-load_error_msg(const gchar* name)
-{
- gchar* msg = g_strdup_printf("Could not load\n`%s'", name);
- quick_message(msg);
- g_free(msg);
-}
-
-PRIVATE void
-save_error_msg(const gchar* name)
-{
- gchar* msg = g_strdup_printf("Could not save\n`%s'", name);
- quick_message(msg);
- g_free(msg);
-}
-
-void
-GUI_init(gint* argc, gchar*** argv, gchar* title, guint width, guint height, GtkFunction f, guint32 timeout)
-{
- GdkPixmap* source;
- GdkPixmap* mask;
-
- GdkColor fg = { 0, 65535, 65535, 65535 };
- GdkColor bg = { 0, 0, 0, 0 };
-
- gtk_init(argc, argv);
-
- window = gtk_window_new(GTK_WINDOW_TOPLEVEL);
- gtk_window_set_title(GTK_WINDOW(window), title);
- gtk_window_set_default_size(GTK_WINDOW(window), width, height);
- gtk_signal_connect(GTK_OBJECT(window), "delete_event", (GtkSignalFunc) gtk_main_quit, NULL);
- create_widget_set();
-
- gtk_widget_show(window);
-
- gtk_timeout_add(timeout, f, NULL);
-
- normal_cursor = gdk_cursor_new(GDK_TOP_LEFT_ARROW);
- link_cursor = gdk_cursor_new(GDK_HAND2);
-
- source = gdk_bitmap_create_from_data (NULL, pot_bits,
- pot_width, pot_height);
- mask = gdk_bitmap_create_from_data (NULL, pot_mask_bits,
- pot_mask_width, pot_mask_height);
- pot_cursor = gdk_cursor_new_from_pixmap (source, mask, &fg, &bg, 8, 8);
- gdk_pixmap_unref (source);
- gdk_pixmap_unref (mask);
-}
-
-void
-GUI_uninit()
-{
-}
-
-int
-GUI_load_document(const gchar* name)
-{
- GtkMathView* math_view;
- GtkMathViewClass* klass;
- gboolean res;
-
- g_return_val_if_fail(name != NULL, -1);
- g_return_val_if_fail(main_area != NULL, -1);
- g_return_val_if_fail(GTK_IS_MATH_VIEW(main_area), -1);
-
- math_view = GTK_MATH_VIEW(main_area);
- g_return_val_if_fail(math_view != NULL, -1);
-
- klass = (GtkMathViewClass*) gtk_type_class(gtk_math_view_get_type());
- g_return_val_if_fail(klass != NULL, -1);
-
- res = gtk_math_view_load(math_view, name);
- gdk_window_set_cursor(main_area->window, normal_cursor);
- loading = FALSE;
-
- if (!res) {
- load_error_msg(name);
- return -1;
- }
-
- gtk_statusbar_pop(GTK_STATUSBAR(status_bar), statusbar_context);
- if (strlen(name) > 40) name += strlen(name) - 40;
- gtk_statusbar_push(GTK_STATUSBAR(status_bar), statusbar_context, name);
-
- if (file_name != NULL) g_free(file_name);
- file_name = g_strdup(name);
-
- return 0;
-}
-
-void
-GUI_unload_document()
-{
- GtkMathView* math_view;
-
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(main_area));
-
- math_view = GTK_MATH_VIEW(main_area);
-
- gtk_math_view_unload(math_view);
-}
-
-void
-GUI_run()
-{
- gtk_main();
-}
-
-PRIVATE void
-options_font_size(GtkWidget* widget, guint size)
-{
- GtkMathView* math_view;
-
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(main_area));
-
- math_view = GTK_MATH_VIEW(main_area);
-
- gtk_math_view_set_font_size(math_view, size);
-}
-
-PRIVATE void
-options_font_manager(GtkWidget* widget, guint id)
-{
- GtkMathView* math_view;
-
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(main_area));
-
- math_view = GTK_MATH_VIEW(main_area);
-
- gtk_math_view_set_font_manager_type(math_view, id);
-}
-
-PRIVATE void
-options_anti_aliasing(GtkWidget* widget, gpointer data)
-{
- gboolean aa = gtk_math_view_get_anti_aliasing(GTK_MATH_VIEW(main_area));
- gtk_math_view_set_anti_aliasing(GTK_MATH_VIEW(main_area), !aa);
-}
-
-PRIVATE void
-options_kerning(GtkWidget* widget, gpointer data)
-{
- gboolean k = gtk_math_view_get_kerning(GTK_MATH_VIEW(main_area));
- gtk_math_view_set_kerning(GTK_MATH_VIEW(main_area), !k);
-}
-
-PRIVATE void
-options_verbosity(GtkWidget* widget, guint level)
-{
- gtk_math_view_set_log_verbosity(GTK_MATH_VIEW(main_area), level);
-}
-
-PRIVATE void
-help_about(GtkWidget* widget, gpointer data)
-{
- GtkWidget* dialog;
- GtkWidget* label;
- GtkWidget* ok;
-
- dialog = gtk_dialog_new();
- label = gtk_label_new("\n HELM PoT \n Copyright (C) 2001-2002 Luca Padovani \n");
- ok = gtk_button_new_with_label("Close");
-
- gtk_signal_connect_object (GTK_OBJECT (ok), "clicked",
- GTK_SIGNAL_FUNC (gtk_widget_destroy), (gpointer) dialog);
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->action_area),
- ok);
-
- gtk_container_add (GTK_CONTAINER (GTK_DIALOG(dialog)->vbox), label);
-
- gtk_widget_show_all (dialog);
-}
-
-PRIVATE void
-export_filename(GtkFileSelection* selector, gpointer user_data)
-{
- FILE* f;
- GtkMathView* math_view;
- gchar* selected_filename;
-
- selected_filename = gtk_file_selection_get_filename (GTK_FILE_SELECTION(user_data));
-
- math_view = GTK_MATH_VIEW(main_area);
-
- f = fopen(selected_filename, "wt");
- if (f == NULL) {
- save_error_msg(selected_filename);
- /*g_free(selected_filename);*/
- return;
- }
-
- gtk_math_view_export_to_postscript(math_view,
- (21 * SCALED_POINTS_PER_CM) / SCALED_POINTS_PER_PX,
- (29 * SCALED_POINTS_PER_CM) / SCALED_POINTS_PER_PX,
- SCALED_POINTS_PER_IN / SCALED_POINTS_PER_PX,
- SCALED_POINTS_PER_IN / SCALED_POINTS_PER_PX,
- FALSE,
- f);
-
- fclose(f);
- /*g_free(selected_filename);*/
-}
-
-PRIVATE void
-save_filename(GtkFileSelection* selector, gpointer user_data)
-{
- FILE* source;
- FILE* dest;
- gchar* buffer;
- gchar* selected_filename;
-
- if (file_name == NULL) return;
-
- source = fopen(file_name, "rt");
- if (source == NULL) {
- load_error_msg(file_name);
- return;
- }
-
- selected_filename = gtk_file_selection_get_filename (GTK_FILE_SELECTION(user_data));
- if (selected_filename == NULL) return;
-
- dest = fopen(selected_filename, "wt");
- if (dest == NULL) {
- save_error_msg(selected_filename);
- /*g_free(selected_filename);*/
- return;
- }
-
- /*g_free(selected_filename);*/
-
- buffer = g_new(gchar, 2048);
- while (!feof(source)) {
- size_t n = fread(buffer, sizeof(gchar), 2048, source);
- fwrite(buffer, sizeof(gchar), n, dest);
- }
-
- g_free(buffer);
- fclose(source);
- fclose(dest);
-}
-
-PRIVATE void
-file_dialog(const gchar* title, GtkSignalFunc f)
-{
- GtkWidget* fs;
-
- g_return_if_fail(title != NULL);
- g_return_if_fail(f != NULL);
-
- fs = gtk_file_selection_new(title);
-
- gtk_signal_connect (GTK_OBJECT (GTK_FILE_SELECTION(fs)->ok_button),
- "clicked", f, fs);
-
- /* Ensure that the dialog box is destroyed when the user clicks a button. */
-
- gtk_signal_connect_object (GTK_OBJECT (GTK_FILE_SELECTION(fs)->ok_button),
- "clicked", GTK_SIGNAL_FUNC (gtk_widget_destroy),
- (gpointer) fs);
-
- gtk_signal_connect_object (GTK_OBJECT (GTK_FILE_SELECTION(fs)->cancel_button),
- "clicked", GTK_SIGNAL_FUNC (gtk_widget_destroy),
- (gpointer) fs);
-
- /* Display that dialog */
-
- gtk_widget_show (fs);
-}
-
-PRIVATE void
-export_to_ps(GtkWidget* widget)
-{
- file_dialog("Export to PostScript", export_filename);
-#if 0
- static GList* items = NULL;
-
- GtkWidget* dialog;
- GtkWidget* tmp;
-
- if (items == NULL) {
- items = g_list_append(items, "A4");
- items = g_list_append(items, "A5");
- }
-
- dialog = gtk_dialog_new();
- tmp = gtk_label_new("Paper size");
- gtk_container_add(GTK_CONTAINER(GTK_DIALOG(dialog)->vbox), tmp);
- tmp = gtk_combo_new();
- gtk_combo_set_popdown_strings(GTK_COMBO(tmp), items);
- gtk_container_add(GTK_CONTAINER(GTK_DIALOG(dialog)->vbox), tmp);
-#if 0
- tmp = gtk_check_button_new_with_label("Disable Colors");
- gtk_container_add(GTK_CONTAINER(GTK_DIALOG(dialog)->vbox), tmp);
-#endif
-
- tmp = gtk_button_new_with_label("OK");
- gtk_signal_connect_object(GTK_OBJECT(tmp), "clicked", GTK_SIGNAL_FUNC(export_to_ps_get_file_name), dialog);
- gtk_signal_connect_object(GTK_OBJECT(tmp), "clicked", GTK_SIGNAL_FUNC(gtk_widget_destroy), dialog);
- gtk_container_add(GTK_CONTAINER(GTK_DIALOG(dialog)->action_area), tmp);
- tmp = gtk_button_new_with_label("Cancel");
- gtk_signal_connect_object(GTK_OBJECT(tmp), "clicked", GTK_SIGNAL_FUNC(gtk_widget_destroy), dialog);
- gtk_container_add(GTK_CONTAINER(GTK_DIALOG(dialog)->action_area), tmp);
-
- gtk_widget_show_all(dialog);
-#endif
-}
-
-PRIVATE void
-save_as(GtkWidget* widget)
-{
- file_dialog("Save As...", save_filename);
-}
-
-PRIVATE void
-element_changed(GtkMathView* math_view, GdomeElement* elem)
-{
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(main_area != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(math_view));
- /* fprintf(stderr, "node changed: %p %s\n", node, (node != NULL) ? mdom_node_get_name(node) : "-"); */
-
- if (!loading) {
- GdomeException exc = 0;
- GdomeDOMString* namespaceURI = gdome_str_mkref(XLINK_NS_URI);
- GdomeDOMString* localName = gdome_str_mkref("href");
-
- if (elem != NULL) {
- gdome_el_ref(elem, &exc);
- g_assert(exc == 0);
- }
-
- while (elem != NULL && !gdome_el_hasAttributeNS(elem, namespaceURI, localName, &exc)) {
- GdomeElement* parent = gdome_cast_el(gdome_el_parentNode(elem, &exc));
- g_assert(exc == 0);
- gdome_el_unref(elem, &exc);
- g_assert(exc == 0);
- elem = parent;
- }
- g_assert(exc == 0);
-
- gdome_str_unref(namespaceURI);
- gdome_str_unref(localName);
-
- if (elem != NULL) {
- gdome_el_unref(elem, &exc);
- g_assert(exc == 0);
- gdk_window_set_cursor(main_area->window, link_cursor);
- } else
- gdk_window_set_cursor(main_area->window, normal_cursor);
- }
-}
-
-PRIVATE void
-selection_changed(GtkMathView* math_view, GdomeElement* elem)
-{
- GdomeException exc = 0;
- GdomeDOMString* localName = gdome_str_mkref("xref");
-
- g_return_if_fail(math_view != NULL);
- g_return_if_fail(GTK_IS_MATH_VIEW(math_view));
-
- if (elem != NULL) {
- gdome_el_ref(elem, &exc);
- g_assert(exc == 0);
- }
-
- while (elem != NULL && !gdome_el_hasAttribute(elem, localName, &exc)) {
- GdomeElement* parent = gdome_cast_el(gdome_el_parentNode(elem, &exc));
- g_assert(exc == 0);
- gdome_el_unref(elem, &exc);
- g_assert(exc == 0);
- elem = parent;
- }
-
- gdome_str_unref(localName);
-
- gtk_math_view_set_selection(math_view, elem);
- if (elem != NULL) {
- gdome_el_unref(elem, &exc);
- g_assert(exc == 0);
- }
-}
-
-PRIVATE void
-jump(GdomeDOMString* href)
-{
- pid_t pid;
- g_return_if_fail(href != NULL);
-
- gdk_window_set_cursor(main_area->window, pot_cursor);
- loading = TRUE;
- pid = fork();
- if (pid == -1) exit(-1);
- if (pid == 0) {
- gchar* open_url = g_strdup_printf("openURL(%s,cic)", href->str);
- gint fd;
-
- close(0);
- close(1);
- close(2);
-
- fd = open("/dev/null", O_RDWR);
- dup(fd);
- dup(fd);
-
- execlp("netscape", "netscape", "-noraise", "-remote", open_url, NULL);
- perror("exec failed:");
- exit(-1);
- }
-}
-
-PRIVATE void
-clicked(GtkMathView* math_view, gpointer user_data)
-{
- GdomeException exc = 0;
- GdomeDOMString* namespaceURI = gdome_str_mkref(XLINK_NS_URI);
- GdomeDOMString* localName = gdome_str_mkref("href");
-
- GdomeElement* p = gtk_math_view_get_element(math_view);
- while (p != NULL && !gdome_el_hasAttributeNS(p, namespaceURI, localName, &exc)) {
- GdomeElement* parent = gdome_cast_el(gdome_el_parentNode(p, &exc));
- g_assert(exc == 0);
- gdome_el_unref(p, &exc);
- g_assert(exc == 0);
- p = parent;
- }
- g_assert(exc == 0);
-
- if (p != NULL) {
- GdomeDOMString* href = gdome_el_getAttributeNS(p, namespaceURI, localName, &exc);
- g_assert(exc == 0);
- g_assert(href != NULL);
-
- jump(href);
- gdome_str_unref(href);
- gdome_el_unref(p, &exc);
- g_assert(exc == 0);
- } else {
- p = gtk_math_view_get_action(math_view);
- if (p != NULL) {
- gtk_math_view_action_toggle(math_view);
- gdome_el_unref(p, &exc);
- g_assert(exc == 0);
- }
- }
-
- gdome_str_unref(namespaceURI);
- gdome_str_unref(localName);
-}
-
-PRIVATE void
-create_widget_set()
-{
- GtkWidget* main_vbox;
- GtkWidget* menu_bar;
-
- main_vbox = gtk_vbox_new(FALSE, 1);
- gtk_container_border_width(GTK_CONTAINER(main_vbox), 1);
- gtk_container_add(GTK_CONTAINER(window), main_vbox);
- gtk_widget_show(main_vbox);
-
- menu_bar = get_main_menu();
- gtk_box_pack_start(GTK_BOX(main_vbox), menu_bar, FALSE, TRUE, 0);
- gtk_widget_show(menu_bar);
-
- main_area = gtk_math_view_new(NULL, NULL);
- gtk_widget_show(main_area);
-
- gtk_signal_connect_object (GTK_OBJECT (main_area),
- "element_changed", GTK_SIGNAL_FUNC (element_changed),
- (gpointer) main_area);
-
- gtk_signal_connect_object (GTK_OBJECT (main_area),
- "selection_changed", GTK_SIGNAL_FUNC (selection_changed),
- (gpointer) main_area);
-
- gtk_signal_connect_object (GTK_OBJECT (main_area),
- "clicked", GTK_SIGNAL_FUNC(clicked),
- (gpointer) main_area);
-
- scrolled_area = gtk_scrolled_window_new(NULL, NULL);
- gtk_scrolled_window_set_policy(GTK_SCROLLED_WINDOW(scrolled_area),
- GTK_POLICY_AUTOMATIC, GTK_POLICY_ALWAYS);
- gtk_widget_show(scrolled_area);
- gtk_container_add(GTK_CONTAINER(scrolled_area), main_area);
- gtk_box_pack_start(GTK_BOX(main_vbox), scrolled_area, TRUE, TRUE, 0);
-
- status_bar = gtk_statusbar_new();
- gtk_widget_show(status_bar);
- gtk_box_pack_start(GTK_BOX(main_vbox), status_bar, FALSE, TRUE, 0);
- statusbar_context = gtk_statusbar_get_context_id(GTK_STATUSBAR(status_bar), "filename");
-
- gtk_widget_show(main_vbox);
-
- if (gtk_math_view_get_anti_aliasing(GTK_MATH_VIEW(main_area)))
- gtk_menu_item_activate(anti_aliasing_item);
-
- if (gtk_math_view_get_kerning(GTK_MATH_VIEW(main_area)))
- gtk_menu_item_activate(kerning_item);
-
- gtk_math_view_set_font_size(GTK_MATH_VIEW(main_area), DEFAULT_FONT_SIZE);
- gtk_menu_item_activate(font_size_item);
-}
-
-GtkWidget*
-get_main_menu()
-{
- GtkItemFactory* item_factory;
- GtkAccelGroup* accel_group;
- GtkWidget* menu_item;
-
- gint nmenu_items = sizeof(menu_items) / sizeof(menu_items[0]);
-
- accel_group = gtk_accel_group_new();
-
- item_factory = gtk_item_factory_new(GTK_TYPE_MENU_BAR, "<main>", accel_group);
-
- gtk_item_factory_create_items(item_factory, nmenu_items, menu_items, NULL);
-
- gtk_window_add_accel_group(GTK_WINDOW(window), accel_group);
-
- menu_item = gtk_item_factory_get_widget(item_factory, "/Options/Kerning");
- kerning_item = GTK_MENU_ITEM(menu_item);
-
- menu_item = gtk_item_factory_get_widget(item_factory, "/Options/Anti Aliasing");
- anti_aliasing_item = GTK_MENU_ITEM(menu_item);
-
- /* !!!BEWARE!!! the default font size must be kept aligned with the definition
- * in defs.h
- */
- menu_item = gtk_item_factory_get_widget(item_factory, "/Options/Default Font Size/14pt");
- font_size_item = GTK_MENU_ITEM(menu_item);
-
- return gtk_item_factory_get_widget(item_factory, "<main>");
-}
-
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of HelmPot, a minimal browser for HELM.
- *
- * HelmPot is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HelmPot is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HelmPot; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the HelmPot World-Wide-Web page,
- * http://cs.unibo.it/helm/helmview, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
-
-#ifndef __guiGTK_h__
-#define __guiGTK_h__
-
-#include <glib.h>
-#include <gtk/gtk.h>
-
-#ifdef __cplusplus
-extern "C" {
-#endif
-
- /* initGUI: some initialization stuff, creates the main window, sets it with a title */
- void GUI_init(gint *, gchar ***, gchar *, guint, guint, GtkFunction, guint32);
- void GUI_uninit(void);
-
- int GUI_load_document(const gchar*);
- void GUI_unload_document(void);
- void GUI_dump_entities(void);
-
- /* main: this is the main event loop, to be called when the program is ready to run */
- void GUI_run(void);
-
-#ifdef __cplusplus
-}
-#endif
-
-#endif /* __guiGTK_h__ */
+++ /dev/null
-Summary: A minimal browser for the HELM library
-Name: @PACKAGE@
-Version: @VERSION@
-Release: 1
-Copyright: GPL
-Group: Development/Libraries
-Source: www.cs.unibo.it:/helm/helmpot/@PACKAGE@-@VERSION@.tar.gz
-%description
-HelmView is a minimal browser for the HELM library.
-
-%prep
-%setup
-
-%build
-./configure
-make
-
-%install
-make install
-
-%files
-%doc AUTHORS COPYING ChangeLog INSTALL LICENSE NEWS README TODO
-
-/usr/local/bin/@PACKAGE@
+++ /dev/null
-/*
- * Copyright (C) 2000-2002, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of HelmPot, a minimal browser for HELM.
- *
- * HelmPot is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HelmPot is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HelmPot; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the HelmPot World-Wide-Web page,
- * http://cs.unibo.it/helm/helmpot, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
-
-#include <config.h>
-
-#include <glib.h>
-#include <assert.h>
-#include <getopt.h>
-#include <stdio.h>
-#include <stdlib.h>
-#include <errno.h>
-#include <sys/types.h>
-#include <sys/stat.h>
-#include <sys/socket.h>
-#include <netinet/in.h>
-#include <arpa/inet.h>
-#include <fcntl.h>
-#include <unistd.h>
-
-#include "defs.h"
-#include "guiGTK.h"
-
-#define BUFFER_SIZE 2048
-
-PRIVATE gchar app_name[64];
-PRIVATE gint sockfd;
-PRIVATE struct sockaddr_in address;
-
-PRIVATE void
-error(const gchar* msg)
-{
- g_assert(msg != NULL);
- fprintf(stderr, "%s: fatal error: %s\n", app_name, msg);
-}
-
-#if 0
-PRIVATE void
-print_version()
-{
- printf("%s - written by Luca Padovani (C) 2000.\n", app_name);
-#ifdef DEBUG
- printf("Compiled %s %s\n", __DATE__, __TIME__);
-#endif
- exit(0);
-}
-#endif
-
-PRIVATE gboolean
-timeout(gpointer user_data)
-{
- static gchar file_name[BUFFER_SIZE];
-
- if (recv(sockfd, file_name, BUFFER_SIZE, 0) < 0) {
- if (errno != EAGAIN && errno != EWOULDBLOCK)
- error("error receving message");
- } else
- GUI_load_document(file_name);
-
- return TRUE;
-}
-
-int
-main(int argc, char *argv[])
-{
- sprintf(app_name, "HELM Pot (Plug-OuT) v%s", VERSION);
-
- if (argc != 2) {
- fprintf(stderr, "%s\n\n", app_name);
- fprintf(stderr, "Usage: helmpot URL\n");
- exit(-1);
- }
-
- sockfd = socket(PF_INET, SOCK_DGRAM, 0);
- if (sockfd < 0) error("could not create socket");
-
- if (inet_aton("127.0.0.1", &address.sin_addr) < 0)
- error("could not create address");
- address.sin_port = 8778;
- address.sin_family = PF_INET;
-
- if (bind(sockfd, &address, sizeof(address)) < 0) {
- if (sendto(sockfd, argv[1], strlen(argv[1]), 0, &address, sizeof(address)) < 0)
- error("could not send message");
- sleep(1);
- exit(0);
- }
-
- if (fcntl(sockfd, F_SETFL, O_NONBLOCK) < 0)
- error("could not set the socket to non-block mode");
-
- GUI_init(&argc, &argv, app_name, 500, 600, timeout, 500);
-
- GUI_load_document(argv[1]);
-
- GUI_run();
- GUI_uninit();
- GUI_unload_document();
-
- return 0;
-}
+++ /dev/null
-#define pot_mask_width 16
-#define pot_mask_height 16
-static unsigned char pot_mask_bits[] = {
- 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x80, 0x03, 0xe0, 0x0f, 0xe0, 0x0f,
- 0xff, 0x7f, 0xff, 0xff, 0xff, 0xff, 0xfe, 0xff, 0xfe, 0xff, 0xfc, 0x7f,
- 0xfc, 0x7f, 0xf8, 0x3f, 0xf0, 0x1f, 0x00, 0x00};
+++ /dev/null
-*.cmi
-*.cmo
-*.cma
-*.cmx
-*.cmxa
-*.a
-*.o
-http_getter
-http_getter.opt
-autom4te.cache
-buildTimeOpts.ml
-config.log
-config.status
-configure
+++ /dev/null
-
-- current version (the OCaml one!):
-
- Stefano Zacchiroli <zack@cs.unibo.it>
-
-- for the old Perl version:
-
- Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- Stefano Zacchiroli <zack@cs.unibo.it>
- Luca Padovani <lpadovan@cs.unibo.it>
-
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
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-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
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-associated interface definition files, plus the scripts used to
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-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-- ignore comments and blank lines in servers file
-- added "list_servers", "add_server", "remove_server" methods
-- bugfix: multiple definition of URI by different servers are now permitted
-
-08/01/2003: OCaml reimplementation available! (version 0.2.1)
-28/12/2000: First alpha release
+++ /dev/null
-VERSION = 0.3.0
-NAME = http_getter
-
-REQUIRES = helm-getter helm-logger helm-registry netstring
-COMMONOPTS = -package "$(REQUIRES)" -pp camlp4o -thread
-OCAMLFIND = OCAMLPATH=../ocaml/METAS ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc -g $(COMMONOPTS)
-OCAMLOPT = $(OCAMLFIND) opt $(COMMONOPTS)
-
-all: byte
-byte: $(NAME)
-opt: $(NAME).opt
-world: byte opt
-
-$(NAME): buildTimeOpts.cmo main.ml
- $(OCAMLC) -linkpkg -o $@ $^
-$(NAME).opt: buildTimeOpts.cmx main.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-
-%.cmo: %.ml
- $(OCAMLC) -c $<
-%.cmx: %.ml
- $(OCAMLOPT) -c $<
-
-distclean: clean
- rm -f buildTimeOpts.ml
-clean:
- rm -f *.cm[aiox] *.o $(NAME){,.opt} *.dot
-
-.PHONY: all byte opt world clean distclean
-
+++ /dev/null
-http_getter_types.cmi http_getter_types.cmo: http_getter_types.ml
- $(OCAMLC) -c $<
+++ /dev/null
-
-09/02/2004
-
- Split getter in backend and frontend. Frontend is the only remaining file here
- (namely main.ml). Backend is shipped in the helm-http_getter library (look in
- the HELM cvs, dir ocaml/getter/).
- -- Zack <zack@cs.unibo.it>
-
-08/01/2003
-
- Fully OCaml HTTP Getter is now available: go and burn the Perl implementation!
- -- Zack <zack@cs.unibo.it>
-
+++ /dev/null
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-the getter used to map logical names into phisical names and download
-the required files.
-
-For more information see http://helm.cs.unibo.it
+++ /dev/null
-
-let conffile = "@GETTER_CONF_FILE@";;
-
+++ /dev/null
-AC_INIT(main.ml)
-
-AC_ARG_WITH(conffile,
- AS_HELP_STRING([--with-conffile=fname],
- [set default run time configuration file (default is /etc/http_getter.conf.xml]),
- [GETTER_CONF_FILE=$withval], [GETTER_CONF_FILE=/etc/http_getter.conf.xml])
-
-AC_SUBST(GETTER_CONF_FILE)
-
-AC_OUTPUT([
- buildTimeOpts.ml
-])
-
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="getter">
- <key name="servers_file">/projects/helm/var/servers.txt</key>
- <key name="cache_dir">/tmp/helm/cache</key>
- <key name="maps_dir">/projects/helm/var</key>
- <key name="dtd_dir">/projects/helm/xml/dtd</key>
- <key name="port">58081</key>
- <key name="log_file">http_getter.log</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2003-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open Http_getter_common
-open Http_getter_const
-open Http_getter_misc
-open Http_getter_types
-
- (* constants *)
-
-let configuration_file = BuildTimeOpts.conffile
-
-let common_headers = [
- "Cache-Control", "no-cache";
- "Pragma", "no-cache";
- "Expires", "0"
-]
-
- (* HTTP queries argument parsing *)
-
- (* parse encoding ("format" parameter), default is `Normal *)
-let parse_enc (req: Http_types.request) =
- try
- (match req#param "format" with
- | "normal" -> `Normal
- | "gz" -> `Gzipped
- | s -> raise (Bad_request ("Invalid format: " ^ s)))
- with Http_types.Param_not_found _ -> `Normal
-
- (* parse "patch_dtd" parameter, default is true *)
-let parse_patch (req: Http_types.request) =
- try
- (match req#param "patch_dtd" with
- | s when String.lowercase s = "yes" -> true
- | s when String.lowercase s = "no" -> false
- | s -> raise (Bad_request ("Invalid patch_dtd value: " ^ s)))
- with Http_types.Param_not_found _ -> true
-
- (* parse output format ("format" parameter), no default value *)
-let parse_output_format meth (req: Http_types.request) =
- match req#param "format" with
- | s when String.lowercase s = "txt" -> `Text
- | s when String.lowercase s = "xml" -> `Xml
- | s -> raise (Bad_request ("Invalid /" ^ meth ^ " format: " ^ s))
-
-let xml_escape = Netencoding.Html.encode ~in_enc:`Enc_utf8 ()
-
-let html_tag ?exn () =
- let xml_decl = "<?xml version=\"1.0\"?>\n" in
- match exn with
- | Some (exn, arg) ->
- let (exn, arg) = (xml_escape exn, xml_escape arg) in
- sprintf
- ("%s<html xmlns=\"%s\"\nxmlns:helm=\"%s\"\n"
- ^^ "helm:exception=\"%s\"\nhelm:exception_arg=\"%s\">\n")
- xml_decl xhtml_ns helm_ns exn arg
- | None ->
- sprintf "%s<html xmlns=\"%s\"\nxmlns:helm=\"%s\">\n"
- xml_decl xhtml_ns helm_ns
-
-let mk_return_fun pp_fun contype msg outchan =
- Http_daemon.respond
- ~body:(pp_fun msg) ~headers:["Content-Type", contype] outchan
-
-let pp_msg s = sprintf "%s<body>%s</body></html>" (html_tag ()) s
-let null_pp s = s
-
-let return_html_error exn =
- let pp_error s =
- sprintf
- ("%s\n<body>Http Getter error: <span style=\"color:red\">%s"
- ^^ "</span></body></html>")
- (html_tag ~exn ()) s
- in
- mk_return_fun pp_error "text/xml"
-
-let return_html_internal_error exn =
- let pp_internal_error s =
- sprintf
- ("%s\n<body>Http Getter Internal error: <span style=\"color:red\">%s"
- ^^ "</span></body></html>")
- (html_tag ~exn ()) s
- in
- mk_return_fun pp_internal_error "text/xml"
-
-let return_html_msg = mk_return_fun pp_msg "text/xml"
-let return_html_raw = mk_return_fun null_pp "text/xml"
-let return_xml_raw = mk_return_fun null_pp "text/xml"
-let return_400 exn body = return_html_error exn body
-
-let return_all_uris doctype uris outchan =
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan;
- Http_daemon.send_header "Content-Type" "text/xml" outchan;
- Http_daemon.send_headers common_headers outchan;
- Http_daemon.send_CRLF outchan;
- output_string
- outchan
- (sprintf
-"<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>
-<!DOCTYPE %s SYSTEM \"%s/getdtd?uri=%s.dtd\">
-
-<%s>
-"
- doctype
- (Lazy.force Http_getter_env.my_own_url)
- doctype
- doctype);
- List.iter
- (fun uri -> output_string outchan (sprintf "\t<uri value=\"%s\" />\n" uri))
- uris;
- output_string outchan (sprintf "</%s>\n" doctype)
-
-let return_all_xml_uris fmt outchan =
- let uris = Http_getter.getalluris () in
- match fmt with
- | `Text ->
- let buf = Buffer.create 10240 in
- List.iter (bprintf buf "%s\n") uris ;
- let body = Buffer.contents buf in
- Http_daemon.respond
- ~headers:(("Content-Type", "text/plain") :: common_headers)
- ~body outchan
- | `Xml -> return_all_uris "alluris" uris outchan
-
-let return_ls regexp fmt outchan =
- let ls_items = Http_getter.ls regexp in
- let buf = Buffer.create 10240 in
- (match fmt with
- | `Text ->
- List.iter
- (function
- | Ls_section dir -> bprintf buf "dir, %s\n" dir
- | Ls_object obj ->
- bprintf buf "object, %s, <%s,%s,%s,%s>\n"
- obj.uri (if obj.ann then "YES" else "NO")
- (string_of_ls_flag obj.types)
- (string_of_ls_flag obj.body)
- (string_of_ls_flag obj.proof_tree))
- ls_items
- | `Xml ->
- Buffer.add_string buf "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n";
- bprintf buf "<!DOCTYPE ls SYSTEM \"%s/getdtd?uri=ls.dtd\">\n"
- (Lazy.force Http_getter_env.my_own_url);
- Buffer.add_string buf "<ls>\n";
- List.iter
- (function
- | Ls_section dir -> bprintf buf "<section>%s</section>\n" dir
- | Ls_object obj ->
- bprintf buf
-"<object name=\"%s\">
-\t<ann value=\"%s\" />
-\t<types value=\"%s\" />
-\t<body value=\"%s\" />
-\t<proof_tree value=\"%s\" />
-</object>
-"
- obj.uri (if obj.ann then "YES" else "NO")
- (string_of_ls_flag obj.types)
- (string_of_ls_flag obj.body)
- (string_of_ls_flag obj.proof_tree))
- ls_items;
- Buffer.add_string buf "</ls>\n");
- let body = Buffer.contents buf in
- Http_daemon.respond
- ~headers:(("Content-Type", "text/plain") :: common_headers)
- ~body outchan
-
-let return_help outchan = return_html_raw (Http_getter.help ()) outchan
-
-let return_resolve uri outchan =
- try
- return_xml_raw
- (sprintf "<url value=\"%s\" />\n" (Http_getter.resolve uri))
- outchan
- with
- | Unresolvable_URI _ -> return_xml_raw "<unresolvable />\n" outchan
- | Key_not_found _ -> return_xml_raw "<not_found />\n" outchan
-
-let log_failure msg = Http_getter_logger.log ("Request not fulfilled: " ^ msg)
-
-let convert_file ~from_enc ~to_enc fname =
- let remove f = fun () -> if Sys.file_exists f then Sys.remove f in
- match from_enc, to_enc with
- | `Normal, `Normal
- | `Gzipped, `Gzipped -> fname, (fun () -> ())
- | `Normal, `Gzipped ->
- let tmp = Http_getter_misc.tempfile () in
- Http_getter_misc.gzip ~keep:true ~output:tmp fname;
- tmp, remove tmp
- | `Gzipped, `Normal ->
- let tmp = Http_getter_misc.tempfile () in
- Http_getter_misc.gunzip ~keep:true ~output:tmp fname;
- tmp, remove tmp
-
-let is_gzip fname = Http_getter_misc.extension fname = ".gz"
-
-let patch_fun_for uri url =
- let xmlbases =
- if Http_getter_common.is_theory_uri uri then
- Some (Filename.dirname uri, Filename.dirname url)
- else
- None
- in
- Http_getter_common.patch_xml ?xmlbases ~via_http:true ()
-
-let respond_dtd patch_dtd fname outchan =
- let via_http = false in
- let patch_fun =
- if patch_dtd then Some (Http_getter_common.patch_dtd ~via_http ())
- else None
- in
- Http_getter_common.return_file ~via_http:true ~fname ~contype:"text/plain"
- ~gunzip:false ?patch_fun ~enc:`Normal outchan
-
-(* let respond_xsl
- ?(via_http = true) ?(enc = `Normal) ?(patch = true) ~url outchan
- =
- let patch_fun =
- if patch then Http_getter_common.patch_xsl ~via_http () else (fun x -> x)
- in
- let fname = tempfile () in
- finally (fun () -> Sys.remove fname) (lazy (
- wget ~output:fname url;
- return_file ~via_http ~fname ~contype:"text/xml" ~patch_fun ~enc outchan
- )) *)
-(* | "/getxslt" ->
- Http_getter_cache.respond_xsl
- ~url:(Http_getter.resolve (req#param "uri"))
- ~patch:(parse_patch req) outchan *)
-
-let respond_xslt patch_xslt xslt_name outchan =
- let fname = Http_getter.getxslt xslt_name in
- let patch_fun =
- if patch_xslt then Some (Http_getter_common.patch_xsl ~via_http:true ())
- else None
- in
- Http_getter_common.return_file ~fname ~contype:"text/xml" ?patch_fun
- ~gunzip:false ~via_http:true ~enc:`Normal outchan
-
- (* thread action *)
-
-let callback (req: Http_types.request) outchan =
- try
- Http_getter_logger.log ("Connection from " ^ req#clientAddr);
- Http_getter_logger.log ("Received request: " ^ req#uri);
- (match req#path with
- | "/help" -> return_help outchan
- | "/getxml" ->
- let uri = req#param "uri" in
- let fname = Http_getter.getxml uri in (* local name, in cache *)
- let remote_name = Http_getter.resolve uri in (* remote name *)
- let src_enc = if is_gzip fname then `Gzipped else `Normal in
- let enc = parse_enc req in
- let fname, cleanup = convert_file ~from_enc:src_enc ~to_enc:enc fname in
- let contenc = if enc = `Gzipped then Some "x-gzip" else None in
- let patch_fun =
- if parse_patch req
- then Some (patch_fun_for uri remote_name)
- else None
- in
- let gunzip = (enc = `Gzipped) in
- (try
- Http_getter_common.return_file
- ~fname ~contype:"text/xml" ?contenc ?patch_fun ~gunzip
- ~via_http:true ~enc outchan;
- with exn -> cleanup (); raise exn);
- cleanup ()
- | "/getxslt" -> respond_xslt (parse_patch req) (req#param "uri") outchan
- | "/getdtd" ->
- let fname = Http_getter.getdtd (req#param "uri") in
- respond_dtd (parse_patch req) fname outchan
- | "/resolve" -> return_resolve (req#param "uri") outchan
- | "/clean_cache" ->
- Http_getter.clean_cache ();
- return_html_msg "Done." outchan
- | "/getalluris" ->
- return_all_xml_uris (parse_output_format "getalluris" req) outchan
- | "/ls" ->
- return_ls (req#param "baseuri") (parse_output_format "ls" req) outchan
- | "/getempty" ->
- Http_daemon.respond ~body:Http_getter_const.empty_xml outchan
- | invalid_request ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- outchan);
- Http_getter_logger.log "Done!\n"
- with
- | Http_types.Param_not_found attr_name ->
- let msg = sprintf "Parameter '%s' is missing" attr_name in
- log_failure msg;
- return_400 ("bad_request", msg) msg outchan
- | Bad_request msg ->
- log_failure msg;
- return_html_error ("bad_request", msg) msg outchan
- | Internal_error msg ->
- log_failure msg;
- return_html_internal_error ("internal_error", msg) msg outchan
- | exn ->
- let msg = "uncaught exception: " ^ (Printexc.to_string exn) in
- (match exn with
- | Http_getter_types.Key_not_found uri ->
- return_html_error ("key_not_found", uri) msg outchan
- | _ ->
- log_failure msg;
- return_html_error ("uncaught_exception", msg) msg outchan)
-
-let batch_update = ref false
-
-let args = [ ]
-
- (* Main *)
-let main () =
- Arg.parse args (fun _-> ()) "http_getter honors the following options:\n";
- Helm_registry.load_from configuration_file;
- Http_getter.init ();
- print_string (Http_getter_env.env_to_string ());
- flush stdout;
- Sys.catch_break true;
- let d_spec = Http_daemon.daemon_spec
- ~mode:`Thread ~timeout:(Some 600)
- ~port:(Lazy.force Http_getter_env.port)
- ~callback:callback ()
- in
- try
- Http_daemon.main d_spec
- with Sys.Break -> ()
-
-let _ = main ()
-
+++ /dev/null
-getter-panel.tar.gz
+++ /dev/null
-
-all:
-
-clean:
- rm -f getter-panel.tar.gz
-
-cleanbak:
- rm -rf *~
-
-dist: clean cleanbak
- cd ..; tar cvfz getter-panel.tar.gz panel ; mv getter-panel.tar.gz panel
-
+++ /dev/null
-<html>
-
-<head>
-<title>Getter Control Panel</title>
-
-<style type="text/css">
-#normal { background-color: white; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-</style>
-
-<script language="JavaScript" src="control.js">
-</script>
-
-</head>
-
-<body id="normal">
-<a name="top"/>
-<table border="0" width="100%" cellpadding="4">
-<tr><td class="head" align="center"><big><big>Getter Control Panel</big></big></td></tr>
-</table>
-
-<br />
-
-<div id="indent">
-This is a control panel for the HTTP getter. You can control a local or remote getter by filling
-the appropriate field below and sending the desired commands. In most cases, results of commands, such as error
-messages or documents, will be opened in the frame at the bottom of this page.
-Note that in order to use this page <i>you must have JavaScript enabled</i>.
-If you have troubles, please send an email to the author:
-<a href="mailto:luca.padovani@cs.unibo.it">luca.padovani@cs.unibo.it</a>
-</div>
-
-<div id="indent">
-<br />
-<table border="1">
- <tr>
- <td>
- <form name="getterURL">
- Getter <b>URL</b>
- <script>
- document.write('<input type="text" value="' + getInitialGetterURL() + '" size="50"/>');
- </script>
- <select onChange="selectGetterURL(this)">
- <option value="">---</option>
- <option value="localhost:8081/">localhost</option>
- <option value="marcello.cs.unibo.it:8081/">marcello</option>
- <option value="phd.cs.unibo.it:8081/">phd</option>
- <option value="eolo.cs.unibo.it:8081/">eolo</option>
- <option value="mowgli.cs.unibo.it:58081/">mowgli</option>
- </select>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form>
- <b>Check</b> if Getter is running and request <b>Help</b>:<br />
- <input type="button" value="Check & Help" onClick="top.result.location.replace(getGetterURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form>
- <b>Update</b> Getter's maps:<br />
- <input type="button" value="Update" onClick="top.result.location.replace(getGetterURL() + 'update')"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form>
- <b>Clean cache</b> (must be done every time a file is modified)<br />
- <input type="button" value="Clean" onClick="top.result.location.replace(getGetterURL() + 'clean_cache')"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form>
- <b>List</b> servers:<br />
- <input type="button" value="List servers" onClick="top.result.location.replace(getGetterURL() + 'list_servers')"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="addServer">
- <b>Add</b> a server to the servers list:<br />
- Server URL: <input type="text" name="url" size="50" value="http://" /><br />
- Server position: <input type="text" name="position" value="0" /><br />
- <input type="button" value="Add server" onClick="top.result.location.replace(getGetterURL() + 'add_server?url=' + escape(document.addServer.elements[0].value) +'&position=' + escape(document.addServer.elements[1].value))"/>
- </form>
- </td>
- </tr>
- <tr>
- <td>
- <form name="removeServer">
- <b>Remove</b> a server from the servers list:<br />
- Server number: <input type="text" name="position" value="0" /><br />
- <input type="button" value="Remove server" onClick="top.result.location.replace(getGetterURL() + 'remove_server?position=' + escape(document.removeServer.elements[0].value))"/>
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-<div id="indent">
-
-<table border="0">
-</table>
-
-</div>
-
-<div id="indent">
- <br />
- In case you want to customize the panel for your own needs, you can download
- the source archive (HTML + JavaScript):
- <ul>
- <li>Getter Panel [<a href="getter-panel.tar.gz">.tar.gz</a>]</li>
- </ul>
-</div>
-
-</body>
-
-</html>
-
+++ /dev/null
-
-function getParam(name, def)
-{
- var search = top.location.search;
- search = search.slice(1);
- var args = search.split("&");
- var value = "-1";
- for (var i = 0 ; i < args.length ; i++) {
- var couple = args[i].split("=");
- if (couple[0] == name) value = couple[1];
- }
- if (value == "-1") value = def;
- return value;
-}
-
-function getInitialGetterURL()
-{
- return getParam("getterURL", "http://mowgli.cs.unibo.it:58081/");
-}
-
-function getGetterURL()
-{
- return document.getterURL.elements[0].value;
-}
-
-function selectGetterURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.getterURL.elements[0].value = "";
- } else {
- //document.getterURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":8081/";
- document.getterURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value;
- }
-}
-
+++ /dev/null
-<html>
-
-<frameset rows="75%,*">
- <frame src="control.html" name="control"/>
- <frame src="welcome.html" name="result"/>
-</frameset>
-
-</html>
+++ /dev/null
-<html>
-
-<body bgcolor="white">
-</body>
-
-</html>
+++ /dev/null
-#!/usr/bin/ocamlrun /usr/bin/ocaml
-#use "topfind";;
-#require "dbm";;
-let db = Dbm.opendbm Sys.argv.(1) [ Dbm.Dbm_rdonly ] 0 in
-Dbm.iter (Printf.printf "%s: %s\n") db;
-Dbm.close db
+++ /dev/null
-#!/usr/bin/perl -w
-
-# dump on stdout the data contained in a db file.
-# Print one line for each record in this format
-# <key> = <value>
-#
-# Stefano "Zack" Zacchiroli <zack@cs.unibo.it>
-#
-
-use strict qw(O_RDONLY);
-use DB_File;
-
-my $dbfile = shift || die "which db file ?";
-my %map;
-tie(%map, 'DB_File', $dbfile, O_RDONLY, 0664);
-while(($key,$value) = each %map) {
- print "$key = $value\n";
-}
-
+++ /dev/null
-#!/usr/bin/perl -w
-use strict;
-
-# escape a URI with uri escaping
-#
-# Stefano "Zack" Zacchiroli <zack@cs.unibo.it>
-#
-
-
-use URI::Escape;
-
-while(<>) {
- chomp;
- print uri_escape($_);
- print "\n";
-}
+++ /dev/null
-#!/usr/bin/perl -w
-use strict;
-
-# unescape a URI escaped with uri escaping
-#
-# Stefano "Zack" Zacchiroli <zack@cs.unibo.it>
-#
-
-use URI::Escape;
-
-while(<>) {
- chomp;
- print uri_unescape($_);
- print "\n";
-}
+++ /dev/null
-*.cm[aiox] *.cmxa *.output *.opt hxp
-hxpParser.ml hxpParser.mli hxpLexer.ml
+++ /dev/null
-hxpTop.cmo: hxpTypes.cmo hxpXML.cmo
-hxpTop.cmx: hxpTypes.cmx hxpXML.cmx
-hxpParser.cmo: hxpTypes.cmo hxpParser.cmi
-hxpParser.cmx: hxpTypes.cmx hxpParser.cmi
-hxpParser.cmi: hxpTypes.cmo
-hxpLexer.cmo: hxpParser.cmi
-hxpLexer.cmx: hxpParser.cmx
-hxpXML.cmo: hxpLexer.cmo hxpParser.cmi hxpTypes.cmo
-hxpXML.cmx: hxpLexer.cmx hxpParser.cmx hxpTypes.cmx
+++ /dev/null
-On mowgli.cs.unibo.it this line outputs the names' list in a format suitable for
-Postgres. Each line of this list contains a uri and its short name separated by
-a tab character (as produced by pg_dump). see hxp --help for details.
-
-hxp.opt -l /projects/helm/EXPORT/examples_mowgli/objects -r pg-names
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = zip
-# unix helm-cic_textual_parser \
-# helm-mathql helm-mathql_interpreter helm-mathql_generator
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)"
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep
-OCAMLYACC = ocamlyacc
-OCAMLLEX = ocamllex
-
-LIBRARIES = $(shell ocamlfind query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell ocamlfind query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-HXPTOP = hxpTop.ml
-
-DEPOBJS = $(HXPTOP)
-AUXOBJS = hxpTypes.ml hxpParser.ml hxpParser.mli hxpLexer.ml hxpXML.ml
-
-all: hxp
-opt: hxp.opt
-
-depend: $(AUXOBJS)
- $(OCAMLDEP) $(DEPOBJS) $(AUXOBJS) > .depend
-
-hxp: hxpParser.cmi $(AUXOBJS:.ml=.cmo) $(HXPTOP:.ml=.cmo) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o hxp $(AUXOBJS:.ml=.cmo) $(HXPTOP:.ml=.cmo)
-
-hxp.opt: $(AUXOBJS:.ml=.cmx) $(HXPTOP:.ml=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o hxp.opt $(AUXOBJS:.ml=.cmx) $(HXPTOP:.ml=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx .mly .mll
-.ml.cmo: $(LIBRARIES)
- $(OCAMLC) -c $<
-.mli.cmi: $(LIBRARIES)
- $(OCAMLC) -c $<
-.ml.cmx: $(LIBRARIES_OPT)
- $(OCAMLOPT) -c $<
-.mly.ml:
- $(OCAMLYACC) $<
-.mly.mli:
- $(OCAMLYACC) $<
-.mll.ml:
- $(OCAMLLEX) $<
-
-$(DEPOBJS:%.ml=%.cmo): $(LIBRARIES)
-$(DEPOBJS:%.ml=%.cmx): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[iox] *.o hxp hxp.opt \
- hxpParser.ml hxpParser.mli hxpLexer.ml
-
-install:
- cp hxp hxp.opt $(BIN_DIR)
-
-uninstall:
- cd $(BIN_DIR)
- rm -f hxp hxp.opt
-
-.PHONY: install uninstall clean
-
-ifneq ($(MAKECMDGOALS), depend)
- include .depend
-endif
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://www.cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-{
- open HxpParser
-}
-
-let SPC = [' ' '\t' '\n' '\r' '?' '!']+
-let ALPHA = ['A'-'Z' 'a'-'z']+
-let STR = '"'[^'"']*'"'
-let NUM = ['0'-'9' '.']+
-let BEF = [^ '=' '0'-'9' '.' ':' '*']*
-
-rule xml_token = parse
- | SPC { xml_token lexbuf }
- | '<' { OPEN }
- | '>' { CLOSE }
- | '=' { EQ }
- | '/' { SL }
- | ALPHA { NAME (Lexing.lexeme lexbuf) }
- | STR { VAL (Lexing.lexeme lexbuf) }
- | eof { DONE }
-
-and time_token = parse
- | BEF { time_token lexbuf }
- | NUM { DATA (float_of_string (Lexing.lexeme lexbuf)) }
- | '=' { EQ }
- | ':' { CLN }
- | _ { DONE }
- | eof { DONE }
-
+++ /dev/null
-/* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- */
-
-/* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- */
-
-%{
- module T = HxpTypes
-%}
- %token DONE
- %token <string> NAME VAL
- %token OPEN CLOSE EQ SL /* < > = / */
- %start xml
- %type <HxpTypes.xml_object> xml
-
- %token <float> DATA
- %token CLN
- %start time
- %type <float * float> time
-%%
- xml :
- OPEN NAME { T.XML_Open $2 }
- | NAME EQ VAL { T.XML_Attribute ($1, $3) }
- | CLOSE { T.XML_End }
- | OPEN SL NAME CLOSE { T.XML_Close $3 }
- | SL CLOSE { T.XML_Close "" }
- | NAME NAME VAL { T.XML_Attribute ($1 ^ " " ^ $2, $3) }
- | DONE { T.XML_Done }
- ;
- time :
- EQ DATA CLN DATA { ($2, $4) }
- | DATA EQ DATA CLN DATA { ($3, $5) }
- | DONE { (-1., -1.) }
- ;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://www.cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module T = HxpTypes
-
-module X = HxpXML.Make
-
-let build = ref "EXPORT"
-
-let lib = ref Filename.current_dir_name
-
-let uq s = String.sub s 1 (String.length s - 2)
-
-let rec esc s =
- try
- let i = String.index s '\'' in
- let l = String.length s in
- String.sub s 0 i ^ "\\\'" ^ esc (String.sub s (succ i) (l - succ i))
- with Not_found -> s
-
-let split_filename f =
- let len = String.length f in
- let dot = String.rindex f '.' in
- let slash = String.rindex f '/' in
- let path = String.sub f 0 slash in
- let name = String.sub f (succ slash) (dot - succ slash) in
- let ext = String.sub f (succ dot) (len - succ dot) in
- (path, (name, ext))
-
-let ins0 name filter =
- let sort = ref "\"\"" in
- let relative = ref 0 in
- let count = ref 0 in
- let max = ref 0 in
- let flags = String.create 3 in
- let set_flags_for = function
- | T.XML_Open "LAMBDA" -> flags.[0] <- 'L'
- | T.XML_Open "MUTCASE" -> flags.[1] <- 'C'
- | T.XML_Open "FIX" -> flags.[2] <- 'F'
- | T.XML_Open "COFIX" -> flags.[2] <- 'F'
- | _ -> ()
- in
- let rec skip_premises h =
- match X.xnext h with
- | h, (T.XML_Attribute _, _) -> skip_premises h
- | h, (T.XML_End, _) -> skip_premises h
- | h, (T.XML_Open "PROD", i) ->
- let h =
- if ! sort = "\"\"" then
- match X.xnext h with
- | h, (T.XML_Attribute ("type", str), _) -> sort := str; h
- | h, _ -> sort := ""; h
- else h
- in
- let h = X.scan_for h (T.XML_Close "source", succ i) in
- let h, (obj, i) = X.xnext h in
- relative := i + 2; (* XML_Open "target" *)
- skip_premises h
- | h, (obj, _) ->
- print_string (! sort ^ " " ^ T.string_of_object obj);
- set_flags_for obj; h
- in
- let rec ins_aux h =
- match X.xnext h with
- | h, (T.XML_Done, _) -> h
- | h, (T.XML_Attribute ("uri", v), i) ->
- incr count;
- if i > ! max then max := i;
- ins_aux h
- | h, (obj, _) ->
- set_flags_for obj; ins_aux h
- in
- if snd (snd (split_filename name)) = "con" then begin
- flags.[0] <- '-'; flags.[1] <- '-'; flags.[2] <- '-';
- let h = X.start (Filename.concat ! lib (name ^ ".xml")) filter in
- let h = X.scan_for h (T.XML_Open "type", 3) in
- X.stop (ins_aux (skip_premises h));
- print_endline (" \"cic:" ^ name ^ "\" " ^ flags ^
- " count " ^ string_of_int ! count ^
- " max_depth " ^ string_of_int (! max - ! relative) ^
- " <p>");
- flush stdout
- end
-
-type style_t = HTML | PG | RDF
-
-let ins1 style name filter =
- let maior = ref 0 in
- let minor = ref (-1) in
- let make_uris () =
- let make_ref pre sep post =
- if ! maior > 0 then
- name ^ pre ^ string_of_int ! maior ^
- (if ! minor > 0 then sep ^ string_of_int ! minor else "") ^ post
- else name
- in
- incr minor;
- (make_ref "#xpointer(1/" "/" ")", make_ref "," "," "")
- in
- let out_alias n =
- match style with
- | HTML ->
- print_endline ("\"" ^ n ^ "\" alias of \"cic:" ^
- fst (make_uris ()) ^ "\" <p>")
- | PG ->
- print_endline ("cic:/" ^ fst (make_uris ()) ^ "\t" ^ n)
- | RDF ->
- let uris = make_uris () in
- let dir = ! build ^ fst (split_filename name) in
- let rc = Sys.command ("mkdir -p " ^ esc dir) in
- let och = open_out (! build ^ snd uris ^ ".xml") in
- output_string och "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n\n";
- output_string och "<rdf:RDF xml:lang=\"en\"\n";
- output_string och " xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\"\n";
- output_string och " xmlns:h=\"http://www.cs.unibo.it/helm/schemas/mattone.rdf#\">\n";
- output_string och (" <h:Object rdf:about=\"cic:" ^ fst uris ^ "\">\n");
- output_string och (" <h:name>" ^ n ^ "</h:name>\n");
- output_string och " </h:Object>\n";
- output_string och "</rdf:RDF>\n";
- close_out och;
-(* print_endline ("\"" ^ fst uris ^ "\" alias \"" ^ n ^ "\"")
-*) in
- let rec ins_aux h =
- match X.xnext h with
- | h, (T.XML_Done, _) -> h
- | h, (T.XML_Attribute ("name", n), i) ->
- if i = 4 then begin incr maior; minor := -1; out_alias (uq n) end else
- if i = 5 then out_alias (uq n);
- ins_aux h
- | h, _ -> ins_aux h
- in
- let split = snd (split_filename name) in
- if snd split <> "ind" then out_alias (fst split) else
- let h = X.start (Filename.concat ! lib (name ^ ".xml")) filter in
- X.stop (ins_aux h);
- flush stdout
-
-let test s name filter =
- if s = "con-info" then ins0 name filter else
- if s = "html-names" then ins1 HTML name filter else
- if s = "pg-names" then ins1 PG name filter else
- if s = "rdf-names" then ins1 RDF name filter else ()
-
-let read_index_txt () =
- let uris = ref [] in
- let ich = open_in (Filename.concat ! lib "index.txt") in
- let rec aux () =
- let line = input_line ich in
- let p0 = succ (String.index line '/') in
- let p1 = succ (String.rindex line '.') in
- let uri = String.sub line p0 (p1 - p0) in
- let ext = String.sub line p1 (String.length line - p1) in
- match ext with
- | "con gz" -> uris := (uri ^ "con", true) :: ! uris; aux ()
- | "ind gz" -> uris := (uri ^ "ind", true) :: ! uris; aux ()
- | "var gz" -> uris := (uri ^ "var", true) :: ! uris; aux ()
- | "con" -> uris := (uri ^ "con", false) :: ! uris; aux ()
- | "ind" -> uris := (uri ^ "ind", false) :: ! uris; aux ()
- | "var" -> uris := (uri ^ "var", false) :: ! uris; aux ()
- | _ -> aux ()
- in
- begin try aux () with End_of_file -> close_in ich end; ! uris
-
-let read_xml s =
- let l = read_index_txt () in
- let rec loop_on = function
- | [] -> ()
- | (uri, filter) :: tail -> test s uri filter; loop_on tail
- in loop_on l;
- prerr_endline ("total time: " ^ string_of_float (Sys.time ()) ^ " seconds")
-(*
-let get_timing () =
- let lexbuf = Lexing.from_channel stdin in
- let tm = ref [] in
- let cont = ref true in
- while ! cont do
- let data = Parser.tm Lexer.tmt lexbuf in
- if fst data > 0. then begin
- let d = (fst data, snd data, snd data /. fst data) in
- tm := d :: ! tm end else
- if fst data < 0. then cont := false else
- print_endline ("[" ^ string_of_int (1 + List.length ! tm) ^ "] ");
- done; print_newline (); ! tm
-
-let compare1 (r1, t1, p1) (r2, t2, p2) =
- if r1 > r2 then 1 else
- if r1 < r2 then -1 else
- if p1 > p2 then 1 else
- if p1 < p2 then -1 else 0
-
-let rec count min max = function
- | [] -> 0
- | (r, _, _) :: tail ->
- let p = count min max tail in
- if r >= min && r <= max then succ p else p
-
-let mean min max l =
- let num = ref 0. in
- let sum = ref 0. in
- let rec mean_aux = function
- | [] -> ! sum /. ! num
- | (r, _, p) :: tail ->
- if r >= min && r <= max then begin
- num := ! num +. 1.; sum := ! sum +. p; mean_aux tail end
- else mean_aux tail
- in mean_aux l
-
-let variance min max m l =
- let num = ref 0. in
- let sum = ref 0. in
- let rec variance_aux = function
- | [] -> ! sum /. ! num
- | (r, _, p) :: tail ->
- if r >= min && r <= max then begin
- num := ! num +. 1.; sum := ! sum +. (p -. m) *. (p -. m);
- variance_aux tail end
- else variance_aux tail
- in sqrt (variance_aux l)
-
-let read_timing min max =
- let l = List.sort compare1 (get_timing ()) in
- let c = count min max l in
- let m = mean min max l in
- let v = variance min max m l in
- print_timing l;
- print_endline (string_of_int c ^ " " ^ string_of_float m ^ " " ^
- string_of_float v);
- flush stdout
-
-let diff_timing () =
- let rec diff_aux = function
- | ((r1, q1, p1) :: t1, (r2, q2, p2) :: t2) when r1 = r2 ->
- (r1, q1 -. q2, p1 -. p2) :: diff_aux (t1, t2)
- | ([], []) -> print_newline (); []
- | (_ :: t1, _ :: t2) ->
- print_string ("[" ^ string_of_int (1 + List.length t1) ^ "] ");
- diff_aux (t1, t2)
- | _ -> assert false
- in
- let l1 = get_timing () in
- let l2 = get_timing () in
- print_string (string_of_int (List.length l1) ^ " ");
- print_string (string_of_int (List.length l2) ^ "\n");
- diff_aux (l1, l2)
-
-let comp_timing min max =
- let l = List.sort compare1 (diff_timing ()) in
- let c = count min max l in
- let m = mean min max l in
- let v = variance min max m l in
- print_timing l;
- print_endline (string_of_int c ^ " " ^ string_of_float m ^ " " ^
- string_of_float v);
- flush stdout
-
-let print file =
- let rec print_aux () =
- let xobj = Xml.xnext() in
- if fst xobj = XML_Done then () else
- begin print_endline (string_of_xobject xobj); print_aux () end
- in Xml.start file false; print_aux (); Xml.stop ()
-
-let count_bytes s =
- let mbytes = ref 0.0 in
- let num = ref 0 in
- let k = 1024.0 ** float (int_of_string s) in
- let rec count_bytes_aux () =
- try
- let s = read_line () in
- (* prerr_endline ("*" ^ s ^ "*"); *)
- let j = String.rindex s ' ' in
- let i =
- try succ (String.rindex_from s (pred j) ' ')
- with Not_found -> 0 in
- (* prerr_endline ("*" ^ String.sub s i (j - i) ^ "*"); *)
- let b = int_of_string (String.sub s i (j - i)) in
- mbytes := ! mbytes +. float b /. k; incr num;
- count_bytes_aux ()
- with End_of_file -> ()
- in
- count_bytes_aux ();
- prerr_endline (string_of_int ! num ^ " " ^ string_of_float ! mbytes)
-*)
-
-let _ =
- let usage = "Usage: hxp [-lx <dir>] [-p <action>]" in
-
- let _l = " set the path to the index.txt file (default is .)" in
- let _x = " set the path to the RDF export directory (default is EXPORT)" in
- let _r = " read the XML files extracting the specified information
- <action>: con-info produce information about .con files in HTML format
- html-names produce short names' list in HTML format
- pg-names produce short names' list in Postgres input format
- rdf-names produce RDF files with short names' metadata"
- in
-
- Arg.parse [
- ("-l", Arg.String (fun dir -> lib := dir), _l);
- ("-x", Arg.String (fun dir -> build := dir), _x);
- ("-r", Arg.String read_xml, _r)
- ] ignore usage
-
-(*
-let parse_args () =
- let rec parse = function
- | [] -> ()
- | ("-l"|"-library") :: dir :: rem -> lib := dir; parse rem
- | ("-x"|"-export") :: dir :: rem -> build := dir; parse rem
- | ("-s"|"-stat") :: min :: max :: rem ->
- read_timing (float_of_string min) (float_of_string max); parse rem
- | ("-c"|"-comp") :: min :: max :: rem ->
- comp_timing (float_of_string min) (float_of_string max); parse rem
- | ("-i"|"-ins") :: s :: file :: rem -> test s file false; parse rem
- | ("-t"|"-text") :: s :: rem -> read_xml s false; parse rem
- | ("-z"|"-gzip") :: s :: rem -> read_xml s true; parse rem
- | ("-b"|"-bytes") :: s :: rem -> count_bytes s; parse rem
- | _ :: rem -> parse rem
- in
- parse (List.tl (Array.to_list Sys.argv))
-*)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://www.cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-type xml_object =
- | XML_Open of string
- | XML_Attribute of string * string
- | XML_Close of string
- | XML_End
- | XML_Done
-
-type xml_xobject = xml_object * int
-
-type timing = float * float * float
-
-let string_of_object = function
- | XML_Open t -> "OPEN " ^ t
- | XML_Close t -> "CLOSE " ^ t
- | XML_Attribute (n, v) -> "ATTRIBUTE " ^ n ^ "=" ^ v
- | XML_End -> "END"
- | XML_Done -> ""
-
-let string_of_xobject (o, i) =
- string_of_object o ^ " [" ^ string_of_int i ^ "]"
-
-let string_of_timing (r, t, p) =
- string_of_float r ^ "," ^ string_of_float t ^ "s, " ^ string_of_float p
-
-let rec print_timing = function
- | [] -> ()
- | head :: tail ->
- print_endline (string_of_timing head); flush stdout;
- print_timing tail
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://www.cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module T = HxpTypes
-
-module type Type = sig
-
- type handle
-
- val start : string -> bool -> handle
-
- val stop : handle -> unit
-
- val next : handle -> T.xml_object
-
- val xnext : handle -> handle * T.xml_xobject
-
- val scan_for : handle -> T.xml_xobject -> handle
-
-end
-
-module Make : Type = struct
-
- module L = HxpLexer
-
- module P = HxpParser
-
- type mode_t = Text of in_channel * Lexing.lexbuf
- | GZip of Gzip.in_channel * Lexing.lexbuf
-
- type handle = {mode : mode_t; level : int}
-
- let start s filter =
- let gread gch s n = Gzip.input gch s 0 n in
- if filter then
- let gch = Gzip.open_in (s ^ ".gz") in
- let glb = Lexing.from_function (gread gch) in
- {mode = GZip (gch, glb); level = 0}
- else
- let ch = open_in s in
- let lb = Lexing.from_channel ch in
- {mode = Text (ch, lb); level = 0}
-
- let stop = function
- | {mode = GZip (gch, _)} -> Gzip.close_in gch
- | {mode = Text (ch, _)} -> close_in ch
-
- let next h =
- let lexbuf = match h.mode with
- | GZip (_, glb) -> glb
- | Text (_, lb) -> lb
- in
- P.xml L.xml_token lexbuf
-
- let xnext h =
- let obj = next h in
- match obj with
- | T.XML_Open _ -> {h with level = succ h.level}, (obj, h.level)
- | T.XML_Close _ -> {h with level = pred h.level}, (obj, pred h.level)
- | _ -> h, (obj, h.level)
-
- let rec scan_for h xobj =
- let h, curr_xobj = xnext h in
- if curr_xobj = xobj then h else scan_for h xobj
-
-end
+++ /dev/null
-########################################################################
-########################################################################
-#
-# Main config file for hxsp
-# Author: Alessandro Barzanti (barzu@libero.it)
-#
-########################################################################
-########################################################################
-
-########################################################################
-# Working path of hxsp
-########################################################################
-#working_path = helm/puwobo
-working_path = helm/uwobo
-#working_path = helm/hxsp
-
-########################################################################
-# Port to use for hxsp
-########################################################################
-port = 8080
-
-########################################################################
-# Interface language
-########################################################################
-language = IT
-#language = EN
-
-########################################################################
-# Use complete command description on syntax error if ON
-########################################################################
-all_usage_synerr = OFF
-#all_usage_synerr = ON
-
-########################################################################
-# Include XIncludes on the fly if ON
-########################################################################
-expand_xinc = OFF
-#expand_xinc = ON
-
-########################################################################
-# Max Depth of the DOM tree while parsing
-########################################################################
-max_depth = 1000
-
-########################################################################
-########################################################################
-########################################################################
+++ /dev/null
-#!/usr/bin/perl
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-#
-# H.X.S.P. V 1.0
-# T S T R
-# T L Y O
-# P T E C
-# S E
-# H S
-# E S
-# E O
-# T R
-#
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-use HTTP::Daemon;
-use HTTP::Status;
-use HTTP::Request;
-use LWP::UserAgent;
-use URI::Escape;
-use CGI;
-use FindBin;
-use XML::LibXML;
-use XML::LibXSLT;
-use IO;
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Global Variables
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-# Version number
-my $ver ="1.0";
-
-# Working path of hxsp (loaded from config)
-my $working_path;
-
-# Interface language (loaded from config)
-my $language;
-
-# Port to use for hxsp (loaded from config)
-my $port;
-
-# Use complete command description on syntax error if ON (loaded from config)
-my $all_usage_synerr;
-
-# Include XIncludes on the fly if ON (loaded from config)
-my $expand_xinc;
-
-# Max Depth of the DOM tree while parsing
-my $max_depth;
-
-# Message sent when hxsp was called without commands (loaded from message.##)
-my $home_message;
-
-# Message sent when hxsp was called with the help command (loaded from message.##)
-my $help_message;
-
-# Message sent when a stylesheet is added (loaded from message.##)
-my $s_add;
-
-# Message sent when a stylesheet is reloaded (loaded from message.##)
-my $s_reload;
-
-# Message sent when a stylesheet is removed (loaded from message.##)
-my $s_remove;
-
-# Message to print the stylesheet status for list command (loaded from message.##)
-my $list;
-
-# Message sent when the list command was called
-# and there is no stylesheet loaded (loaded from message.##)
-my $empty;
-
-# Message sent after "home_message" when hxsp was called without commands
-# and sent after "help_message" when hxsp was called with the help command
-# and after all syntax errors if "all_usage_synerr" is set ON (loaded from message.##)
-my $all_usage;
-
-# All the following syntax errors messages are used #only# if "all_usage_synerr" is set OFF
-
-# Message sent on help syntax errors (loaded from message.##)
-my $help_usage;
-
-# Message sent on add syntax errors (loaded from message.##)
-my $add_usage;
-
-# Message sent on remove syntax errors (loaded from message.##)
-my $remove_usage;
-
-# Message sent on list syntax errors (loaded from message.##)
-my $list_usage;
-
-# Message sent on reload syntax errors (loaded from message.##)
-my $reload_usage;
-
-# Message sent on apply syntax errors (loaded from message.##)
-my $apply_usage;
-
-# The error hash contains the error messages to call in case of syntax
-# or operative errors, the keys are defined by the left value of each line in error##
-my %error;
-
-# load ok template
-my $ok_tpl;
-
-# load operror template
-my $operror_tpl;
-
-# load synerror template
-my $synerror_tpl;
-
-# This is the data structure to store the loaded stylesheets (hash of array)
-# [0] :Styleseet URI , [1] : Loaded styleseet
-my %stylesheet_hash;
-
-# This is a hash for fast duplicate uri detection
-my %by_name;
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Starting Operations
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-# chdir to the directory of this perl script
-chdir $FindBin::Bin;
-
-# load CONFIG
-load_conf();
-
-# initialize the objects to use LibXML and LibXSLT
-my $parser = XML::LibXML->new();
-my $xslt = XML::LibXSLT->new();
-
-# initialize the LibXML callbacks to load uri's
-XML::LibXML->callbacks(\&match_uri,\&open_uri,\&read_uri,\&close_uri);
-
-# include XIncludes on the fly if required
-if ($expand_xinc eq "ON") { $parser->expand_xinclude( 1 ); }
-
-# initialize the hxsp as HTTP::Daemon
-my $d = new HTTP::Daemon LocalPort => $port;
-
-# get the complete working url of hxsp
-my $puwobo_url = $d->url().$working_path;
-
-# set the working path to be comparable with url->path
-$working_path = "/". $working_path;
-
-# load messages
-load_messages();
-
-# load error
-load_err();
-
-# load templates
-load_templates();
-
-# print starting information on console
-print qq{
-hxsp v$ver active at: <URL:$puwobo_url>
- Language is $language
- On syntax error usage of every command is $all_usage_synerr
- Include XIncludes on the fly is $expand_xinc;
-};
-
-#################################################################################################
-#################################################################################################
-# HTTP::Daemon Operations
-#################################################################################################
-#################################################################################################
-
-# do not accumulate defunct processes
-$SIG{CHLD} = "IGNORE";
-$SIG{USR1} = \&listen; # sent by the child to make the parent read the pipe
-
-pipe LIST_CHILD, TELL_PARENT;
-pipe LIST_PARENT, TELL_CHILD;
-TELL_PARENT->autoflush(1);
-TELL_CHILD->autoflush(1);
-
-
-sub listen {
- my $res;
- my $query = <LIST_CHILD>;
- if ($query =~ /^add /) {
- $query =~ s/^add //;
- chomp($query);
- $res = add($query);
- }
- elsif ($query =~ /^reload /) {
- $query =~ s/^reload //;
- chomp($query);
- $res = reload($query);
- }
- elsif ($query =~ /^remove /) {
- $query =~ s/^remove //;
- chomp($query);
- $res = remove($query);
- }
- print TELL_CHILD "$res\n";
- print TELL_CHILD "____\n"; # end of response
-}
-
-while (my $c = $d->accept) #connect
-{
- if (fork() == 0) #start new concurrent process
- {
- while (my $r = $c->get_request) #get http request
- {
- if ($r->method eq 'GET' &&
- ($r->url->path eq $working_path or $r->url->path eq $working_path."/"))#start dir
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(home($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/help")#usage
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(help($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/add")#add
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "add $qs\n";
- my $in;
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content($res);
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/remove")#remove
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "remove $qs\n";
- my $in;
- my $res="";
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->content($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/reload")#reload
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "reload $qs\n";
- my $in;
- my $res="";
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->content($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/list")#list
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(list($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/apply")#apply
- {
- my %headers;
- my $response = new HTTP::Response;
- $response->content(apply($r->url->query,\%headers));
- $response->header(%headers);
- $c->send_response($response);
- }
- else #wrong command or not working_path
- {
- $c->send_error(RC_FORBIDDEN)
- }
- }
- $c->close;
- undef($c);
- exit;
- } # fork
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Stylesheet hash check subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub addcheckvalues
-# Usage: addcheckvalues($key,$uri);
-# Returns: error message or 0 if no errors found
-# Do: check if key and uri are already loaded
-# Used by: addvalues
-# Uses : err_replace
-#################################################################################################
-sub addcheckvalues
-{
- my $ac_key = shift(@_);
- my $ac_uri = shift(@_);
- if (exists $stylesheet_hash{$ac_key})
- {
- return err_replace($error{"add_dup_key"},$ac_key,$ac_uri,"");
- }
- elsif (exists $by_name{$ac_uri})
- {
- return err_replace($error{"add_dup_value"},$ac_key,$ac_uri,$by_name{$ac_key});
- }
- else { return 0; }
-}
-#################################################################################################
-
-#################################################################################################
-# sub recheckvalues
-# Usage: recheckvalues($key);
-# Returns: error message or 0 if no errors found
-# Do: check if key are loaded
-# Used by: remove, reloadvalues
-# Uses : err_replace
-#################################################################################################
-sub recheckvalues
-{
- my $re_key = shift(@_);
- if (not exists $stylesheet_hash{$re_key})
- {
- return err_replace($error{"re_inv_key"},$re_key,"","");
- }
- else { return 0; }
-}
-#################################################################################################
-
-#################################################################################################
-# sub applycheckvalues
-# Usage: applycheckvalues(\@keys);
-# Returns: error message or 0 if no errors found
-# Do: check if keys in @keys are loaded
-# Used by: remove, reloadvalues
-# Uses : err_replace
-#################################################################################################
-sub applycheckvalues
-{
- my $applykeys_ptr = shift(@_);
- foreach $applykey (@$applykeys_ptr)
- {
- if (not exists $stylesheet_hash{$applykey})
- {
- return err_replace($error{"apply_inv_key"},$applykey,"","");
- }
- }
- return 0;
-}
-#################################################################################################
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Stylesheet hash modify subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub addvalues
-# Usage: if add_halt_on_errors is ON addvalues($key,$uri,@added);
-# else addvalues($key,$uri)
-# Returns: error message or 0 on success,
-# if add_halt_on_errors is ON return all the added keys on @added
-# Do: add the values to the stylesheet hash
-# Used by: add
-# Uses : addcheckvalues, loadstyle
-#################################################################################################
-sub addvalues
-{
- my $av_key = shift(@_);
- my $av_uri = shift(@_);
- my $av_stylesheet; #parsed stylesheet to be placed in hash
- if (my $err = addcheckvalues($av_key,$av_uri)) { return $err; }
- elsif (my $err = loadstyle($av_key, $av_uri, $av_stylesheet)) { return $err; }
- else
- {
- $stylesheet_hash{$av_key}[0]=$av_uri;
- $stylesheet_hash{$av_key}[1]=$av_stylesheet;
- $by_name{$av_uri}=$av_key;
- return 0;
- }
-}
-#################################################################################################
-
-#################################################################################################
-# sub removevalues
-# Usage: removevalues($key);
-# Returns: message
-# Do: remove the key specified and relative values from the stylesheet hash
-# Used by: remove, do_remove
-# Uses : ok_replace
-#################################################################################################
-sub removevalues
-{
- my $cr_key = shift(@_);
- my $cr_uri = $stylesheet_hash{$cr_key}[0];
- delete $stylesheet_hash{$cr_key};
- delete $by_name{$cr_uri};
- return ok_replace("$s_remove\n",$cr_key,$cr_uri);
-}
-#################################################################################################
-
-#################################################################################################
-# sub reloadvalues
-# Usage: if add_halt_on_errors is ON reloadvalues($key.\%reloaded);
-# else reloadvalues($key);
-# Returns: error message or 0 on success,
-# if add_halt_on_errors is ON return the old stylesheets in %reloaded
-# Do: reload the stlylesheet with the key specified
-# Used by: do_reload
-# Uses : recheckvalues, loadstyle
-#################################################################################################
-sub reloadvalues
-{
- my $rv_key = shift(@_);
- my $rv_uri = $stylesheet_hash{$rv_key}[0];
- my $rv_stylesheet; #parsed stylesheet to be placed in hash
- if (my $err = recheckvalues($rv_key)) { return $err; }
- elsif (my $err = loadstyle($rv_key, $rv_uri, $rv_stylesheet)) { return $err; }
- else
- {
- $stylesheet_hash{$rv_key}[1] = $rv_stylesheet;
- return 0;
- }
-}
-#################################################################################################
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# LibXML LIBXSLT access subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub loadstyle
-# Usage: loadstyle($key,$uri,$stylesheet);
-# Returns: error message or 0 on success,
-# parsed stylesheet in $stylesheet
-# Do: parse the stylesheet at the given uri
-# Used by: addvalues , reloadvalues
-# Uses : err_replace, parser_error_replace
-#################################################################################################
-sub loadstyle
-{
- my $ls_key= shift(@_);
- my $ls_uri= shift(@_);
- my $uncatched = "";
- my $line = "";
- my $style_doc;
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $style_doc = $parser->parse_file($ls_uri); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
-
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"add_xml_error"},$ls_key,$ls_uri,parser_error_replace($@.$uncatched));
- }
- else
- {
- pipe P, STDERR;
- STDERR->autoflush(1);
- $uncatched = "";
- $line = "";
- eval { $_[0] = $xslt->parse_stylesheet($style_doc); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"add_xslt_error"},$ls_key,$ls_uri,parser_error_replace($@.$uncatched));
- }
- else {return 0}
- }
-}
-
-sub load_xml_doc
-{
- my $xmluri = shift(@_);
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $_[0] = $parser->parse_file($xmluri); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"apply_xml_error"},"",$xmluri,parser_error_replace($@.$uncatched));
- }
- else {return 0}
-}
-
-sub apply_style
-{
- my $k = shift(@_);
- my $params_ptr = shift(@_);
- my %params = XML::LibXSLT::xpath_to_string(%$params_ptr);
- my $pippo;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- XML::LibXSLT->max_depth($max_depth);
- eval { $_[0] = $stylesheet_hash{$k}[1]->transform($_[0],%params); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return err_replace($error{"apply_xslt_error"},$k,$stylesheet_hash{$k}[0],$e_r);
- }
- else {return 0}
-}
-sub get_results
-{
- my $k = shift(@_);
- my $results = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $stylesheet_hash{$k}[1]->output_string($results); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-sub get_results_prop
-{
- my $result = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $result->toString; };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-
-sub get_results_html
-{
- my $result = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $result->toStringHTML();};
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-
-sub decode
-{
- my $result = shift(@_);
- my $enc = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = decodeFromUTF8($enc, $result);};
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-#################################################################################################
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Commands subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub add
-# Usage: add($http_query);
-# Returns: values for HTTP::Response
-# Do: add stylesheet(s) to hash
-# Used by: daemon
-# Uses : addparsequery, addvalues, ok_replace,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub add
-{
- my $http_query = shift(@_); # querystring
- my $cont =""; # return value
- my @binds; #values of binds passed via querystring
- my $err; # error string
- if ($err = addparsequery($http_query,\@binds)) { return synerror_print($err,$add_usage); }
- else
- {
- foreach my $bind (@binds)
- {
- my ($a_key , $e_uri) = split(/,/,$bind,2);
- my $une_uri = uri_unescape($e_uri);
- if ($err = addvalues($a_key,$une_uri)) { $cont .= "$err\n"; }
- else { $cont .= ok_replace("$s_add\n",$a_key,$une_uri); }
- }#foreach
- return ok_print($cont);
- }
-}
-#################################################################################################
-
-#################################################################################################
-# sub remove
-# Usage: remove($http_query);
-# Returns: values for HTTP::Response
-# Do: remove stylesheet(s) from hash
-# Used by: daemon
-# Uses : reparsequery, getkeys, recheckvalues, removevalues,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub remove
-{
- my $http_query = shift(@_); # querystring
- my $rem_keys;
- my $cont="";
- my $err;
- if ($http_query eq "")
- {
- my $i=0;
- foreach my $rem_key (keys %stylesheet_hash)
- {
- $cont .= removevalues($rem_key);
- $i++;
- }
- if ($i==0) { return operror_print($error{"re_no_sl"}); }
- }
- elsif ($err = reparsequery($http_query,$rem_keys)){return synerror_print($err,$remove_usage);}
- else
- {
- foreach my $rem_key (split (/,/,$rem_keys))
- {
- if (my $err = recheckvalues($rem_key)) { $cont .= "$err\n"; }
- else { $cont .= removevalues($rem_key); }
- }
- }
- return ok_print($cont);
-}
-#################################################################################################
-
-#################################################################################################
-# sub reload
-# Usage: remove($http_query);
-# Returns: values for HTTP::Response
-# Do: remove stylesheet(s) from hash
-# Used by: daemon
-# Uses : reparsequery, getkeys, recheckvalues, removevalues,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub reload #reload stylesheet(s) from hash
-{
- my $http_query = shift(@_);
- my $rel_keys;
- my @rel_k;
- my $dr_cont = "";
- if ($http_query eq "")
- {
- my $i=0;
- foreach my $key (keys %stylesheet_hash)
- {
- if (my $err = reloadvalues($key)) { return $dr_cont .= $err; }
- else {$dr_cont .= ok_replace("$s_reload\n",$key,$stylesheet_hash{$key}[0]);}
- $i++;
- }
- if ($i==0) { return operror_print($error{"re_no_sl"}); }
- }
- elsif ($err = reparsequery($http_query,$rel_keys)){return synerror_print($err,$reload_usage);}
- else
- {
- foreach my $key (split (/,/,$rel_keys))
- {
- if (my $err = reloadvalues($key)) { return $dr_cont .= $err; }
- else {$dr_cont .= ok_replace("$s_reload\n",$key,$stylesheet_hash{$key}[0]);}
- }
- }
- return ok_print($dr_cont);
-}
-#################################################################################################
-
-sub apply #apply stylesheets
-{
- my $http_query = shift(@_);
- my $headers_ptr = shift(@_);
- my $xmluri;
- my @applykeys;
- my %app_param;
- my %app_prop;
- my $results;
- my $lastkey;
- my $enc;
-
- if (my $err=applyparsequery($http_query,\@applykeys,\%app_param,\%app_prop,$xmluri))
- {
- return synerror_print($err,$apply_usage);
- }
- elsif (my $err=applycheckvalues(\@applykeys)) { return operror_print($err); }
- elsif (my $err=load_xml_doc($xmluri,$results)) { return operror_print($err); }
- #apply
- foreach my $applykey (@applykeys)
- {
- $lastkey=$applykey;
- if (my $err=apply_style($applykey,\%{$app_param{$applykey}},$results))
- {
- return operror_print($err);
- }
- }#foreach
- my $i=0;
- while (my ($n, $v) = each %app_prop)
- {
- if (($n eq "method") or ($n eq "METHOD"))
- {
- if ($v eq 'html') { $headers_ptr->{'Content-Type'}='text/html'; }
- elsif ($v eq 'text') { $headers_ptr->{'Content-Type'}='text/plain'; }
- else { $headers_ptr->{'Content-Type'}='text/xml'; }
- }
- if (($n eq "encoding") or ($n eq "ENCODING"))
- {
- $headers_ptr->{'Content-Encoding'}=$v;
- if ($v ne "UTF-8") { $enc = $v; }
- }
- if (($n eq "media-type") or ($n eq "MEDIA_TYPE") or ($n eq "MEDIA-TYPE"))
- {
- $headers_ptr->{'Content-Type'}=$v;
- }
- $i++;
- }
- if ($i == 0)
- {
- %$headers_ptr= ('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- return get_results($lastkey,$results);
- }
- else
- {
- my $result;
- $headers_ptr->{'Cache-Control'} = 'no-cache';
- $headers_ptr->{'Pragma'} = "no-cache";
- $headers_ptr->{'Expires'} = '0';
- if ($headers_ptr->{'Content-Type'} eq 'text/html')
- {
- $result = get_results_html($results);
- }
- else
- {
- $result = get_results_prop($results);
- if ($enc)
- {
- $result = decode($result,$enc);
- }
- }
- return $result;
- }
-}
-
-sub list #list all the stylesheet loaded
-{
- my $cont="";
- my $ind = 0;
- foreach $key (keys %stylesheet_hash)
- {
- $cont .= ok_replace("$list\n",$key,$stylesheet_hash{$key}[0]);
- $ind++;
- }
- if ($ind > 0) { return ok_print($cont); }
- else { return ok_print($empty); }
-}
-
-sub home #return Dispay active
-{
- if ($_[0] ne "") { return synerror_print($error{"home_qs"},$all_usage); }
- else {
- return ok_print($home_message.$all_usage);
- }
-}
-
-sub help #return html help
-{
- if ($_[0] ne "") { return synerror_print($error{"help_qs"},$help_usage); }
- return ok_print($help_message.$all_usage);
-}
-
-#################################################################################################
-#################################################################################################
-# Subrutines to get parameters for commands from Query String (query string parsing)
-#################################################################################################
-#################################################################################################
-
-sub add_comma_analysis
-{
- my $bind = shift(@_);
- my ($l , $r) = split(/,/,$bind,2);
- if (index($bind ,",") == -1) { return $error{"add_no_sep"}; }
- elsif (index($r ,",") != -1) { return $error{"add_many_sep"}; }
- elsif (($l eq "") or ($r eq "")) { return $error{"add_null_bind"}; }
- else { return 0; }
-}
-##
-#usage:
-#addparsequery($querystring,\@binds)
-#returns $errcode;
-sub addparsequery
-{
- my $query = shift(@_);
- my $value_ptr = shift(@_);
- if ($query eq "") { return $error{"add_no_bind"}; }
- else
- {
- foreach my $params (split(/&/,$query))
- {
- my ($k , $v) = split(/=/,$params,2);
- $v=uri_unescape($v);
- if ($k ne "bind") { return $error{"add_oth"}; }
- elsif ($v eq "") { return $error{"add_null_bind"}; }
- elsif (my $err=add_comma_analysis($v)) { return $err; }
- else { push @$value_ptr,$v;}
- }#foreach
- return 0;
- }
-}
-
-sub reparsequery
-{
- my $query = shift(@_);
- my $k;
- my $v;
- my $err;
- if (index($query, "&") == -1)
- {
- ($k , $v) = split(/=/,$query,2);
- $v=uri_unescape($v);
- if ($k ne "keys") { return $error{"re_oth"}; }
- elsif ($v eq "") { return $error{"re_null_keys"}; }
- elsif ((index($v,",")==0) or (index($v,",,")!=-1) or (substr($v,-1) eq ","))
- {
- return $error{"re_null_keys"};
- }
- else { $_[0] = $v; return 0; }
- }
- else { return $error{"re_many"}; }
-}
-
-sub get_req
-{
- my $arr_ptr = shift(@_);
- my $xmluri_found = 0;
- my $keys_found = 0;
- foreach my $el (@$arr_ptr)
- {
- my ($k , $v) = split(/=/,$el,2);
- $v=uri_unescape($v);
- if ($k eq "param") { return $error{"apply_no_dots_param"}; }
- elsif ($k eq "prop") { return $error{"apply_no_dots_prop"}; }
- elsif ($k eq "xmluri")
- {
- if ($xmluri_found) { return $error{"apply_many_uri"}; }
- else
- {
- if ($v eq "") { return $error{"apply_null_uri"}; }
- else { $_[0] = $v; $xmluri_found = 1; }
- }
- }
- elsif ($k eq "keys")
- {
- if ($keys_found) { return $error{"apply_many_keys"}; }
- else
- {
- if ($v eq "") { return $error{"apply_null_keys"}; }
- elsif ((index($v,",")==0) or (index($v,",,")!=-1) or (substr($v,-1) eq ","))
- {
- return $error{"apply_null_keys"};
- }
- else { $_[1] = $v; $keys_found = 1; }
- }
- }
- else { return $error{"apply_oth"}; }
- }#foreach my $el (@$arr_ptr)
- if ((!$xmluri_found or !$keys_found)) { return $error{"apply_few_pars"}; }
- else { return 0; }
-}
-
-sub applyparsequery
-{
- my $query = shift(@_);
- my $apply_keys_ptr = shift(@_);
- my $keyparshoh = shift(@_);
- my $proph_ptr = shift(@_);
- my $applykeys;
- my %prop_h;
- my %genparam_h;
- my %keyparam_h;
- my @nodots;
-
- if ($query eq "") { return $error{"apply_few_pars"}; }
- if (index($query, "&") == -1) { return $error{"apply_few_pars"}; }
- foreach my $param (split(/&/,$query))
- {
- my ($k , $v) = split(/=/,$param,2);
- $v=uri_unescape($v);
- if (index($k, ".") == -1) { push @nodots,$param; }
- else
- {
- my ($l , $r) = split(/\./,$k,2);
- if ($l eq "prop")
- {
- if (($r eq "") or ($v eq "")) { return $error{"apply_null_prop"}; }
- elsif (index($r, ".") > -1) { return $error{"apply_dots_prop"}; }
- else { $prop_h{$r} = $v; }
- }
- elsif ($l eq "param")
- {
- if (($r eq "") or ($v eq "")) { return $error{"apply_null_param"}; }
- elsif (index($r, ".") == -1) { $genparam_h{$r} = $v; }
- else
- {
- my ($kk , $va) = split(/\./,$r,2);
- if (index($va, ".") > -1) { return $error{"apply_dots_param"}; }
- elsif (($kk eq "") or ($va eq "")) { return $error{"apply_null_param"}; }
- else { $keyparam_h{$kk}{$va}=$v; }
- }
- }
- else { return $error{"apply_oth"}; }
- }
- }
-
- if (my $err = get_req(\@nodots,$_[0],$applykeys)) { return $err; }
- while (my ($gn, $gv) = each %prop_h)
- {
- $proph_ptr->{$gn} = $gv;
- }
- foreach my $pkey ( keys %keyparam_h )
- {
- my $k_found=0;
- foreach my $verkey (split (/,/,$applykeys))
- {
- if ($pkey eq $verkey) { $k_found = 1; }
- }
- if (! $k_found) { return $error{"apply_inv_param"}; }
- }
-
- foreach my $applykey (split (/,/,$applykeys))
- {
- while (my ($gn, $gv) = each %genparam_h)
- {
- $keyparshoh->{$applykey}{$gn} = $gv;
- }
- while (my ($kn, $kv) = each %{ $keyparam_h{$applykey} } )
- {
- $keyparshoh->{$applykey}{$kn} = $kv;
- }
- push @$apply_keys_ptr, $applykey;
- }#foreach
- return 0;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to replace values between {} on loaded templates
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub ok_print
-{
- my $message = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $ok_tpl;
- $retval =~ s/\{MESSAGE\}/$message/g;
- return $retval;
-}
-
-sub operror_print
-{
- my $message = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $operror_tpl;
- $retval =~ s/\{ERROR\}/$message/g;
- return $retval;
-}
-
-sub synerror_print
-{
- my $message = shift(@_);
- my $us = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $synerror_tpl;
- $retval =~ s/\{ERROR\}/$message/g;
- $retval =~ s/\{USAGE\}/$us/g;
- return $retval;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to replace values between {} on loaded messages
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub ok_replace
-{
- my $message = shift(@_);
- my $key = shift(@_);
- my $s_uri = shift(@_);
- $message =~ s/\{KEY\}/$key/g;
- $message =~ s/\{URI\}/$s_uri/g;
- return $message;
-}
-
-sub err_replace
-{
- my $message = shift(@_);
- my $key = shift(@_);
- my $s_uri = shift(@_);
- my $errr = shift(@_);
- $message =~ s/\{KEY\}/$key/g;
- $message =~ s/\{URI\}/$s_uri/g;
- $message =~ s/\{ERROR\}/$errr/g;
- $message =~ s/\{OLDKEY\}/$errr/g;
- return $message;
-}
-
-sub parser_error_replace
-{
- my $no_at = shift(@_);
- $no_at =~ s/(.*)\sat\s(.*)/\1/g;
- $no_at =~ s/</</g;
- $no_at =~ s/>/>/g;
- return $no_at;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to load config files and templates
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub load_messages
-{
- if ($language eq "IT")
- {
- open(MESSAGE, "./msg/message.it") || die "Can't open config file '/msg/message.it' : $!";
- }
- else
- {
- open(MESSAGE, "./msg/message.en") || die "Can't open config file '/msg/message.en' : $!";
- }
- while(my $line = <MESSAGE>) {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- $line =~ s/\{URL\}/$puwobo_url/g;
- $line =~ s/\{VER\}/$ver/g;
- if ($line =~ /^(home_message)\s*=\s*(.*)$/) {$home_message = $2; }
- if ($line =~ /^(help_message)\s*=\s*(.*)$/) {$help_message = $2; }
- if ($line =~ /^(s_add)\s*=\s*(.*)$/) {$s_add = $2; }
- if ($line =~ /^(s_reload)\s*=\s*(.*)$/) {$s_reload = $2; }
- if ($line =~ /^(s_remove)\s*=\s*(.*)$/) {$s_remove = $2; }
- if ($line =~ /^(list)\s*=\s*(.*)$/) {$list = $2; }
- if ($line =~ /^(empty)\s*=\s*(.*)$/) {$empty = $2; }
- if ($line =~ /^(all_usage)\s*=\s*(.*)$/) {$all_usage = $2; }
- if ($all_usage_synerr eq "ON")
- {
- $help_usage=$add_usage=$remove_usage=$list_usage=$reload_usage=$apply_usage=$all_usage;
- }
- else
- {
- if ($line =~ /^(help_usage)\s*=\s*(.*)$/) {$help_usage = $2; }
- if ($line =~ /^(add_usage)\s*=\s*(.*)$/) {$add_usage = $2; }
- if ($line =~ /^(remove_usage)\s*=\s*(.*)$/) {$remove_usage = $2; }
- if ($line =~ /^(list_usage)\s*=\s*(.*)$/) {$list_usage = $2; }
- if ($line =~ /^(reload_usage)\s*=\s*(.*)$/) {$reload_usage = $2; }
- if ($line =~ /^(apply_usage)\s*=\s*(.*)$/) {$apply_usage = $2; }
- }
- }
- close MESSAGE;
-}
-
-sub load_conf
-{
- open(CONFIG, "./config") || die "Can't open config file 'config' : $!";
- while(my $line = <CONFIG>) {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- if ($line =~ /^(working_path)\s*=\s*(.*)$/) {$working_path = $2; }
- if ($line =~ /^(language)\s*=\s*(.*)$/) {$language = $2; }
- if ($line =~ /^(port)\s*=\s*(.*)$/) {$port = $2; }
- if ($line =~ /^(all_usage_synerr)\s*=\s*(.*)$/) {$all_usage_synerr = $2; }
- if ($line =~ /^(expand_xinc)\s*=\s*(.*)$/) {$expand_xinc = $2; }
- if ($line =~ /^(max_depth)\s*=\s*(.*)$/) {$max_depth = $2; }
- }
- close CONFIG;
-}
-
-sub load_err
-{
- if ($language eq "IT")
- {
- open(ERRO, "./msg/error.it") || die "Can't open config file '/msg/error.it' : $!";
- }
- else
- {
- open(ERRO, "./msg/error.en") || die "Can't open config file '/msg/error.en' : $!";
- }
- while(my $line = <ERRO>)
- {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- if ($line =~ /^(.*?)\s*=\s*(.*)$/) {$error{$1} = $2; }
- }
- close ERRO;
-}
-
-sub load_templates
-{
- # load ok template
- open(OK_TPL, "./tpl/ok.tpl")
- || die "Can't open template file '/tpl/ok.tpl' : $!";
- while(my $line = <OK_TPL>) {$ok_tpl .= $line; }
- close OK_TPL;
-
- # load operror template
- open(OPERROR_TPL, "./tpl/operror.tpl")
- || die "Can't open template file '/tpl/operror.tpl' : $!";
- while(my $line = <OPERROR_TPL>) {$operror_tpl .= $line; }
- close OPERROR_TPL;
-
- # load synerror template
- open(SYNERROR_TPL, "./tpl/synerror.tpl")
- || die "Can't open template file '/tpl/synerror.tpl' : $!";
- while(my $line = <SYNERROR_TPL>) {$synerror_tpl .= $line; }
- close SYNERROR_TPL;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# the LibXML callbacks follow
-# these callbacks are used for both the original parse AND the XInclude (if set)
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub match_uri {
- my $uri = shift;
- return $uri !~ /:\/\// ? 1 : 0; # we handle only files
-}
-
-sub open_uri {
- my $uri = shift;
-
- my $handler = new IO::File;
- if ( not $handler->open( "<$uri" ) ){
- $file = 0;
- }
-
- return $file;
-}
-
-sub read_uri {
- my $handler = shift;
- my $length = shift;
- my $buffer = undef;
- if ( $handler ) {
- $handler->read( $rv , $length );
- }
- return $buffer;
-}
-
-sub close_uri {
- my $handler = shift;
- if ( $handler ) {
- $handler->close();
- }
- return 1;
-}
+++ /dev/null
-#!/usr/bin/perl
-open(MAIN, ">","./hxsp.pl")|| die "Can't open ./hxsp.pl : $!";
-my $pd = "./splitted/";
-my @pieces = ("0.init.p.pl","1.globvars.p.pl","2.start.p.pl",
- "3.daemon.p.pl","4.hash.p.pl","5.libxslt.p.pl",
- "6.commands.p.pl","7.qsparse.p.pl",
- "8.strrep.p.pl","9.load.p.pl");
-
-foreach $p (@pieces)
-{
- open(P, "$pd$p") || die "Can't open $pd$p : $!";
- while(my $line = <P>) { print MAIN $line; }
- close P;
- print MAIN "\n";
-}
-
-close MAIN;
+++ /dev/null
-#syntax errors
-
-home_qs = syntax error: don't use parameters on hxsp if they aren't required by a specific command
-
-help_qs = syntax error: too parameters, help don't require any parameter
-
-list_qs = syntax error: too parameters, list don't require any parameter
-
-add_no_bind = syntax error: you must use the "bind" parameter
-add_oth = syntax error: you may use only the "bind" parameter
-add_null_bind = syntax error: bad bind value (NULL)
-add_many_sep = syntax error: bad bind value (too commas)
-add_no_sep = syntax error: bad bind value (no comma)
-
-re_oth = syntax error: you may use only the "keys" parameter
-re_many = syntax error: you may use only the "keys" parameter and you must use it once
-re_null_keys = syntax error: bad keys value (NULL)
-
-apply_few_pars = syntax error: xmluri and keys are both required
-apply_oth = syntax error: you may use only keys, xmluri e param as parameters
-apply_many_uri = syntax error: you must use the xmluri parameter once
-apply_null_uri = syntax error: bad xmluri value (NULL)
-apply_many_keys = syntax error: you must use the keys parameter once
-apply_null_keys = syntax error: bad keys value (NULL)
-apply_no_dots_param = syntax error: bad param value (no dots)
-apply_no_dots_prop = syntax error: bad prop value (no dots)
-apply_dots_param = syntax error: bad param value (more than 2 dots)
-apply_dots_prop = syntax error: bad prop value (many dots)
-apply_null_param = syntax error: bad param value (NULL)
-apply_null_prop = syntax error: bad prop value (NULL)
-apply_inv_param = syntax error: bad param value (key not specified in the keys parameter)
-
-#operative errors
-add_dup_key = error in the stylesheet with key {KEY} and uri {URI}: a stylesheet with key {KEY} was already loaded use another key
-add_dup_value = error in the stylesheet with key {KEY} and uri {URI}: the stylesheet with uri {URI} was already loaded with key {OLDKEY} use "reload" instead
-add_xml_error = the XML parser found an error in the stylesheet with key {KEY} and uri {URI}:<br>{ERROR}
-add_xslt_error = the XSLT parser found an error in the stylesheet with key {KEY} and uri {URI}:<br>{ERROR}
-
-re_inv_key = the stylesheet with key {KEY} was not loaded
-re_no_sl = there is no stylesheets loaded
-
-apply_inv_key = the stylesheet with key {KEY} was not loaded
-apply_xml_error = the XML parser found an error in the file {URI}:<br>{ERROR}
-apply_xslt_error = the LibXSLT library found an error applying the stylesheet with key {KEY} and uri {URI}:<br>{ERROR}
-apply_xslt_out_error = lthe LibXSLT library found an error creating the return file:<br>{ERROR}
+++ /dev/null
-#sintax errors
-
-home_qs = errore di sintassi: non passare parametri a hxsp se non per l'utilizzo dei comandi specificati
-
-help_qs = errore di sintassi: troppi parametri specificati, help non richiede parametri
-
-list_qs = errore di sintassi: troppi parametri specificati, list non richiede parametri
-
-add_no_bind = errore di sintassi: si deve assegnare almeno un valore a bind
-add_oth = errore di sintassi: si possono assegnare valori solo a bind
-add_null_bind = errore di sintassi: valore di bind errato (NULL)
-add_many_sep = errore di sintassi: valore di bind errato (troppe virgole)
-add_no_sep = errore di sintassi: valore di bind errato (non seperato da virgola)
-
-re_oth = errore di sintassi: si possono assegnare valori solo a keys
-re_many = errore di sintassi: si possono assegnare valori solo a keys e una sola volta
-re_null_keys = errore di sintassi: valore di keys errato (NULL)
-
-apply_few_pars = errore di sintassi: richiesti almeno xmluri e keys
-apply_oth = errore di sintassi: si possono assegnare valori solo a keys, xmluri e param
-apply_many_uri = errore di sintassi: si può assegnare solo un valore a xmluri
-apply_null_uri = errore di sintassi: valore di xmluri errato (NULL)
-apply_many_keys = errore di sintassi: si possono assegnare valori a keys una sola volta
-apply_null_keys = errore di sintassi: valore di keys errato (NULL)
-apply_no_dots_param = errore di sintassi: valore di param errato (param richiede il punto)
-apply_no_dots_prop = errore di sintassi: valore di prop errato (prop richiede il punto)
-apply_dots_param = errore di sintassi: valore di param errato (param richiede al massimo 2 punti)
-apply_dots_prop = errore di sintassi: valore di prop errato (prop richiede un solo punto)
-apply_null_param = errore di sintassi: valore di param errato (NULL)
-apply_null_prop = errore di sintassi: valore di prop errato (NULL)
-apply_inv_param = errore di sintassi: valore di param errato (chiave non indicata in keys)
-
-#operative errors
-add_dup_key = errore nello stylesheet con chiave {KEY} e uri {URI}: esiste già uno stilesheet con chiave {KEY} usare un altra chiave
-add_dup_value = errore nello stylesheet con chiave {KEY} e uri {URI}: lo stylesheet con uri {URI} è già stato caricato con la chiave {OLDKEY} usare "reload" per ricaricarlo
-add_xml_error = il parser xml ha rilevato un errore nello stylesheet con chiave {KEY} e uri {URI}:<br>{ERROR}
-add_xslt_error = il parser xslt ha rilevato un errore nello stylesheet con chiave {KEY} e uri {URI}:<br>{ERROR}
-
-re_inv_key = lo stylesheet con chiave {KEY} non è stato caricato
-re_no_sl = nessuno stylesheet è stato caricato
-
-apply_inv_key = lo stylesheet con chiave {KEY} non è stato caricato
-apply_xml_error = il parser xml ha rilevato un errore nello file {URI}:<br>{ERROR}
-apply_xslt_error = la libreria LibXSLT ha rilevato un errore applicando lo stylesheet con chiave {KEY} e uri {URI}:<br>{ERROR}
-apply_xslt_out_error = la libreria LibXSLT ha rilevato un errore nella creazione del file in uscita:<br>{ERROR}
-
+++ /dev/null
-########################################################################
-########################################################################
-#
-# Interface messages config file in EN language for hxsp
-# Author: Alessandro Barzanti (barzu@libero.it)
-#
-########################################################################
-########################################################################
-
-########################################################################
-########################################################################
-# usage messages
-########################################################################
-########################################################################
-
-########################################################################
-# Message sent after help syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-help_usage = usage:<BR> {URL}/help
-
-########################################################################
-# Message sent after add syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-add_usage = usage:<BR> {URL}/add?bind=<i>key</i>,<i>stylesheet</i>[&bind=<i>key</i>,<i>stylesheet</i>]*
-
-########################################################################
-# Message sent after remove syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-remove_usage = usage:<BR> {URL}/remove[?keys=<i>key_1,...,key_n</i>]
-
-########################################################################
-# Message sent after list syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-list_usage = usage:<BR> {URL}/list
-
-########################################################################
-# Message sent after reload syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-reload_usage =usage:<BR> {URL}/reload[?keys=<i>key_1,...,key_n</i>]
-
-########################################################################
-# Message sent after apply syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-apply_usage =usage:<BR> {URL}/apply?xmluri=<i>xmldata</i>&keys=<i>key_1,...,key_n</i>[¶m.<i>name</i>=<i>value</i>]*[¶m.<i>key</i>.<i>name</i>=<i>value</i>]*[&prop.<i>name</i>=[<i>value</i>]]*
-
-########################################################################
-# Message sent after "home_message" when hxsp was called without commands
-# and sent after "help_message" when hxsp was called with the help command
-# and after all syntax errors if "all_usage_synerr" is set ON
-########################################################################
-all_usage = usage:<BR><UL><LI>{URL}/help</LI><LI>{URL}/add?bind=<i>key</i>,<i>stylesheet</i>&bind=<i>key</i>,<i>stylesheet</i>]*</LI><LI>{URL}/remove[?keys=<i>key_1,...,key_n</i>]</LI><LI>{URL}/list</LI><LI>{URL}/reload[?keys=<i>key_1,...,key_n</i>]</LI><LI>{URL}/apply?xmluri=<i>xmldata</i>&keys=<i>key_1,...,key_n</i>[¶m.<i>name</i>=<i>value</i>]*[¶m.<i>key</i>.<i>name</i>=<i>value</i>]*[&prop.<i>name</i>=[<i>value</i>]]*</LI></UL>
-
-########################################################################
-########################################################################
-#operative messages
-########################################################################
-########################################################################
-
-########################################################################
-# Message sent when hxsp was called without commands
-########################################################################
-home_message = <h1>hxsp v{VER} active</h1><BR>
-
-########################################################################
-# Message sent when hxsp was called with the help command
-########################################################################
-help_message =
-
-########################################################################
-# Message sent when a stylesheet is added
-########################################################################
-s_add = the stylesheet with key: {KEY} and uri: {URI} was successfully loaded
-
-########################################################################
-# Message sent when a stylesheet is reloaded
-########################################################################
-s_reload = the stylesheet with key: {KEY} and uri: {URI} was successfully reloaded
-
-########################################################################
-# Message sent when a stylesheet is removed
-########################################################################
-s_remove = the stylesheet with key: {KEY} and uri: {URI} was successfully removed
-
-########################################################################
-# Message to print the stylesheet status for list command
-########################################################################
-list = the stylesheet with key: {KEY} and uri: {URI} was loaded
-
-########################################################################
-# Message sent when the list command was called
-# and there is no stylesheet loaded
-########################################################################
-empty = there is no stylesheet loaded
-
-########################################################################
-########################################################################
+++ /dev/null
-########################################################################
-########################################################################
-#
-# Interface messages config file in IT language for hxsp
-# Author: Alessandro Barzanti (barzu@libero.it)
-#
-########################################################################
-########################################################################
-
-########################################################################
-########################################################################
-# usage messages
-########################################################################
-########################################################################
-
-########################################################################
-# Message sent after help syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-help_usage = utilizzo:<BR>{URL}/help
-
-########################################################################
-# Message sent after add syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-add_usage = utilizzo:<BR>{URL}/add?bind=<i>key</i>,<i>stylesheet</i>[&bind=<i>key</i>,<i>stylesheet</i>]*
-
-########################################################################
-# Message sent after remove syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-remove_usage = utilizzo:<BR>{URL}/remove[?keys=<i>key_1,...,key_n</i>]
-
-########################################################################
-# Message sent after list syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-list_usage = utilizzo:<BR>{URL}/list
-
-########################################################################
-# Message sent after reload syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-reload_usage = utilizzo:<BR>{URL}/reload[?keys=<i>key_1,...,key_n</i>]
-
-########################################################################
-# Message sent after apply syntax errors if "all_usage_synerr" is set OFF
-########################################################################
-apply_usage = utilizzo:<BR>{URL}/apply?xmluri=<i>xmldata</i>&keys=<i>key_1,...,key_n</i>[¶m.<i>name</i>=<i>value</i>]*[¶m.<i>key</i>.<i>name</i>=<i>value</i>]*[&prop.<i>name</i>=[<i>value</i>]]*
-
-########################################################################
-# Message sent after "home_message" when hxsp was called without commands
-# and sent after "help_message" when hxsp was called with the help command
-# and after all syntax errors if "all_usage_synerr" is set ON
-########################################################################
-all_usage = utilizzo:<BR><UL><LI>{URL}/help</LI><LI>{URL}/add?bind=<i>key</i>,<i>stylesheet</i>&bind=<i>key</i>,<i>stylesheet</i>]*</LI><LI>{URL}/remove[?keys=<i>key_1,...,key_n</i>]</LI><LI>{URL}/list</LI><LI>{URL}/reload[?keys=<i>key_1,...,key_n</i>]</LI><LI>{URL}/apply?xmluri=<i>xmldata</i>&keys=<i>key_1,...,key_n</i>[¶m.<i>name</i>=<i>value</i>]*[¶m.<i>key</i>.<i>name</i>=<i>value</i>]*[&prop.<i>name</i>=[<i>value</i>]]*</LI></UL>
-
-########################################################################
-########################################################################
-#operative messages
-########################################################################
-########################################################################
-
-########################################################################
-# Message sent when hxsp was called without commands
-########################################################################
-home_message = <h1>hxsp v{VER} attivo</h1><BR>
-
-########################################################################
-# Message sent when hxsp was called with the help command
-########################################################################
-help_message = <h1>hxsp v{VER} attivo</h1><BR>
-
-########################################################################
-# Message sent when a stylesheet is added
-########################################################################
-s_add = lo stylesheet con chiave: {KEY} e uri: {URI} è stato caricato con successo
-
-########################################################################
-# Message sent when a stylesheet is reloaded
-########################################################################
-s_reload = lo stylesheet con chiave: {KEY} e uri: {URI} è stato ricaricato con successo
-
-########################################################################
-# Message sent when a stylesheet is removed
-########################################################################
-s_remove = lo stylesheet con chiave: {KEY} e uri: {URI} è stato rimosso
-
-########################################################################
-# Message to print the stylesheet status for list command
-########################################################################
-list = lo stylesheet con chiave: {KEY} e uri: {URI} è presente nel sistema
-
-########################################################################
-# Message sent when the list command was called
-# and there is no stylesheet loaded
-########################################################################
-empty = non è ancora stato caricato nessuno stylesheet
-
-########################################################################
-########################################################################
+++ /dev/null
-#!/usr/bin/perl
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-#
-# H.X.S.P. V 1.0
-# T S T R
-# T L Y O
-# P T E C
-# S E
-# H S
-# E S
-# E O
-# T R
-#
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-use HTTP::Daemon;
-use HTTP::Status;
-use HTTP::Request;
-use LWP::UserAgent;
-use URI::Escape;
-use CGI;
-use FindBin;
-use XML::LibXML;
-use XML::LibXSLT;
-use IO;
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Global Variables
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-# Version number
-my $ver ="1.0";
-
-# Working path of hxsp (loaded from config)
-my $working_path;
-
-# Interface language (loaded from config)
-my $language;
-
-# Port to use for hxsp (loaded from config)
-my $port;
-
-# Use complete command description on syntax error if ON (loaded from config)
-my $all_usage_synerr;
-
-# Include XIncludes on the fly if ON (loaded from config)
-my $expand_xinc;
-
-# Max Depth of the DOM tree while parsing
-my $max_depth;
-
-# Message sent when hxsp was called without commands (loaded from message.##)
-my $home_message;
-
-# Message sent when hxsp was called with the help command (loaded from message.##)
-my $help_message;
-
-# Message sent when a stylesheet is added (loaded from message.##)
-my $s_add;
-
-# Message sent when a stylesheet is reloaded (loaded from message.##)
-my $s_reload;
-
-# Message sent when a stylesheet is removed (loaded from message.##)
-my $s_remove;
-
-# Message to print the stylesheet status for list command (loaded from message.##)
-my $list;
-
-# Message sent when the list command was called
-# and there is no stylesheet loaded (loaded from message.##)
-my $empty;
-
-# Message sent after "home_message" when hxsp was called without commands
-# and sent after "help_message" when hxsp was called with the help command
-# and after all syntax errors if "all_usage_synerr" is set ON (loaded from message.##)
-my $all_usage;
-
-# All the following syntax errors messages are used #only# if "all_usage_synerr" is set OFF
-
-# Message sent on help syntax errors (loaded from message.##)
-my $help_usage;
-
-# Message sent on add syntax errors (loaded from message.##)
-my $add_usage;
-
-# Message sent on remove syntax errors (loaded from message.##)
-my $remove_usage;
-
-# Message sent on list syntax errors (loaded from message.##)
-my $list_usage;
-
-# Message sent on reload syntax errors (loaded from message.##)
-my $reload_usage;
-
-# Message sent on apply syntax errors (loaded from message.##)
-my $apply_usage;
-
-# The error hash contains the error messages to call in case of syntax
-# or operative errors, the keys are defined by the left value of each line in error##
-my %error;
-
-# load ok template
-my $ok_tpl;
-
-# load operror template
-my $operror_tpl;
-
-# load synerror template
-my $synerror_tpl;
-
-# This is the data structure to store the loaded stylesheets (hash of array)
-# [0] :Styleseet URI , [1] : Loaded styleseet
-my %stylesheet_hash;
-
-# This is a hash for fast duplicate uri detection
-my %by_name;
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Starting Operations
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-# chdir to the directory of this perl script
-chdir $FindBin::Bin;
-
-# load CONFIG
-load_conf();
-
-# initialize the objects to use LibXML and LibXSLT
-my $parser = XML::LibXML->new();
-my $xslt = XML::LibXSLT->new();
-
-# initialize the LibXML callbacks to load uri's
-XML::LibXML->callbacks(\&match_uri,\&open_uri,\&read_uri,\&close_uri);
-
-# include XIncludes on the fly if required
-if ($expand_xinc eq "ON") { $parser->expand_xinclude( 1 ); }
-
-# initialize the hxsp as HTTP::Daemon
-my $d = new HTTP::Daemon LocalPort => $port;
-
-# get the complete working url of hxsp
-my $puwobo_url = $d->url().$working_path;
-
-# set the working path to be comparable with url->path
-$working_path = "/". $working_path;
-
-# load messages
-load_messages();
-
-# load error
-load_err();
-
-# load templates
-load_templates();
-
-# print starting information on console
-print qq{
-hxsp v$ver active at: <URL:$puwobo_url>
- Language is $language
- On syntax error usage of every command is $all_usage_synerr
- Include XIncludes on the fly is $expand_xinc;
-};
+++ /dev/null
-#################################################################################################
-#################################################################################################
-# HTTP::Daemon Operations
-#################################################################################################
-#################################################################################################
-
-# do not accumulate defunct processes
-$SIG{CHLD} = "IGNORE";
-$SIG{USR1} = \&listen; # sent by the child to make the parent read the pipe
-
-pipe LIST_CHILD, TELL_PARENT;
-pipe LIST_PARENT, TELL_CHILD;
-TELL_PARENT->autoflush(1);
-TELL_CHILD->autoflush(1);
-
-
-sub listen {
- my $res;
- my $query = <LIST_CHILD>;
- if ($query =~ /^add /) {
- $query =~ s/^add //;
- chomp($query);
- $res = add($query);
- }
- elsif ($query =~ /^reload /) {
- $query =~ s/^reload //;
- chomp($query);
- $res = reload($query);
- }
- elsif ($query =~ /^remove /) {
- $query =~ s/^remove //;
- chomp($query);
- $res = remove($query);
- }
- print TELL_CHILD "$res\n";
- print TELL_CHILD "____\n"; # end of response
-}
-
-while (my $c = $d->accept) #connect
-{
- if (fork() == 0) #start new concurrent process
- {
- while (my $r = $c->get_request) #get http request
- {
- if ($r->method eq 'GET' &&
- ($r->url->path eq $working_path or $r->url->path eq $working_path."/"))#start dir
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(home($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/help")#usage
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(help($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/add")#add
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "add $qs\n";
- my $in;
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content($res);
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/remove")#remove
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "remove $qs\n";
- my $in;
- my $res="";
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->content($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/reload")#reload
- {
- my $response = new HTTP::Response;
- kill(USR1,getppid()); # ask the parent to read the pipe
- my $qs = $r->url->query;
- print TELL_PARENT "reload $qs\n";
- my $in;
- my $res="";
- while (($in = <LIST_PARENT>) ne "____\n") {
- $res .= $in;
- }
- chomp($res);
- $response->content($res);
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/list")#list
- {
- my $response = new HTTP::Response;
- $response->header('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- $response->content(list($r->url->query));
- $c->send_response($response);
- }
- elsif ($r->method eq 'GET' && $r->url->path eq $working_path."/apply")#apply
- {
- my %headers;
- my $response = new HTTP::Response;
- $response->content(apply($r->url->query,\%headers));
- $response->header(%headers);
- $c->send_response($response);
- }
- else #wrong command or not working_path
- {
- $c->send_error(RC_FORBIDDEN)
- }
- }
- $c->close;
- undef($c);
- exit;
- } # fork
-}
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Stylesheet hash check subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub addcheckvalues
-# Usage: addcheckvalues($key,$uri);
-# Returns: error message or 0 if no errors found
-# Do: check if key and uri are already loaded
-# Used by: addvalues
-# Uses : err_replace
-#################################################################################################
-sub addcheckvalues
-{
- my $ac_key = shift(@_);
- my $ac_uri = shift(@_);
- if (exists $stylesheet_hash{$ac_key})
- {
- return err_replace($error{"add_dup_key"},$ac_key,$ac_uri,"");
- }
- elsif (exists $by_name{$ac_uri})
- {
- return err_replace($error{"add_dup_value"},$ac_key,$ac_uri,$by_name{$ac_key});
- }
- else { return 0; }
-}
-#################################################################################################
-
-#################################################################################################
-# sub recheckvalues
-# Usage: recheckvalues($key);
-# Returns: error message or 0 if no errors found
-# Do: check if key are loaded
-# Used by: remove, reloadvalues
-# Uses : err_replace
-#################################################################################################
-sub recheckvalues
-{
- my $re_key = shift(@_);
- if (not exists $stylesheet_hash{$re_key})
- {
- return err_replace($error{"re_inv_key"},$re_key,"","");
- }
- else { return 0; }
-}
-#################################################################################################
-
-#################################################################################################
-# sub applycheckvalues
-# Usage: applycheckvalues(\@keys);
-# Returns: error message or 0 if no errors found
-# Do: check if keys in @keys are loaded
-# Used by: remove, reloadvalues
-# Uses : err_replace
-#################################################################################################
-sub applycheckvalues
-{
- my $applykeys_ptr = shift(@_);
- foreach $applykey (@$applykeys_ptr)
- {
- if (not exists $stylesheet_hash{$applykey})
- {
- return err_replace($error{"apply_inv_key"},$applykey,"","");
- }
- }
- return 0;
-}
-#################################################################################################
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Stylesheet hash modify subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub addvalues
-# Usage: if add_halt_on_errors is ON addvalues($key,$uri,@added);
-# else addvalues($key,$uri)
-# Returns: error message or 0 on success,
-# if add_halt_on_errors is ON return all the added keys on @added
-# Do: add the values to the stylesheet hash
-# Used by: add
-# Uses : addcheckvalues, loadstyle
-#################################################################################################
-sub addvalues
-{
- my $av_key = shift(@_);
- my $av_uri = shift(@_);
- my $av_stylesheet; #parsed stylesheet to be placed in hash
- if (my $err = addcheckvalues($av_key,$av_uri)) { return $err; }
- elsif (my $err = loadstyle($av_key, $av_uri, $av_stylesheet)) { return $err; }
- else
- {
- $stylesheet_hash{$av_key}[0]=$av_uri;
- $stylesheet_hash{$av_key}[1]=$av_stylesheet;
- $by_name{$av_uri}=$av_key;
- return 0;
- }
-}
-#################################################################################################
-
-#################################################################################################
-# sub removevalues
-# Usage: removevalues($key);
-# Returns: message
-# Do: remove the key specified and relative values from the stylesheet hash
-# Used by: remove, do_remove
-# Uses : ok_replace
-#################################################################################################
-sub removevalues
-{
- my $cr_key = shift(@_);
- my $cr_uri = $stylesheet_hash{$cr_key}[0];
- delete $stylesheet_hash{$cr_key};
- delete $by_name{$cr_uri};
- return ok_replace("$s_remove\n",$cr_key,$cr_uri);
-}
-#################################################################################################
-
-#################################################################################################
-# sub reloadvalues
-# Usage: if add_halt_on_errors is ON reloadvalues($key.\%reloaded);
-# else reloadvalues($key);
-# Returns: error message or 0 on success,
-# if add_halt_on_errors is ON return the old stylesheets in %reloaded
-# Do: reload the stlylesheet with the key specified
-# Used by: do_reload
-# Uses : recheckvalues, loadstyle
-#################################################################################################
-sub reloadvalues
-{
- my $rv_key = shift(@_);
- my $rv_uri = $stylesheet_hash{$rv_key}[0];
- my $rv_stylesheet; #parsed stylesheet to be placed in hash
- if (my $err = recheckvalues($rv_key)) { return $err; }
- elsif (my $err = loadstyle($rv_key, $rv_uri, $rv_stylesheet)) { return $err; }
- else
- {
- $stylesheet_hash{$rv_key}[1] = $rv_stylesheet;
- return 0;
- }
-}
-#################################################################################################
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# LibXML LIBXSLT access subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub loadstyle
-# Usage: loadstyle($key,$uri,$stylesheet);
-# Returns: error message or 0 on success,
-# parsed stylesheet in $stylesheet
-# Do: parse the stylesheet at the given uri
-# Used by: addvalues , reloadvalues
-# Uses : err_replace, parser_error_replace
-#################################################################################################
-sub loadstyle
-{
- my $ls_key= shift(@_);
- my $ls_uri= shift(@_);
- my $uncatched = "";
- my $line = "";
- my $style_doc;
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $style_doc = $parser->parse_file($ls_uri); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
-
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"add_xml_error"},$ls_key,$ls_uri,parser_error_replace($@.$uncatched));
- }
- else
- {
- pipe P, STDERR;
- STDERR->autoflush(1);
- $uncatched = "";
- $line = "";
- eval { $_[0] = $xslt->parse_stylesheet($style_doc); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"add_xslt_error"},$ls_key,$ls_uri,parser_error_replace($@.$uncatched));
- }
- else {return 0}
- }
-}
-
-sub load_xml_doc
-{
- my $xmluri = shift(@_);
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $_[0] = $parser->parse_file($xmluri); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- return err_replace($error{"apply_xml_error"},"",$xmluri,parser_error_replace($@.$uncatched));
- }
- else {return 0}
-}
-
-sub apply_style
-{
- my $k = shift(@_);
- my $params_ptr = shift(@_);
- my %params = XML::LibXSLT::xpath_to_string(%$params_ptr);
- my $pippo;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- XML::LibXSLT->max_depth($max_depth);
- eval { $_[0] = $stylesheet_hash{$k}[1]->transform($_[0],%params); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return err_replace($error{"apply_xslt_error"},$k,$stylesheet_hash{$k}[0],$e_r);
- }
- else {return 0}
-}
-sub get_results
-{
- my $k = shift(@_);
- my $results = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $stylesheet_hash{$k}[1]->output_string($results); };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-sub get_results_prop
-{
- my $result = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $result->toString; };
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-
-sub get_results_html
-{
- my $result = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = $result->toStringHTML();};
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-
-sub decode
-{
- my $result = shift(@_);
- my $enc = shift(@_);
- my $retval;
- my $uncatched = "";
- my $line = "";
- pipe P, STDERR;
- STDERR->autoflush(1);
- eval { $retval = decodeFromUTF8($enc, $result);};
- print STDERR "____\n";
- while(($line = <P>) ne "____\n") { $uncatched .= $line; }
- close P;
- if ($@ or $uncatched ne "")
- {
- my $e_r = parser_error_replace($@.$uncatched);
- return operror_print(err_replace($error{"apply_xslt_out_error"},"","",$e_r));
- }
- else { return $retval; }
-}
-#################################################################################################
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Commands subrutines
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-#################################################################################################
-# sub add
-# Usage: add($http_query);
-# Returns: values for HTTP::Response
-# Do: add stylesheet(s) to hash
-# Used by: daemon
-# Uses : addparsequery, addvalues, ok_replace,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub add
-{
- my $http_query = shift(@_); # querystring
- my $cont =""; # return value
- my @binds; #values of binds passed via querystring
- my $err; # error string
- if ($err = addparsequery($http_query,\@binds)) { return synerror_print($err,$add_usage); }
- else
- {
- foreach my $bind (@binds)
- {
- my ($a_key , $e_uri) = split(/,/,$bind,2);
- my $une_uri = uri_unescape($e_uri);
- if ($err = addvalues($a_key,$une_uri)) { $cont .= "$err\n"; }
- else { $cont .= ok_replace("$s_add\n",$a_key,$une_uri); }
- }#foreach
- return ok_print($cont);
- }
-}
-#################################################################################################
-
-#################################################################################################
-# sub remove
-# Usage: remove($http_query);
-# Returns: values for HTTP::Response
-# Do: remove stylesheet(s) from hash
-# Used by: daemon
-# Uses : reparsequery, getkeys, recheckvalues, removevalues,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub remove
-{
- my $http_query = shift(@_); # querystring
- my $rem_keys;
- my $cont="";
- my $err;
- if ($http_query eq "")
- {
- my $i=0;
- foreach my $rem_key (keys %stylesheet_hash)
- {
- $cont .= removevalues($rem_key);
- $i++;
- }
- if ($i==0) { return operror_print($error{"re_no_sl"}); }
- }
- elsif ($err = reparsequery($http_query,$rem_keys)){return synerror_print($err,$remove_usage);}
- else
- {
- foreach my $rem_key (split (/,/,$rem_keys))
- {
- if (my $err = recheckvalues($rem_key)) { $cont .= "$err\n"; }
- else { $cont .= removevalues($rem_key); }
- }
- }
- return ok_print($cont);
-}
-#################################################################################################
-
-#################################################################################################
-# sub reload
-# Usage: remove($http_query);
-# Returns: values for HTTP::Response
-# Do: remove stylesheet(s) from hash
-# Used by: daemon
-# Uses : reparsequery, getkeys, recheckvalues, removevalues,
-# ok_print, synerror_print, operror_print
-#################################################################################################
-sub reload #reload stylesheet(s) from hash
-{
- my $http_query = shift(@_);
- my $rel_keys;
- my @rel_k;
- my $dr_cont = "";
- if ($http_query eq "")
- {
- my $i=0;
- foreach my $key (keys %stylesheet_hash)
- {
- if (my $err = reloadvalues($key)) { return $dr_cont .= $err; }
- else {$dr_cont .= ok_replace("$s_reload\n",$key,$stylesheet_hash{$key}[0]);}
- $i++;
- }
- if ($i==0) { return operror_print($error{"re_no_sl"}); }
- }
- elsif ($err = reparsequery($http_query,$rel_keys)){return synerror_print($err,$reload_usage);}
- else
- {
- foreach my $key (split (/,/,$rel_keys))
- {
- if (my $err = reloadvalues($key)) { return $dr_cont .= $err; }
- else {$dr_cont .= ok_replace("$s_reload\n",$key,$stylesheet_hash{$key}[0]);}
- }
- }
- return ok_print($dr_cont);
-}
-#################################################################################################
-
-sub apply #apply stylesheets
-{
- my $http_query = shift(@_);
- my $headers_ptr = shift(@_);
- my $xmluri;
- my @applykeys;
- my %app_param;
- my %app_prop;
- my $results;
- my $lastkey;
- my $enc;
-
- if (my $err=applyparsequery($http_query,\@applykeys,\%app_param,\%app_prop,$xmluri))
- {
- return synerror_print($err,$apply_usage);
- }
- elsif (my $err=applycheckvalues(\@applykeys)) { return operror_print($err); }
- elsif (my $err=load_xml_doc($xmluri,$results)) { return operror_print($err); }
- #apply
- foreach my $applykey (@applykeys)
- {
- $lastkey=$applykey;
- if (my $err=apply_style($applykey,\%{$app_param{$applykey}},$results))
- {
- return operror_print($err);
- }
- }#foreach
- my $i=0;
- while (my ($n, $v) = each %app_prop)
- {
- if (($n eq "method") or ($n eq "METHOD"))
- {
- if ($v eq 'html') { $headers_ptr->{'Content-Type'}='text/html'; }
- elsif ($v eq 'text') { $headers_ptr->{'Content-Type'}='text/plain'; }
- else { $headers_ptr->{'Content-Type'}='text/xml'; }
- }
- if (($n eq "encoding") or ($n eq "ENCODING"))
- {
- $headers_ptr->{'Content-Encoding'}=$v;
- if ($v ne "UTF-8") { $enc = $v; }
- }
- if (($n eq "media-type") or ($n eq "MEDIA_TYPE") or ($n eq "MEDIA-TYPE"))
- {
- $headers_ptr->{'Content-Type'}=$v;
- }
- $i++;
- }
- if ($i == 0)
- {
- %$headers_ptr= ('Cache-Control' => 'no-cache','Pragma' => "no-cache",'Expires' => '0');
- return get_results($lastkey,$results);
- }
- else
- {
- my $result;
- $headers_ptr->{'Cache-Control'} = 'no-cache';
- $headers_ptr->{'Pragma'} = "no-cache";
- $headers_ptr->{'Expires'} = '0';
- if ($headers_ptr->{'Content-Type'} eq 'text/html')
- {
- $result = get_results_html($results);
- }
- else
- {
- $result = get_results_prop($results);
- if ($enc)
- {
- $result = decode($result,$enc);
- }
- }
- return $result;
- }
-}
-
-sub list #list all the stylesheet loaded
-{
- my $cont="";
- my $ind = 0;
- foreach $key (keys %stylesheet_hash)
- {
- $cont .= ok_replace("$list\n",$key,$stylesheet_hash{$key}[0]);
- $ind++;
- }
- if ($ind > 0) { return ok_print($cont); }
- else { return ok_print($empty); }
-}
-
-sub home #return Dispay active
-{
- if ($_[0] ne "") { return synerror_print($error{"home_qs"},$all_usage); }
- else {
- return ok_print($home_message.$all_usage);
- }
-}
-
-sub help #return html help
-{
- if ($_[0] ne "") { return synerror_print($error{"help_qs"},$help_usage); }
- return ok_print($help_message.$all_usage);
-}
+++ /dev/null
-#################################################################################################
-#################################################################################################
-# Subrutines to get parameters for commands from Query String (query string parsing)
-#################################################################################################
-#################################################################################################
-
-sub add_comma_analysis
-{
- my $bind = shift(@_);
- my ($l , $r) = split(/,/,$bind,2);
- if (index($bind ,",") == -1) { return $error{"add_no_sep"}; }
- elsif (index($r ,",") != -1) { return $error{"add_many_sep"}; }
- elsif (($l eq "") or ($r eq "")) { return $error{"add_null_bind"}; }
- else { return 0; }
-}
-##
-#usage:
-#addparsequery($querystring,\@binds)
-#returns $errcode;
-sub addparsequery
-{
- my $query = shift(@_);
- my $value_ptr = shift(@_);
- if ($query eq "") { return $error{"add_no_bind"}; }
- else
- {
- foreach my $params (split(/&/,$query))
- {
- my ($k , $v) = split(/=/,$params,2);
- $v=uri_unescape($v);
- if ($k ne "bind") { return $error{"add_oth"}; }
- elsif ($v eq "") { return $error{"add_null_bind"}; }
- elsif (my $err=add_comma_analysis($v)) { return $err; }
- else { push @$value_ptr,$v;}
- }#foreach
- return 0;
- }
-}
-
-sub reparsequery
-{
- my $query = shift(@_);
- my $k;
- my $v;
- my $err;
- if (index($query, "&") == -1)
- {
- ($k , $v) = split(/=/,$query,2);
- $v=uri_unescape($v);
- if ($k ne "keys") { return $error{"re_oth"}; }
- elsif ($v eq "") { return $error{"re_null_keys"}; }
- elsif ((index($v,",")==0) or (index($v,",,")!=-1) or (substr($v,-1) eq ","))
- {
- return $error{"re_null_keys"};
- }
- else { $_[0] = $v; return 0; }
- }
- else { return $error{"re_many"}; }
-}
-
-sub get_req
-{
- my $arr_ptr = shift(@_);
- my $xmluri_found = 0;
- my $keys_found = 0;
- foreach my $el (@$arr_ptr)
- {
- my ($k , $v) = split(/=/,$el,2);
- $v=uri_unescape($v);
- if ($k eq "param") { return $error{"apply_no_dots_param"}; }
- elsif ($k eq "prop") { return $error{"apply_no_dots_prop"}; }
- elsif ($k eq "xmluri")
- {
- if ($xmluri_found) { return $error{"apply_many_uri"}; }
- else
- {
- if ($v eq "") { return $error{"apply_null_uri"}; }
- else { $_[0] = $v; $xmluri_found = 1; }
- }
- }
- elsif ($k eq "keys")
- {
- if ($keys_found) { return $error{"apply_many_keys"}; }
- else
- {
- if ($v eq "") { return $error{"apply_null_keys"}; }
- elsif ((index($v,",")==0) or (index($v,",,")!=-1) or (substr($v,-1) eq ","))
- {
- return $error{"apply_null_keys"};
- }
- else { $_[1] = $v; $keys_found = 1; }
- }
- }
- else { return $error{"apply_oth"}; }
- }#foreach my $el (@$arr_ptr)
- if ((!$xmluri_found or !$keys_found)) { return $error{"apply_few_pars"}; }
- else { return 0; }
-}
-
-sub applyparsequery
-{
- my $query = shift(@_);
- my $apply_keys_ptr = shift(@_);
- my $keyparshoh = shift(@_);
- my $proph_ptr = shift(@_);
- my $applykeys;
- my %prop_h;
- my %genparam_h;
- my %keyparam_h;
- my @nodots;
-
- if ($query eq "") { return $error{"apply_few_pars"}; }
- if (index($query, "&") == -1) { return $error{"apply_few_pars"}; }
- foreach my $param (split(/&/,$query))
- {
- my ($k , $v) = split(/=/,$param,2);
- $v=uri_unescape($v);
- if (index($k, ".") == -1) { push @nodots,$param; }
- else
- {
- my ($l , $r) = split(/\./,$k,2);
- if ($l eq "prop")
- {
- if (($r eq "") or ($v eq "")) { return $error{"apply_null_prop"}; }
- elsif (index($r, ".") > -1) { return $error{"apply_dots_prop"}; }
- else { $prop_h{$r} = $v; }
- }
- elsif ($l eq "param")
- {
- if (($r eq "") or ($v eq "")) { return $error{"apply_null_param"}; }
- elsif (index($r, ".") == -1) { $genparam_h{$r} = $v; }
- else
- {
- my ($kk , $va) = split(/\./,$r,2);
- if (index($va, ".") > -1) { return $error{"apply_dots_param"}; }
- elsif (($kk eq "") or ($va eq "")) { return $error{"apply_null_param"}; }
- else { $keyparam_h{$kk}{$va}=$v; }
- }
- }
- else { return $error{"apply_oth"}; }
- }
- }
-
- if (my $err = get_req(\@nodots,$_[0],$applykeys)) { return $err; }
- while (my ($gn, $gv) = each %prop_h)
- {
- $proph_ptr->{$gn} = $gv;
- }
- foreach my $pkey ( keys %keyparam_h )
- {
- my $k_found=0;
- foreach my $verkey (split (/,/,$applykeys))
- {
- if ($pkey eq $verkey) { $k_found = 1; }
- }
- if (! $k_found) { return $error{"apply_inv_param"}; }
- }
-
- foreach my $applykey (split (/,/,$applykeys))
- {
- while (my ($gn, $gv) = each %genparam_h)
- {
- $keyparshoh->{$applykey}{$gn} = $gv;
- }
- while (my ($kn, $kv) = each %{ $keyparam_h{$applykey} } )
- {
- $keyparshoh->{$applykey}{$kn} = $kv;
- }
- push @$apply_keys_ptr, $applykey;
- }#foreach
- return 0;
-}
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to replace values between {} on loaded templates
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub ok_print
-{
- my $message = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $ok_tpl;
- $retval =~ s/\{MESSAGE\}/$message/g;
- return $retval;
-}
-
-sub operror_print
-{
- my $message = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $operror_tpl;
- $retval =~ s/\{ERROR\}/$message/g;
- return $retval;
-}
-
-sub synerror_print
-{
- my $message = shift(@_);
- my $us = shift(@_);
- $message =~ s/(\n)/<br>\1/g;
- my $retval = $synerror_tpl;
- $retval =~ s/\{ERROR\}/$message/g;
- $retval =~ s/\{USAGE\}/$us/g;
- return $retval;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to replace values between {} on loaded messages
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub ok_replace
-{
- my $message = shift(@_);
- my $key = shift(@_);
- my $s_uri = shift(@_);
- $message =~ s/\{KEY\}/$key/g;
- $message =~ s/\{URI\}/$s_uri/g;
- return $message;
-}
-
-sub err_replace
-{
- my $message = shift(@_);
- my $key = shift(@_);
- my $s_uri = shift(@_);
- my $errr = shift(@_);
- $message =~ s/\{KEY\}/$key/g;
- $message =~ s/\{URI\}/$s_uri/g;
- $message =~ s/\{ERROR\}/$errr/g;
- $message =~ s/\{OLDKEY\}/$errr/g;
- return $message;
-}
-
-sub parser_error_replace
-{
- my $no_at = shift(@_);
- $no_at =~ s/(.*)\sat\s(.*)/\1/g;
- $no_at =~ s/</</g;
- $no_at =~ s/>/>/g;
- return $no_at;
-}
+++ /dev/null
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# Subrutines to load config files and templates
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub load_messages
-{
- if ($language eq "IT")
- {
- open(MESSAGE, "./msg/message.it") || die "Can't open config file '/msg/message.it' : $!";
- }
- else
- {
- open(MESSAGE, "./msg/message.en") || die "Can't open config file '/msg/message.en' : $!";
- }
- while(my $line = <MESSAGE>) {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- $line =~ s/\{URL\}/$puwobo_url/g;
- $line =~ s/\{VER\}/$ver/g;
- if ($line =~ /^(home_message)\s*=\s*(.*)$/) {$home_message = $2; }
- if ($line =~ /^(help_message)\s*=\s*(.*)$/) {$help_message = $2; }
- if ($line =~ /^(s_add)\s*=\s*(.*)$/) {$s_add = $2; }
- if ($line =~ /^(s_reload)\s*=\s*(.*)$/) {$s_reload = $2; }
- if ($line =~ /^(s_remove)\s*=\s*(.*)$/) {$s_remove = $2; }
- if ($line =~ /^(list)\s*=\s*(.*)$/) {$list = $2; }
- if ($line =~ /^(empty)\s*=\s*(.*)$/) {$empty = $2; }
- if ($line =~ /^(all_usage)\s*=\s*(.*)$/) {$all_usage = $2; }
- if ($all_usage_synerr eq "ON")
- {
- $help_usage=$add_usage=$remove_usage=$list_usage=$reload_usage=$apply_usage=$all_usage;
- }
- else
- {
- if ($line =~ /^(help_usage)\s*=\s*(.*)$/) {$help_usage = $2; }
- if ($line =~ /^(add_usage)\s*=\s*(.*)$/) {$add_usage = $2; }
- if ($line =~ /^(remove_usage)\s*=\s*(.*)$/) {$remove_usage = $2; }
- if ($line =~ /^(list_usage)\s*=\s*(.*)$/) {$list_usage = $2; }
- if ($line =~ /^(reload_usage)\s*=\s*(.*)$/) {$reload_usage = $2; }
- if ($line =~ /^(apply_usage)\s*=\s*(.*)$/) {$apply_usage = $2; }
- }
- }
- close MESSAGE;
-}
-
-sub load_conf
-{
- open(CONFIG, "./config") || die "Can't open config file 'config' : $!";
- while(my $line = <CONFIG>) {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- if ($line =~ /^(working_path)\s*=\s*(.*)$/) {$working_path = $2; }
- if ($line =~ /^(language)\s*=\s*(.*)$/) {$language = $2; }
- if ($line =~ /^(port)\s*=\s*(.*)$/) {$port = $2; }
- if ($line =~ /^(all_usage_synerr)\s*=\s*(.*)$/) {$all_usage_synerr = $2; }
- if ($line =~ /^(expand_xinc)\s*=\s*(.*)$/) {$expand_xinc = $2; }
- if ($line =~ /^(max_depth)\s*=\s*(.*)$/) {$max_depth = $2; }
- }
- close CONFIG;
-}
-
-sub load_err
-{
- if ($language eq "IT")
- {
- open(ERRO, "./msg/error.it") || die "Can't open config file '/msg/error.it' : $!";
- }
- else
- {
- open(ERRO, "./msg/error.en") || die "Can't open config file '/msg/error.en' : $!";
- }
- while(my $line = <ERRO>)
- {
- # ignore comments and full line comments
- $line =~ s/#.*$//;
- next unless $line =~ /\S/;
- if ($line =~ /^(.*?)\s*=\s*(.*)$/) {$error{$1} = $2; }
- }
- close ERRO;
-}
-
-sub load_templates
-{
- # load ok template
- open(OK_TPL, "./tpl/ok.tpl")
- || die "Can't open template file '/tpl/ok.tpl' : $!";
- while(my $line = <OK_TPL>) {$ok_tpl .= $line; }
- close OK_TPL;
-
- # load operror template
- open(OPERROR_TPL, "./tpl/operror.tpl")
- || die "Can't open template file '/tpl/operror.tpl' : $!";
- while(my $line = <OPERROR_TPL>) {$operror_tpl .= $line; }
- close OPERROR_TPL;
-
- # load synerror template
- open(SYNERROR_TPL, "./tpl/synerror.tpl")
- || die "Can't open template file '/tpl/synerror.tpl' : $!";
- while(my $line = <SYNERROR_TPL>) {$synerror_tpl .= $line; }
- close SYNERROR_TPL;
-}
-
-#################################################################################################
-#################################################################################################
-#################################################################################################
-# the LibXML callbacks follow
-# these callbacks are used for both the original parse AND the XInclude (if set)
-#################################################################################################
-#################################################################################################
-#################################################################################################
-
-sub match_uri {
- my $uri = shift;
- return $uri !~ /:\/\// ? 1 : 0; # we handle only files
-}
-
-sub open_uri {
- my $uri = shift;
-
- my $handler = new IO::File;
- if ( not $handler->open( "<$uri" ) ){
- $file = 0;
- }
-
- return $file;
-}
-
-sub read_uri {
- my $handler = shift;
- my $length = shift;
- my $buffer = undef;
- if ( $handler ) {
- $handler->read( $rv , $length );
- }
- return $buffer;
-}
-
-sub close_uri {
- my $handler = shift;
- if ( $handler ) {
- $handler->close();
- }
- return 1;
-}
\ No newline at end of file
+++ /dev/null
-<html>
-<body>
-{MESSAGE}
-</body>
-</html>
+++ /dev/null
-<html>
-<body>
-{ERROR}
-</body>
-</html>
+++ /dev/null
-<html>
-<body>
-{ERROR}<br>
-{USAGE}
-</body>
-</html>
+++ /dev/null
-*.dvi *.aux *.log *.ps *.gz *.toc
+++ /dev/null
-% LLNCS DOCUMENT CLASS -- version 2.13 (28-Jan-2002)
-% Springer Verlag LaTeX2e support for Lecture Notes in Computer Science
-%
-%%
-%% \CharacterTable
-%% {Upper-case \A\B\C\D\E\F\G\H\I\J\K\L\M\N\O\P\Q\R\S\T\U\V\W\X\Y\Z
-%% Lower-case \a\b\c\d\e\f\g\h\i\j\k\l\m\n\o\p\q\r\s\t\u\v\w\x\y\z
-%% Digits \0\1\2\3\4\5\6\7\8\9
-%% Exclamation \! Double quote \" Hash (number) \#
-%% Dollar \$ Percent \% Ampersand \&
-%% Acute accent \' Left paren \( Right paren \)
-%% Asterisk \* Plus \+ Comma \,
-%% Minus \- Point \. Solidus \/
-%% Colon \: Semicolon \; Less than \<
-%% Equals \= Greater than \> Question mark \?
-%% Commercial at \@ Left bracket \[ Backslash \\
-%% Right bracket \] Circumflex \^ Underscore \_
-%% Grave accent \` Left brace \{ Vertical bar \|
-%% Right brace \} Tilde \~}
-%%
-\NeedsTeXFormat{LaTeX2e}[1995/12/01]
-\ProvidesClass{llncs}[2002/01/28 v2.13
-^^J LaTeX document class for Lecture Notes in Computer Science]
-% Options
-\let\if@envcntreset\iffalse
-\DeclareOption{envcountreset}{\let\if@envcntreset\iftrue}
-\DeclareOption{citeauthoryear}{\let\citeauthoryear=Y}
-\DeclareOption{oribibl}{\let\oribibl=Y}
-\let\if@custvec\iftrue
-\DeclareOption{orivec}{\let\if@custvec\iffalse}
-\let\if@envcntsame\iffalse
-\DeclareOption{envcountsame}{\let\if@envcntsame\iftrue}
-\let\if@envcntsect\iffalse
-\DeclareOption{envcountsect}{\let\if@envcntsect\iftrue}
-\let\if@runhead\iffalse
-\DeclareOption{runningheads}{\let\if@runhead\iftrue}
-
-\let\if@openbib\iffalse
-\DeclareOption{openbib}{\let\if@openbib\iftrue}
-
-% languages
-\let\switcht@@therlang\relax
-\def\ds@deutsch{\def\switcht@@therlang{\switcht@deutsch}}
-\def\ds@francais{\def\switcht@@therlang{\switcht@francais}}
-
-\DeclareOption*{\PassOptionsToClass{\CurrentOption}{article}}
-
-\ProcessOptions
-
-\LoadClass[twoside]{article}
-\RequirePackage{multicol} % needed for the list of participants, index
-
-\setlength{\textwidth}{12.2cm}
-\setlength{\textheight}{19.3cm}
-\renewcommand\@pnumwidth{2em}
-\renewcommand\@tocrmarg{3.5em}
-%
-\def\@dottedtocline#1#2#3#4#5{%
- \ifnum #1>\c@tocdepth \else
- \vskip \z@ \@plus.2\p@
- {\leftskip #2\relax \rightskip \@tocrmarg \advance\rightskip by 0pt plus 2cm
- \parfillskip -\rightskip \pretolerance=10000
- \parindent #2\relax\@afterindenttrue
- \interlinepenalty\@M
- \leavevmode
- \@tempdima #3\relax
- \advance\leftskip \@tempdima \null\nobreak\hskip -\leftskip
- {#4}\nobreak
- \leaders\hbox{$\m@th
- \mkern \@dotsep mu\hbox{.}\mkern \@dotsep
- mu$}\hfill
- \nobreak
- \hb@xt@\@pnumwidth{\hfil\normalfont \normalcolor #5}%
- \par}%
- \fi}
-%
-\def\switcht@albion{%
-\def\abstractname{Abstract.}
-\def\ackname{Acknowledgement.}
-\def\andname{and}
-\def\lastandname{\unskip, and}
-\def\appendixname{Appendix}
-\def\chaptername{Chapter}
-\def\claimname{Claim}
-\def\conjecturename{Conjecture}
-\def\contentsname{Table of Contents}
-\def\corollaryname{Corollary}
-\def\definitionname{Definition}
-\def\examplename{Example}
-\def\exercisename{Exercise}
-\def\figurename{Fig.}
-\def\keywordname{{\bf Key words:}}
-\def\indexname{Index}
-\def\lemmaname{Lemma}
-\def\contriblistname{List of Contributors}
-\def\listfigurename{List of Figures}
-\def\listtablename{List of Tables}
-\def\mailname{{\it Correspondence to\/}:}
-\def\noteaddname{Note added in proof}
-\def\notename{Note}
-\def\partname{Part}
-\def\problemname{Problem}
-\def\proofname{Proof}
-\def\propertyname{Property}
-\def\propositionname{Proposition}
-\def\questionname{Question}
-\def\remarkname{Remark}
-\def\seename{see}
-\def\solutionname{Solution}
-\def\subclassname{{\it Subject Classifications\/}:}
-\def\tablename{Table}
-\def\theoremname{Theorem}}
-\switcht@albion
-% Names of theorem like environments are already defined
-% but must be translated if another language is chosen
-%
-% French section
-\def\switcht@francais{%\typeout{On parle francais.}%
- \def\abstractname{R\'esum\'e.}%
- \def\ackname{Remerciements.}%
- \def\andname{et}%
- \def\lastandname{ et}%
- \def\appendixname{Appendice}
- \def\chaptername{Chapitre}%
- \def\claimname{Pr\'etention}%
- \def\conjecturename{Hypoth\`ese}%
- \def\contentsname{Table des mati\`eres}%
- \def\corollaryname{Corollaire}%
- \def\definitionname{D\'efinition}%
- \def\examplename{Exemple}%
- \def\exercisename{Exercice}%
- \def\figurename{Fig.}%
- \def\keywordname{{\bf Mots-cl\'e:}}
- \def\indexname{Index}
- \def\lemmaname{Lemme}%
- \def\contriblistname{Liste des contributeurs}
- \def\listfigurename{Liste des figures}%
- \def\listtablename{Liste des tables}%
- \def\mailname{{\it Correspondence to\/}:}
- \def\noteaddname{Note ajout\'ee \`a l'\'epreuve}%
- \def\notename{Remarque}%
- \def\partname{Partie}%
- \def\problemname{Probl\`eme}%
- \def\proofname{Preuve}%
- \def\propertyname{Caract\'eristique}%
-%\def\propositionname{Proposition}%
- \def\questionname{Question}%
- \def\remarkname{Remarque}%
- \def\seename{voir}
- \def\solutionname{Solution}%
- \def\subclassname{{\it Subject Classifications\/}:}
- \def\tablename{Tableau}%
- \def\theoremname{Th\'eor\`eme}%
-}
-%
-% German section
-\def\switcht@deutsch{%\typeout{Man spricht deutsch.}%
- \def\abstractname{Zusammenfassung.}%
- \def\ackname{Danksagung.}%
- \def\andname{und}%
- \def\lastandname{ und}%
- \def\appendixname{Anhang}%
- \def\chaptername{Kapitel}%
- \def\claimname{Behauptung}%
- \def\conjecturename{Hypothese}%
- \def\contentsname{Inhaltsverzeichnis}%
- \def\corollaryname{Korollar}%
-%\def\definitionname{Definition}%
- \def\examplename{Beispiel}%
- \def\exercisename{\"Ubung}%
- \def\figurename{Abb.}%
- \def\keywordname{{\bf Schl\"usselw\"orter:}}
- \def\indexname{Index}
-%\def\lemmaname{Lemma}%
- \def\contriblistname{Mitarbeiter}
- \def\listfigurename{Abbildungsverzeichnis}%
- \def\listtablename{Tabellenverzeichnis}%
- \def\mailname{{\it Correspondence to\/}:}
- \def\noteaddname{Nachtrag}%
- \def\notename{Anmerkung}%
- \def\partname{Teil}%
-%\def\problemname{Problem}%
- \def\proofname{Beweis}%
- \def\propertyname{Eigenschaft}%
-%\def\propositionname{Proposition}%
- \def\questionname{Frage}%
- \def\remarkname{Anmerkung}%
- \def\seename{siehe}
- \def\solutionname{L\"osung}%
- \def\subclassname{{\it Subject Classifications\/}:}
- \def\tablename{Tabelle}%
-%\def\theoremname{Theorem}%
-}
-
-% Ragged bottom for the actual page
-\def\thisbottomragged{\def\@textbottom{\vskip\z@ plus.0001fil
-\global\let\@textbottom\relax}}
-
-\renewcommand\small{%
- \@setfontsize\small\@ixpt{11}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \parsep 0\p@ \@plus1\p@ \@minus\p@
- \topsep 8\p@ \@plus2\p@ \@minus4\p@
- \itemsep0\p@}%
- \belowdisplayskip \abovedisplayskip
-}
-
-\frenchspacing
-\widowpenalty=10000
-\clubpenalty=10000
-
-\setlength\oddsidemargin {63\p@}
-\setlength\evensidemargin {63\p@}
-\setlength\marginparwidth {90\p@}
-
-\setlength\headsep {16\p@}
-
-\setlength\footnotesep{7.7\p@}
-\setlength\textfloatsep{8mm\@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep {8mm\@plus 2\p@ \@minus 2\p@}
-
-\setcounter{secnumdepth}{2}
-
-\newcounter {chapter}
-\renewcommand\thechapter {\@arabic\c@chapter}
-
-\newif\if@mainmatter \@mainmattertrue
-\newcommand\frontmatter{\cleardoublepage
- \@mainmatterfalse\pagenumbering{Roman}}
-\newcommand\mainmatter{\cleardoublepage
- \@mainmattertrue\pagenumbering{arabic}}
-\newcommand\backmatter{\if@openright\cleardoublepage\else\clearpage\fi
- \@mainmatterfalse}
-
-\renewcommand\part{\cleardoublepage
- \thispagestyle{empty}%
- \if@twocolumn
- \onecolumn
- \@tempswatrue
- \else
- \@tempswafalse
- \fi
- \null\vfil
- \secdef\@part\@spart}
-
-\def\@part[#1]#2{%
- \ifnum \c@secnumdepth >-2\relax
- \refstepcounter{part}%
- \addcontentsline{toc}{part}{\thepart\hspace{1em}#1}%
- \else
- \addcontentsline{toc}{part}{#1}%
- \fi
- \markboth{}{}%
- {\centering
- \interlinepenalty \@M
- \normalfont
- \ifnum \c@secnumdepth >-2\relax
- \huge\bfseries \partname~\thepart
- \par
- \vskip 20\p@
- \fi
- \Huge \bfseries #2\par}%
- \@endpart}
-\def\@spart#1{%
- {\centering
- \interlinepenalty \@M
- \normalfont
- \Huge \bfseries #1\par}%
- \@endpart}
-\def\@endpart{\vfil\newpage
- \if@twoside
- \null
- \thispagestyle{empty}%
- \newpage
- \fi
- \if@tempswa
- \twocolumn
- \fi}
-
-\newcommand\chapter{\clearpage
- \thispagestyle{empty}%
- \global\@topnum\z@
- \@afterindentfalse
- \secdef\@chapter\@schapter}
-\def\@chapter[#1]#2{\ifnum \c@secnumdepth >\m@ne
- \if@mainmatter
- \refstepcounter{chapter}%
- \typeout{\@chapapp\space\thechapter.}%
- \addcontentsline{toc}{chapter}%
- {\protect\numberline{\thechapter}#1}%
- \else
- \addcontentsline{toc}{chapter}{#1}%
- \fi
- \else
- \addcontentsline{toc}{chapter}{#1}%
- \fi
- \chaptermark{#1}%
- \addtocontents{lof}{\protect\addvspace{10\p@}}%
- \addtocontents{lot}{\protect\addvspace{10\p@}}%
- \if@twocolumn
- \@topnewpage[\@makechapterhead{#2}]%
- \else
- \@makechapterhead{#2}%
- \@afterheading
- \fi}
-\def\@makechapterhead#1{%
-% \vspace*{50\p@}%
- {\centering
- \ifnum \c@secnumdepth >\m@ne
- \if@mainmatter
- \large\bfseries \@chapapp{} \thechapter
- \par\nobreak
- \vskip 20\p@
- \fi
- \fi
- \interlinepenalty\@M
- \Large \bfseries #1\par\nobreak
- \vskip 40\p@
- }}
-\def\@schapter#1{\if@twocolumn
- \@topnewpage[\@makeschapterhead{#1}]%
- \else
- \@makeschapterhead{#1}%
- \@afterheading
- \fi}
-\def\@makeschapterhead#1{%
-% \vspace*{50\p@}%
- {\centering
- \normalfont
- \interlinepenalty\@M
- \Large \bfseries #1\par\nobreak
- \vskip 40\p@
- }}
-
-\renewcommand\section{\@startsection{section}{1}{\z@}%
- {-18\p@ \@plus -4\p@ \@minus -4\p@}%
- {12\p@ \@plus 4\p@ \@minus 4\p@}%
- {\normalfont\large\bfseries\boldmath
- \rightskip=\z@ \@plus 8em\pretolerance=10000 }}
-\renewcommand\subsection{\@startsection{subsection}{2}{\z@}%
- {-18\p@ \@plus -4\p@ \@minus -4\p@}%
- {8\p@ \@plus 4\p@ \@minus 4\p@}%
- {\normalfont\normalsize\bfseries\boldmath
- \rightskip=\z@ \@plus 8em\pretolerance=10000 }}
-\renewcommand\subsubsection{\@startsection{subsubsection}{3}{\z@}%
- {-18\p@ \@plus -4\p@ \@minus -4\p@}%
- {-0.5em \@plus -0.22em \@minus -0.1em}%
- {\normalfont\normalsize\bfseries\boldmath}}
-\renewcommand\paragraph{\@startsection{paragraph}{4}{\z@}%
- {-12\p@ \@plus -4\p@ \@minus -4\p@}%
- {-0.5em \@plus -0.22em \@minus -0.1em}%
- {\normalfont\normalsize\itshape}}
-\renewcommand\subparagraph[1]{\typeout{LLNCS warning: You should not use
- \string\subparagraph\space with this class}\vskip0.5cm
-You should not use \verb|\subparagraph| with this class.\vskip0.5cm}
-
-\DeclareMathSymbol{\Gamma}{\mathalpha}{letters}{"00}
-\DeclareMathSymbol{\Delta}{\mathalpha}{letters}{"01}
-\DeclareMathSymbol{\Theta}{\mathalpha}{letters}{"02}
-\DeclareMathSymbol{\Lambda}{\mathalpha}{letters}{"03}
-\DeclareMathSymbol{\Xi}{\mathalpha}{letters}{"04}
-\DeclareMathSymbol{\Pi}{\mathalpha}{letters}{"05}
-\DeclareMathSymbol{\Sigma}{\mathalpha}{letters}{"06}
-\DeclareMathSymbol{\Upsilon}{\mathalpha}{letters}{"07}
-\DeclareMathSymbol{\Phi}{\mathalpha}{letters}{"08}
-\DeclareMathSymbol{\Psi}{\mathalpha}{letters}{"09}
-\DeclareMathSymbol{\Omega}{\mathalpha}{letters}{"0A}
-
-\let\footnotesize\small
-
-\if@custvec
-\def\vec#1{\mathchoice{\mbox{\boldmath$\displaystyle#1$}}
-{\mbox{\boldmath$\textstyle#1$}}
-{\mbox{\boldmath$\scriptstyle#1$}}
-{\mbox{\boldmath$\scriptscriptstyle#1$}}}
-\fi
-
-\def\squareforqed{\hbox{\rlap{$\sqcap$}$\sqcup$}}
-\def\qed{\ifmmode\squareforqed\else{\unskip\nobreak\hfil
-\penalty50\hskip1em\null\nobreak\hfil\squareforqed
-\parfillskip=0pt\finalhyphendemerits=0\endgraf}\fi}
-
-\def\getsto{\mathrel{\mathchoice {\vcenter{\offinterlineskip
-\halign{\hfil
-$\displaystyle##$\hfil\cr\gets\cr\to\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\textstyle##$\hfil\cr\gets
-\cr\to\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptstyle##$\hfil\cr\gets
-\cr\to\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptscriptstyle##$\hfil\cr
-\gets\cr\to\cr}}}}}
-\def\lid{\mathrel{\mathchoice {\vcenter{\offinterlineskip\halign{\hfil
-$\displaystyle##$\hfil\cr<\cr\noalign{\vskip1.2pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\textstyle##$\hfil\cr<\cr
-\noalign{\vskip1.2pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptstyle##$\hfil\cr<\cr
-\noalign{\vskip1pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptscriptstyle##$\hfil\cr
-<\cr
-\noalign{\vskip0.9pt}=\cr}}}}}
-\def\gid{\mathrel{\mathchoice {\vcenter{\offinterlineskip\halign{\hfil
-$\displaystyle##$\hfil\cr>\cr\noalign{\vskip1.2pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\textstyle##$\hfil\cr>\cr
-\noalign{\vskip1.2pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptstyle##$\hfil\cr>\cr
-\noalign{\vskip1pt}=\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptscriptstyle##$\hfil\cr
->\cr
-\noalign{\vskip0.9pt}=\cr}}}}}
-\def\grole{\mathrel{\mathchoice {\vcenter{\offinterlineskip
-\halign{\hfil
-$\displaystyle##$\hfil\cr>\cr\noalign{\vskip-1pt}<\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\textstyle##$\hfil\cr
->\cr\noalign{\vskip-1pt}<\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptstyle##$\hfil\cr
->\cr\noalign{\vskip-0.8pt}<\cr}}}
-{\vcenter{\offinterlineskip\halign{\hfil$\scriptscriptstyle##$\hfil\cr
->\cr\noalign{\vskip-0.3pt}<\cr}}}}}
-\def\bbbr{{\rm I\!R}} %reelle Zahlen
-\def\bbbm{{\rm I\!M}}
-\def\bbbn{{\rm I\!N}} %natuerliche Zahlen
-\def\bbbf{{\rm I\!F}}
-\def\bbbh{{\rm I\!H}}
-\def\bbbk{{\rm I\!K}}
-\def\bbbp{{\rm I\!P}}
-\def\bbbone{{\mathchoice {\rm 1\mskip-4mu l} {\rm 1\mskip-4mu l}
-{\rm 1\mskip-4.5mu l} {\rm 1\mskip-5mu l}}}
-\def\bbbc{{\mathchoice {\setbox0=\hbox{$\displaystyle\rm C$}\hbox{\hbox
-to0pt{\kern0.4\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle\rm C$}\hbox{\hbox
-to0pt{\kern0.4\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle\rm C$}\hbox{\hbox
-to0pt{\kern0.4\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm C$}\hbox{\hbox
-to0pt{\kern0.4\wd0\vrule height0.9\ht0\hss}\box0}}}}
-\def\bbbq{{\mathchoice {\setbox0=\hbox{$\displaystyle\rm
-Q$}\hbox{\raise
-0.15\ht0\hbox to0pt{\kern0.4\wd0\vrule height0.8\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle\rm Q$}\hbox{\raise
-0.15\ht0\hbox to0pt{\kern0.4\wd0\vrule height0.8\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle\rm Q$}\hbox{\raise
-0.15\ht0\hbox to0pt{\kern0.4\wd0\vrule height0.7\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm Q$}\hbox{\raise
-0.15\ht0\hbox to0pt{\kern0.4\wd0\vrule height0.7\ht0\hss}\box0}}}}
-\def\bbbt{{\mathchoice {\setbox0=\hbox{$\displaystyle\rm
-T$}\hbox{\hbox to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}}}
-\def\bbbs{{\mathchoice
-{\setbox0=\hbox{$\displaystyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\hbox
-to0pt{\kern0.55\wd0\vrule height0.5\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\hbox
-to0pt{\kern0.55\wd0\vrule height0.5\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\raise0.05\ht0\hbox
-to0pt{\kern0.5\wd0\vrule height0.45\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.4\wd0\vrule height0.45\ht0\hss}\raise0.05\ht0\hbox
-to0pt{\kern0.55\wd0\vrule height0.45\ht0\hss}\box0}}}}
-\def\bbbz{{\mathchoice {\hbox{$\mathsf\textstyle Z\kern-0.4em Z$}}
-{\hbox{$\mathsf\textstyle Z\kern-0.4em Z$}}
-{\hbox{$\mathsf\scriptstyle Z\kern-0.3em Z$}}
-{\hbox{$\mathsf\scriptscriptstyle Z\kern-0.2em Z$}}}}
-
-\let\ts\,
-
-\setlength\leftmargini {17\p@}
-\setlength\leftmargin {\leftmargini}
-\setlength\leftmarginii {\leftmargini}
-\setlength\leftmarginiii {\leftmargini}
-\setlength\leftmarginiv {\leftmargini}
-\setlength \labelsep {.5em}
-\setlength \labelwidth{\leftmargini}
-\addtolength\labelwidth{-\labelsep}
-
-\def\@listI{\leftmargin\leftmargini
- \parsep 0\p@ \@plus1\p@ \@minus\p@
- \topsep 8\p@ \@plus2\p@ \@minus4\p@
- \itemsep0\p@}
-\let\@listi\@listI
-\@listi
-\def\@listii {\leftmargin\leftmarginii
- \labelwidth\leftmarginii
- \advance\labelwidth-\labelsep
- \topsep 0\p@ \@plus2\p@ \@minus\p@}
-\def\@listiii{\leftmargin\leftmarginiii
- \labelwidth\leftmarginiii
- \advance\labelwidth-\labelsep
- \topsep 0\p@ \@plus\p@\@minus\p@
- \parsep \z@
- \partopsep \p@ \@plus\z@ \@minus\p@}
-
-\renewcommand\labelitemi{\normalfont\bfseries --}
-\renewcommand\labelitemii{$\m@th\bullet$}
-
-\setlength\arraycolsep{1.4\p@}
-\setlength\tabcolsep{1.4\p@}
-
-\def\tableofcontents{\chapter*{\contentsname\@mkboth{{\contentsname}}%
- {{\contentsname}}}
- \def\authcount##1{\setcounter{auco}{##1}\setcounter{@auth}{1}}
- \def\lastand{\ifnum\value{auco}=2\relax
- \unskip{} \andname\
- \else
- \unskip \lastandname\
- \fi}%
- \def\and{\stepcounter{@auth}\relax
- \ifnum\value{@auth}=\value{auco}%
- \lastand
- \else
- \unskip,
- \fi}%
- \@starttoc{toc}\if@restonecol\twocolumn\fi}
-
-\def\l@part#1#2{\addpenalty{\@secpenalty}%
- \addvspace{2em plus\p@}% % space above part line
- \begingroup
- \parindent \z@
- \rightskip \z@ plus 5em
- \hrule\vskip5pt
- \large % same size as for a contribution heading
- \bfseries\boldmath % set line in boldface
- \leavevmode % TeX command to enter horizontal mode.
- #1\par
- \vskip5pt
- \hrule
- \vskip1pt
- \nobreak % Never break after part entry
- \endgroup}
-
-\def\@dotsep{2}
-
-\def\hyperhrefextend{\ifx\hyper@anchor\@undefined\else
-{chapter.\thechapter}\fi}
-
-\def\addnumcontentsmark#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{\protect\numberline
- {\thechapter}#3}{\thepage}\hyperhrefextend}}
-\def\addcontentsmark#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{#3}{\thepage}\hyperhrefextend}}
-\def\addcontentsmarkwop#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{#3}{0}\hyperhrefextend}}
-
-\def\@adcmk[#1]{\ifcase #1 \or
-\def\@gtempa{\addnumcontentsmark}%
- \or \def\@gtempa{\addcontentsmark}%
- \or \def\@gtempa{\addcontentsmarkwop}%
- \fi\@gtempa{toc}{chapter}}
-\def\addtocmark{\@ifnextchar[{\@adcmk}{\@adcmk[3]}}
-
-\def\l@chapter#1#2{\addpenalty{-\@highpenalty}
- \vskip 1.0em plus 1pt \@tempdima 1.5em \begingroup
- \parindent \z@ \rightskip \@tocrmarg
- \advance\rightskip by 0pt plus 2cm
- \parfillskip -\rightskip \pretolerance=10000
- \leavevmode \advance\leftskip\@tempdima \hskip -\leftskip
- {\large\bfseries\boldmath#1}\ifx0#2\hfil\null
- \else
- \nobreak
- \leaders\hbox{$\m@th \mkern \@dotsep mu.\mkern
- \@dotsep mu$}\hfill
- \nobreak\hbox to\@pnumwidth{\hss #2}%
- \fi\par
- \penalty\@highpenalty \endgroup}
-
-\def\l@title#1#2{\addpenalty{-\@highpenalty}
- \addvspace{8pt plus 1pt}
- \@tempdima \z@
- \begingroup
- \parindent \z@ \rightskip \@tocrmarg
- \advance\rightskip by 0pt plus 2cm
- \parfillskip -\rightskip \pretolerance=10000
- \leavevmode \advance\leftskip\@tempdima \hskip -\leftskip
- #1\nobreak
- \leaders\hbox{$\m@th \mkern \@dotsep mu.\mkern
- \@dotsep mu$}\hfill
- \nobreak\hbox to\@pnumwidth{\hss #2}\par
- \penalty\@highpenalty \endgroup}
-
-\def\l@author#1#2{\addpenalty{\@highpenalty}
- \@tempdima=\z@ %15\p@
- \begingroup
- \parindent \z@ \rightskip \@tocrmarg
- \advance\rightskip by 0pt plus 2cm
- \pretolerance=10000
- \leavevmode \advance\leftskip\@tempdima %\hskip -\leftskip
- \textit{#1}\par
- \penalty\@highpenalty \endgroup}
-
-\setcounter{tocdepth}{0}
-\newdimen\tocchpnum
-\newdimen\tocsecnum
-\newdimen\tocsectotal
-\newdimen\tocsubsecnum
-\newdimen\tocsubsectotal
-\newdimen\tocsubsubsecnum
-\newdimen\tocsubsubsectotal
-\newdimen\tocparanum
-\newdimen\tocparatotal
-\newdimen\tocsubparanum
-\tocchpnum=\z@ % no chapter numbers
-\tocsecnum=15\p@ % section 88. plus 2.222pt
-\tocsubsecnum=23\p@ % subsection 88.8 plus 2.222pt
-\tocsubsubsecnum=27\p@ % subsubsection 88.8.8 plus 1.444pt
-\tocparanum=35\p@ % paragraph 88.8.8.8 plus 1.666pt
-\tocsubparanum=43\p@ % subparagraph 88.8.8.8.8 plus 1.888pt
-\def\calctocindent{%
-\tocsectotal=\tocchpnum
-\advance\tocsectotal by\tocsecnum
-\tocsubsectotal=\tocsectotal
-\advance\tocsubsectotal by\tocsubsecnum
-\tocsubsubsectotal=\tocsubsectotal
-\advance\tocsubsubsectotal by\tocsubsubsecnum
-\tocparatotal=\tocsubsubsectotal
-\advance\tocparatotal by\tocparanum}
-\calctocindent
-
-\def\l@section{\@dottedtocline{1}{\tocchpnum}{\tocsecnum}}
-\def\l@subsection{\@dottedtocline{2}{\tocsectotal}{\tocsubsecnum}}
-\def\l@subsubsection{\@dottedtocline{3}{\tocsubsectotal}{\tocsubsubsecnum}}
-\def\l@paragraph{\@dottedtocline{4}{\tocsubsubsectotal}{\tocparanum}}
-\def\l@subparagraph{\@dottedtocline{5}{\tocparatotal}{\tocsubparanum}}
-
-\def\listoffigures{\@restonecolfalse\if@twocolumn\@restonecoltrue\onecolumn
- \fi\section*{\listfigurename\@mkboth{{\listfigurename}}{{\listfigurename}}}
- \@starttoc{lof}\if@restonecol\twocolumn\fi}
-\def\l@figure{\@dottedtocline{1}{0em}{1.5em}}
-
-\def\listoftables{\@restonecolfalse\if@twocolumn\@restonecoltrue\onecolumn
- \fi\section*{\listtablename\@mkboth{{\listtablename}}{{\listtablename}}}
- \@starttoc{lot}\if@restonecol\twocolumn\fi}
-\let\l@table\l@figure
-
-\renewcommand\listoffigures{%
- \section*{\listfigurename
- \@mkboth{\listfigurename}{\listfigurename}}%
- \@starttoc{lof}%
- }
-
-\renewcommand\listoftables{%
- \section*{\listtablename
- \@mkboth{\listtablename}{\listtablename}}%
- \@starttoc{lot}%
- }
-
-\ifx\oribibl\undefined
-\ifx\citeauthoryear\undefined
-\renewenvironment{thebibliography}[1]
- {\section*{\refname}
- \def\@biblabel##1{##1.}
- \small
- \list{\@biblabel{\@arabic\c@enumiv}}%
- {\settowidth\labelwidth{\@biblabel{#1}}%
- \leftmargin\labelwidth
- \advance\leftmargin\labelsep
- \if@openbib
- \advance\leftmargin\bibindent
- \itemindent -\bibindent
- \listparindent \itemindent
- \parsep \z@
- \fi
- \usecounter{enumiv}%
- \let\p@enumiv\@empty
- \renewcommand\theenumiv{\@arabic\c@enumiv}}%
- \if@openbib
- \renewcommand\newblock{\par}%
- \else
- \renewcommand\newblock{\hskip .11em \@plus.33em \@minus.07em}%
- \fi
- \sloppy\clubpenalty4000\widowpenalty4000%
- \sfcode`\.=\@m}
- {\def\@noitemerr
- {\@latex@warning{Empty `thebibliography' environment}}%
- \endlist}
-\def\@lbibitem[#1]#2{\item[{[#1]}\hfill]\if@filesw
- {\let\protect\noexpand\immediate
- \write\@auxout{\string\bibcite{#2}{#1}}}\fi\ignorespaces}
-\newcount\@tempcntc
-\def\@citex[#1]#2{\if@filesw\immediate\write\@auxout{\string\citation{#2}}\fi
- \@tempcnta\z@\@tempcntb\m@ne\def\@citea{}\@cite{\@for\@citeb:=#2\do
- {\@ifundefined
- {b@\@citeb}{\@citeo\@tempcntb\m@ne\@citea\def\@citea{,}{\bfseries
- ?}\@warning
- {Citation `\@citeb' on page \thepage \space undefined}}%
- {\setbox\z@\hbox{\global\@tempcntc0\csname b@\@citeb\endcsname\relax}%
- \ifnum\@tempcntc=\z@ \@citeo\@tempcntb\m@ne
- \@citea\def\@citea{,}\hbox{\csname b@\@citeb\endcsname}%
- \else
- \advance\@tempcntb\@ne
- \ifnum\@tempcntb=\@tempcntc
- \else\advance\@tempcntb\m@ne\@citeo
- \@tempcnta\@tempcntc\@tempcntb\@tempcntc\fi\fi}}\@citeo}{#1}}
-\def\@citeo{\ifnum\@tempcnta>\@tempcntb\else
- \@citea\def\@citea{,\,\hskip\z@skip}%
- \ifnum\@tempcnta=\@tempcntb\the\@tempcnta\else
- {\advance\@tempcnta\@ne\ifnum\@tempcnta=\@tempcntb \else
- \def\@citea{--}\fi
- \advance\@tempcnta\m@ne\the\@tempcnta\@citea\the\@tempcntb}\fi\fi}
-\else
-\renewenvironment{thebibliography}[1]
- {\section*{\refname}
- \small
- \list{}%
- {\settowidth\labelwidth{}%
- \leftmargin\parindent
- \itemindent=-\parindent
- \labelsep=\z@
- \if@openbib
- \advance\leftmargin\bibindent
- \itemindent -\bibindent
- \listparindent \itemindent
- \parsep \z@
- \fi
- \usecounter{enumiv}%
- \let\p@enumiv\@empty
- \renewcommand\theenumiv{}}%
- \if@openbib
- \renewcommand\newblock{\par}%
- \else
- \renewcommand\newblock{\hskip .11em \@plus.33em \@minus.07em}%
- \fi
- \sloppy\clubpenalty4000\widowpenalty4000%
- \sfcode`\.=\@m}
- {\def\@noitemerr
- {\@latex@warning{Empty `thebibliography' environment}}%
- \endlist}
- \def\@cite#1{#1}%
- \def\@lbibitem[#1]#2{\item[]\if@filesw
- {\def\protect##1{\string ##1\space}\immediate
- \write\@auxout{\string\bibcite{#2}{#1}}}\fi\ignorespaces}
- \fi
-\else
-\@cons\@openbib@code{\noexpand\small}
-\fi
-
-\def\idxquad{\hskip 10\p@}% space that divides entry from number
-
-\def\@idxitem{\par\hangindent 10\p@}
-
-\def\subitem{\par\setbox0=\hbox{--\enspace}% second order
- \noindent\hangindent\wd0\box0}% index entry
-
-\def\subsubitem{\par\setbox0=\hbox{--\,--\enspace}% third
- \noindent\hangindent\wd0\box0}% order index entry
-
-\def\indexspace{\par \vskip 10\p@ plus5\p@ minus3\p@\relax}
-
-\renewenvironment{theindex}
- {\@mkboth{\indexname}{\indexname}%
- \thispagestyle{empty}\parindent\z@
- \parskip\z@ \@plus .3\p@\relax
- \let\item\par
- \def\,{\relax\ifmmode\mskip\thinmuskip
- \else\hskip0.2em\ignorespaces\fi}%
- \normalfont\small
- \begin{multicols}{2}[\@makeschapterhead{\indexname}]%
- }
- {\end{multicols}}
-
-\renewcommand\footnoterule{%
- \kern-3\p@
- \hrule\@width 2truecm
- \kern2.6\p@}
- \newdimen\fnindent
- \fnindent1em
-\long\def\@makefntext#1{%
- \parindent \fnindent%
- \leftskip \fnindent%
- \noindent
- \llap{\hb@xt@1em{\hss\@makefnmark\ }}\ignorespaces#1}
-
-\long\def\@makecaption#1#2{%
- \vskip\abovecaptionskip
- \sbox\@tempboxa{{\bfseries #1.} #2}%
- \ifdim \wd\@tempboxa >\hsize
- {\bfseries #1.} #2\par
- \else
- \global \@minipagefalse
- \hb@xt@\hsize{\hfil\box\@tempboxa\hfil}%
- \fi
- \vskip\belowcaptionskip}
-
-\def\fps@figure{htbp}
-\def\fnum@figure{\figurename\thinspace\thefigure}
-\def \@floatboxreset {%
- \reset@font
- \small
- \@setnobreak
- \@setminipage
-}
-\def\fps@table{htbp}
-\def\fnum@table{\tablename~\thetable}
-\renewenvironment{table}
- {\setlength\abovecaptionskip{0\p@}%
- \setlength\belowcaptionskip{10\p@}%
- \@float{table}}
- {\end@float}
-\renewenvironment{table*}
- {\setlength\abovecaptionskip{0\p@}%
- \setlength\belowcaptionskip{10\p@}%
- \@dblfloat{table}}
- {\end@dblfloat}
-
-\long\def\@caption#1[#2]#3{\par\addcontentsline{\csname
- ext@#1\endcsname}{#1}{\protect\numberline{\csname
- the#1\endcsname}{\ignorespaces #2}}\begingroup
- \@parboxrestore
- \@makecaption{\csname fnum@#1\endcsname}{\ignorespaces #3}\par
- \endgroup}
-
-% LaTeX does not provide a command to enter the authors institute
-% addresses. The \institute command is defined here.
-
-\newcounter{@inst}
-\newcounter{@auth}
-\newcounter{auco}
-\newdimen\instindent
-\newbox\authrun
-\newtoks\authorrunning
-\newtoks\tocauthor
-\newbox\titrun
-\newtoks\titlerunning
-\newtoks\toctitle
-
-\def\clearheadinfo{\gdef\@author{No Author Given}%
- \gdef\@title{No Title Given}%
- \gdef\@subtitle{}%
- \gdef\@institute{No Institute Given}%
- \gdef\@thanks{}%
- \global\titlerunning={}\global\authorrunning={}%
- \global\toctitle={}\global\tocauthor={}}
-
-\def\institute#1{\gdef\@institute{#1}}
-
-\def\institutename{\par
- \begingroup
- \parskip=\z@
- \parindent=\z@
- \setcounter{@inst}{1}%
- \def\and{\par\stepcounter{@inst}%
- \noindent$^{\the@inst}$\enspace\ignorespaces}%
- \setbox0=\vbox{\def\thanks##1{}\@institute}%
- \ifnum\c@@inst=1\relax
- \gdef\fnnstart{0}%
- \else
- \xdef\fnnstart{\c@@inst}%
- \setcounter{@inst}{1}%
- \noindent$^{\the@inst}$\enspace
- \fi
- \ignorespaces
- \@institute\par
- \endgroup}
-
-\def\@fnsymbol#1{\ensuremath{\ifcase#1\or\star\or{\star\star}\or
- {\star\star\star}\or \dagger\or \ddagger\or
- \mathchar "278\or \mathchar "27B\or \|\or **\or \dagger\dagger
- \or \ddagger\ddagger \else\@ctrerr\fi}}
-
-\def\inst#1{\unskip$^{#1}$}
-\def\fnmsep{\unskip$^,$}
-\def\email#1{{\tt#1}}
-\AtBeginDocument{\@ifundefined{url}{\def\url#1{#1}}{}%
-\@ifpackageloaded{babel}{%
-\@ifundefined{extrasenglish}{}{\addto\extrasenglish{\switcht@albion}}%
-\@ifundefined{extrasfrenchb}{}{\addto\extrasfrenchb{\switcht@francais}}%
-\@ifundefined{extrasgerman}{}{\addto\extrasgerman{\switcht@deutsch}}%
-}{\switcht@@therlang}%
-}
-\def\homedir{\~{ }}
-
-\def\subtitle#1{\gdef\@subtitle{#1}}
-\clearheadinfo
-
-\renewcommand\maketitle{\newpage
- \refstepcounter{chapter}%
- \stepcounter{section}%
- \setcounter{section}{0}%
- \setcounter{subsection}{0}%
- \setcounter{figure}{0}
- \setcounter{table}{0}
- \setcounter{equation}{0}
- \setcounter{footnote}{0}%
- \begingroup
- \parindent=\z@
- \renewcommand\thefootnote{\@fnsymbol\c@footnote}%
- \if@twocolumn
- \ifnum \col@number=\@ne
- \@maketitle
- \else
- \twocolumn[\@maketitle]%
- \fi
- \else
- \newpage
- \global\@topnum\z@ % Prevents figures from going at top of page.
- \@maketitle
- \fi
- \thispagestyle{empty}\@thanks
-%
- \def\\{\unskip\ \ignorespaces}\def\inst##1{\unskip{}}%
- \def\thanks##1{\unskip{}}\def\fnmsep{\unskip}%
- \instindent=\hsize
- \advance\instindent by-\headlineindent
- \if!\the\toctitle!\addcontentsline{toc}{title}{\@title}\else
- \addcontentsline{toc}{title}{\the\toctitle}\fi
- \if@runhead
- \if!\the\titlerunning!\else
- \edef\@title{\the\titlerunning}%
- \fi
- \global\setbox\titrun=\hbox{\small\rm\unboldmath\ignorespaces\@title}%
- \ifdim\wd\titrun>\instindent
- \typeout{Title too long for running head. Please supply}%
- \typeout{a shorter form with \string\titlerunning\space prior to
- \string\maketitle}%
- \global\setbox\titrun=\hbox{\small\rm
- Title Suppressed Due to Excessive Length}%
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-%end of file llncs.cls
+++ /dev/null
-\documentclass{llncs}
-
-\usepackage{mathql_macros}
-\newcommand\xcomment[1]{}
-
-\title{MathQL-1 Version 4\\Reference Documentation}
-\author{Ferruccio Guidi%
-\thanks{This work has been partially supported by
-MoWGLI (European FET Project IST-2001-33562).}
-}
-
-\institute{Department of Computer Science\\
-Mura Anteo Zamboni 7, 40127 Bologna, ITALY.\\
-\email{fguidi@cs.unibo.it}}
-
-\date{ }
-
-\begin{document}
-
-\maketitle
-
-\begin{abstract}
-\end{abstract}
-
-\addtocounter{tocdepth}{2}
-
-\section*{\contentsname}{
-\catcode`@=11
-\def\l@title#1#2{}
-\def\l@author#1#2{}
-\@starttoc{toc}
-\catcode`@=12}
-
-\input{mathql_overview}
-\input{mathql_introduction}
-\input{mathql_operational}
-\input{mathql_tests}
-\input{mathql_bib}
-
-\end{document}
+++ /dev/null
-\begin{thebibliography}{99}
-
-\bibitem {APSCGS03}
-A. Asperti, L. Padovani, C. Sacerdoti Coen, F.Guidi, I. Schena:
-\emph{Mathematical Knowledge Management in HELM}.
-In Annals of Mathematics and Artificial Intelligence 38(1),
-Kluwer Academic Publishers (May 2003), pp. 27-46.
-
-\bibitem {Gui03}
-F. Guidi:
-\emph{Searching and Retrieving in Content-based Repositories of Formal
-Mathematical Knowledge}.
-Ph.D. Thesis in Computer Science, University of Bologna, March 2003. Technical
-report UBLCS 2003-06.
-
-\bibitem {GSC03}
-F. Guidi, C. Sacerdoti Coen:
-\emph{Querying Distributed Digital Libraries of Mathematics}.
-In Proc. of the 11th Symposium on the Integration of Symbolic Computation and
-Mechanized Reasoning (Calculemus 2003). Rome, Italy,
-September 2003. pages 17-30, Aracne. 2003.
-
-\bibitem {GS03}
-F. Guidi, I. Schena:
-\emph{A Query Language for a Metadata Framework about Mathematical Resources}.
-In Proc. of 2nd International Conference on Mathematical Knowledge
-Management (MKM 2003).
-Bertinoro, Italy, February 2003.
-LNCS 2594, pp. 105-118, Springer. 2003.
-
-\bibitem {Lan98}
-C. Laneve:
-\emph{La descrizione operazionale dei linguaggi di programmazione. \\
-Un'introduzione}
-FrancoAngeli, 1998.
-
-\bibitem {Lor02}
-D. Lordi:
-\emph{Sperimentazione e Sviluppo di Strumenti per la gestione di metadati}. \\
-Master Thesis in Computer Science, University of Bologna, 2002.
-
-\bibitem {RDF}
-\emph{Resource Description Framework (RDF) Model and Syntax Specification}.
-W3C Recommendation. February 22, 1999. \\
-\CURI{http://www.w3.org/TR/1999/REC-rdfsyntax-19990222/}.
-
-\bibitem {RDFS}
-\emph{RDF Vocabulary Description Language 1.0: RDF Schema}.
-W3C Working Draft. January 23, 2003
-\CURI{http://www.w3.org/TR/rdf-schema/}.
-
-\bibitem {Sam00}
-G. Sambin: \emph{Formal topology and domains}.
-Electronic Notes in Theoretical Computer Science, (35). 2000.
-
-\bibitem {Sch02}
-I. Schena:
-\emph{Towards a Semantic Web for Formal Mathematics}.
-Ph.D. dissertation. University of Bologna, 2002. Advisor: A. Asperti.
-
-\bibitem {Unicode}
-Unicode Consortium:
-\emph{The Unicode Standard, Version 3.2}. March 2002. \\
-\CURI{http://www.unicode.org/unicode/standard/standard.html}.
-
-\bibitem {URI}
-\emph{Uniform Resource Identifiers (URI): Generic Syntax (RFC 2396)}.
-August 1998. \\
-\CURI{http://www.ietf.org/rfc/rfc2396.txt}.
-
-\bibitem {W3Ca}
-\emph{Character Model for the World Wide Web 1.0},
-W3C Working Draft. April 30, 2002.
-\CURI{http://www.w3.org/TR/charmod/}.
-
-\bibitem {Win93}
-G. Winskel:
-\emph{The formal semantics of programming languages: an introduction}.
-MIT Press Series in the Foundations of Computing. London: MIT Press, 1993.
-
-\bibitem {XML}
-\emph{Extensible Markup Language (XML) 1.0 (Second Edition)}.
-W3C Recommendation. October 6, 2000. \CURI{http://www.w3.org/REC-xml}.
-
-\bibitem {XQuery}
-\emph{XQuery 1.0: An XML Query Language}.
-W3C Working Draft November 15, 2002. \CURI{http://www.w3.org/TR/xquery/}.
-
-\end{thebibliography}
+++ /dev/null
-\section{Introduction}
-
-This paper presents {\MathQL} version 4 which is the latest version of the
-language, fully developed by the Author.
-For a description of the previous versions of {\MathQL} see: \cite{Gui03}
-(version 3), \cite{GS03} (version 2), \cite{Lor02} (version 1).
-The main novelties of this version are the elimination of some cast operators
-(producing a substantial simplification in the query structure and semantics),
-a clear distinction between the core language and the auxiliary functions of
-the basic library, a support for query generating functions, the possibility
-of extending the language adding new libraries of functions and a more uniform
-textual syntax.
-{\MathQL}.4 incorporates the features of {\MathQL}.3 not documented on paper%
-\footnote
-{See the ``what's new'' section of {\MathQL} Web Site:
-\CURI{helm.cs.unibo.it/mathql}.}
-and adds some new features improving {\MathQL} capabilities to post-process
-the query results.
-
-\input{mathql_introduction_avsets}
-\input{mathql_introduction_property}
-\input{mathql_introduction_core}
-\input{mathql_introduction_basic}
-\input{mathql_introduction_textual}
+++ /dev/null
-\subsection {Sets of attributed values.} \label{AVSets}
-
-The data representation model used by {\MathQL} relies on the notion of
-\emph{set of attributed values} ({\av} set for short) that is, in practice,
-the only data type available in {\MathQL}.4. In this sense {\MathQL}.4 is a
-statically untyped language.%
-\footnote
-{A type system that fits {\MathQL} as an {\RDF}-oriented query language,
-should be driven from the {\RDFS} class system. This may be a future
-improvement.}
-Each {\av} in an {\av} set consists of a string%
-\footnote{When we say \emph{string}, we mean a finite sequence of characters.}
-(that we call the \emph{head string} or \emph{value}) and a (possibly empty)
-multiset of named attributes whose content is a set of strings.
-Attribute names are made of a (possibly empty) list of string components, so
-they can be hierarchically structured.
-Moreover the attributes of a value are partitioned into a set of \emph{groups}
-({\ie} subsets) to improve its structure.
-
-In the above description a \emph{set} is an \emph{unordered} finite
-sequence \emph{without} repetitions whereas a \emph{multiset} is an
-\emph{unordered} finite sequence \emph{with} repetitions.
-
-In the present context repetitions are defined as follows:
-two {\av}'s are repeated if they share the same head string without any
-condition on their attributes, two groups are repeated of they contain the
-same attributes (equal both in name and content), two attributes of a group
-are repeated if they share the same name without any condition on their
-content, and two strings are always compared in a case-sensitive manner.%
-\footnote
-{The Author's experience with {\MathQL} seems to show that the above
-definition of an {\av} set is just the right one among the many alternatives
-that were tried.}
-
-As we said, {\MathQL}.4 uses {\av} sets to represent many kinds of
-information:
-
-\begin{enumerate}
-
-\item
-A pool of {\RDF} triples having a common subject $r$, which in general is a
-{\URI} reference \cite{URI}%
-\footnote
-{A {\URI} \emph {reference} is a {\URI} with an optional fragment identifier.},
-is encoded in a single {\av} placing $r$ in the head string.
-The predicates of the triples are encoded as attribute names and their objects
-are placed in the attributes' contents.
-These contents are structured as multiple strings with the aim of holding the
-objects of repeated predicates.
-Moreover structured attribute names can encode various components of
-structured properties preserving their semantics.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-The RDF triples:
- ("protocol", "dc:creator", "Sandro Hawke")
- ("protocol", "dc:creator", "Eric Prud'hommeaux")
- ("protocol", "dc:date", "2002-01-08")
-
-The corresponding attributed value:
- "protocol" attr {/"dc:creator" = {"Sandro Hawke", "Eric Prud'hommeaux"};
- /"dc:date" = "2002-01-08"}
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{The representation of a pool of {\RDF} triples} \label{AVOne}
-\end{figure}
-
-\figref{AVOne} shows how a set of triples can be coded in an {\av}.
-Note that the word \TT{attr} separates the head string from its attributes,
-braces enclose an attribute group in which attributes are separated by
-semicolons, and an equal sign separates an attribute name from its contents.
-
-In this setting the grouping feature can be used to separate semantically
-different classes of properties associated to a resource (as for instance
-Dublin Core metadata, Euler metadata and user-defined metadata).
-
-\item
-A pool of arbitrarily chosen {\RDF} triples is encoded in an {\av} set
-placing in each {\av} the subset of triples sharing the same head string.
-
-Note that the use of {\av} sets to build query results allows {\MathQL} queries
-to return sets of {\RDF} triples instead of mere sets of resources, in the
-spirit of what is currently done by other {\RDF}-oriented query languages.
-
-If the {\av}'s of an {\av} set share the same attribute names and grouping
-structure, this set can be represented as a table in which each row encodes
-an {\av} and each column is associated to an attribute (except the first one
-which holds the head strings).
-\figref{Table} shows an {\av} set describing the properties of two resources
-``A'' and ``B'' giving its table representation, in which the columns
-corresponding to attributes in the same group are clustered between
-double-line delimiters.%
-\footnote{A table with grouped labelled columns like the one above resembles a
-set of relational database tables.}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-"A" attr {/"major" = "1"; /"minor" = "2"},
- {/"first" = "2002-01-01"; /"modified" = "2002-03-01"};
-"B" attr {/"major" = "1"; /"minor" = "7"},
- {/"first" = "2002-02-01"; /"modified" = "2002-04-01"}
-\end{verbatim}
-\begin{center} \begin{tabular}{|c||c|c||c|c||}
-\hline & \textbf{``major''} & \textbf{``minor''} & \textbf{``first''} & \textbf{``modified''} \\
-\hline ``A'' & ``1'' & ``2'' & ``2002-01-01'' & ``2002-03-01'' \\
-\hline ``B'' & ``1'' & ``7'' & ``2002-02-01'' & ``2002-04-01'' \\
-\hline
-\end{tabular} \end{center} \end{footnotesize}
-\caption{A set of attributed values displayed as a table} \label{Table}
-\end{figure}
-
-The above example gives a spatial idea of the geometry of an {\av} set ({\ie}
-a query result) which fits in 4 dimensions: namely we can extend independently
-the set of the head strings (dimension 1), the attributes in each group
-(dimension 2), the groups in each {\av} (dimension 3) and the contents of each
-attribute (dimension 4).
-The metadata defined in the table of \figref{Table} will be used in subsequent
-examples.
-For this purpose assume that ``first'' and ``modified'' are the components
-of a structured property ``date'' available for the resources ``A'' and ``B''.
-
-\item
-The value of an {\RDF} property is encoded in an {\av} distinguishing three
-cases:
-
-\begin{itemize}
-
-\item
-If the property is unstructured, its value is placed in the {\av} head
-string and no attributes are defined.
-
-\item
-If the property is structured and its value has a main component%
-\footnote{Which is set by the \emph{rdf:value} property or defined by a
-specific application.},
-the content of this component is placed in the {\av} head string and the
-other components are stored in the {\av} attributes as in the case 1.
-
-\item
-For the value of a structured property without a main component, the head
-string is empty and the components are stored in the attributes.
-
-\end{itemize}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-First example, one instance:
- "" attr {/"major" = "1"; /"minor" = "2"} no main component
- "1" attr {/"minor" = "2"} main component is "major"
- "2" attr {/"major" = "1"} main component is "minor"
-
-Second example: two separate instances:
- "" attr {/"major" = "1"; /"minor" = "2"},
- {/"major" = "1"; /"minor" = "7"} no main component
- "1" attr {/"minor" = "2"}, {/"minor" = "7"} main component is "major"
-
-Third example: two mixed instances:
- "" attr {/"major" = "3", "6"; /"minor" = {"4", "9"}} no main component
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{The representation of the structured value of a property}
-\label{AVTwo}
-\end{figure}
-
-\figref{AVTwo} (first example) shows three possible ways of representing in
-{\av}'s an instance of a structured property ``id'' whose value has two
-fields ({\ie} properties) ``major'' and ``minor''.
-In this instance, ``major'' is set to ``1'' and ``minor'' is set to ``2''.
-The representations depend on which component of ``id'' is chosen as the
-main component (none, ``major'' or ``minor'' respectively).
-Several structured property values sharing a common main component can be
-encodes in a single {\av} exploiting the grouping facility: in this case the
-attributes of every instance are enclosed in separate groups.
-\figref{AVTwo} (second example) shows the representations of two instances of
-``id'': the former and a new one for which ``major'' is ``1'' and ``minor'' is
-``7''.
-
-Note that if the attributes of the two groups are encoded in a single group,
-the notion of which components belong to the same property value can not be
-recovered in the general case because the values of an attribute form a set
-and thus are unordered.
-As an example think of two instances of ``id'' encoded as in \figref{AVTwo}
-(third example).
-
-\item
-A natural number is stored, using its decimal representation, in the head
-string of a single {\av} with no attributes.
-
-\item
-The boolean value \emph{false} is stored as an empty {\av} set, whereas
-an inhabited {\av} set may be interpreted as the boolean value \emph{true}.
-The default representation of \emph{true} is a single {\av} with an empty
-head string and no attributes.
-
-\end{enumerate}
-
-{\MathQL} defines five core binary operations on {\av} sets: two unions, two
-intersections and a difference. The first four are defined in terms of an
-operation, that we call \emph{addition}, involving two {\av}'s with the same
-head string.
-The result is an {\av} with the same head string of the operands but there are
-two ways to compose the attribute groups:
-
-\begin{itemize}
-
-\item
-with the \emph{set-theoretic} addition, the set of attribute groups in the
-resulting {\av} is the set-theoretic union of the sets of attribute groups in
-the operands;
-
-\item
-with the \emph{distributive} addition, the set of attribute groups in the
-resulting {\av} is the ``Cartesian product'' of the sets of attribute groups
-in the two operands.
-Here an element of the ``Cartesian product'' is not a pair of groups but it is
-the set-theoretic union of these groups where the contents of homonymous
-attributes are clustered together using set-theoretic unions.
-
-\end{itemize}
-
-\figref{Addition} shows an example of the two kinds of addition.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-Attributed values used as operands for the addition:
- "1" attr {/"A" = "a"}, {/"B" = "b1"}
- "1" attr {/"A" = "a"}, {/"B" = "b2"}
-
-Set-theoretic addition:
-" 1" attr {/"A" = "a"}, {/"B" = "b1"}, {/"B" = "b2"}
-
-Distributive addition:
- "1" attr {/"A" = "a"}, {/"A" = "a"; /"B" = "b2"},
- {/"B" = "b1"; /"A" = "a"}, {/"B" = {"b1", "b2"}}
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{The addition of attributed values}
-\label{Addition}
-\end{figure}
-
-Now we can discuss the five operations between {\av} sets:
-
-\begin{itemize}
-
-\item
-The two unions corresponds to the set-theoretic union of their operand where
-the {\av}'s sharing the head string are added either set-theoretically or
-distributively as explained above (thus we have a set-theoretic union and a
-distributive union in the two cases). In this context the empty {\av} set
-plays the role of the neutral element.
-These operations play a central role {\MathQL} architecture and allow to
-compose the attributes of the operands preserving their group structure.
-
-\item
-The two intersections are the dual of the above unions: they contain the
-{\av}'s whose head string appears in each argument where the {\av}'s sharing
-the head string are added either set-theoretically or distributively as before.
-
-The distributive intersection has the double benefit of filtering the
-common values of the given {\av} sets, and of merging their attribute groups
-in every possible way. This feature enables the possibility of performing
-additional filtering operations checking the content of the merged groups.
-
-\item
-The difference of two {\av} sets contains the {\av}'s of the first
-argument whose head string does not appear in the second argument.
-
-\end{itemize}
-
-\figref{Binary} shows how the above operations work in a simple example.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-Sets of attributed values used as operands for the operations:
- "1" attr {/"A" = "a"}; "2" attr {/"B" = "b1"}
- "2" attr {/"B" = "b2"}
-
-Set-theoretic union:
- "1" attr {/"A" = "a"}; "2" attr {/"B" = "b1"}, {/"B" = "b2"}
-
-Distributive union:
- "1" attr {/"A" = "a"}; "2" attr {/"B" = {"b1", "b2"}}
-
-Set-theoretic intersection:
- "2" attr {/"B" = "b1"}, {/"B" = "b2"}
-
-Distributive intersection:
- "2" attr {/"B" = {"b1", "b2"}}
-
-Difference:
- "1" attr {/"A" = "a"}
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{The binary operations on sets of attributed values}
-\label{Binary}
-\end{figure}
+++ /dev/null
-\subsection{The basic library} \label{Basic}
-
-The present paper leaves us too little space to present a complete
-description of {\MathQL}.4 basic library, so we only give a glance to the
-features it provides.
-
-For the user convenience {\MathQL}.4 includes a syntax extension for all the
-basic library functions, in order to hide the actual function invocation.
-
-Here are some of the provided constructions:
-
-\begin{itemize}
-
-\item
-\textbf{Aliases for commonly used constant {\av} sets.}
-\EM{empty}, \EM{false}, \EM{true}.
-
-\item
-\textbf{Conditional operator.}
-\TT{if} \EM{av-set} \TT{then} \EM{av-set} \TT{else} \EM{av-set}.
-Tests the first {\av} set for inhabitance and evaluates one of the other {\av}
-sets accordingly.
-
-\item
-\textbf{Standard \emph{select} clause.}
-\TT{select @}\EM{variable} \TT{from} \EM{av-set-1} \TT{where} \EM{av-set-2}.
-It is:
-\TT{for @}\EM{variable} \TT{in} \EM{av-set-1} \TT{sup}
-\TT{if} \EM{av-set-2} \TT{then @}\EM{variable} \TT{else empty}.
-
-\item
-\textbf{Set refinement}. The operator
-\TT{keep} \EM{optional-flag} \EM{name-list} \TT{in} \EM{av-set}
-removes from its argument every attribute whose name is included (or is not,
-according to the \EM{flag}) in the given \EM{name-list}.
-If the \EM{flag} is not present, the \EM{name-list} specifies the attributes
-to keep, whereas if the \EM{flag} is \TT{allbut}, the \EM{name-list} specifies
-the attributes to remove.
-Removing unwanted information from an {\av} set is useful in two cases: it
-lowers the complexity of intermediate query results increasing the performance
-of subsequent operations and it cleans the final query results making them
-easier to manage for the application that submits the query.%
-\footnote
-{Interpreting {\av} sets as relational database tables, this functionality
-allows to select the columns a table is made of, as with the {\SQL}
-\emph{select} operator.}
-
-\item
-\textbf{projections.}
-The operator
-\TT{proj} \EM{name} \TT{of} \EM{av-set} makes the set-theoretic union of the
-contents that the specified attribute has in each group of the given {\av} set.
-Each element of this union then becomes the head string of an {\av} without
-attributes and the set of these is returned.%
-\footnote
-{This is the content of a labelled column of the given \EM{av-set} viewed as a
-table.}
-See \figref{Proj}.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-proj /"name" of ["1" attr {\"name" = {"a", "b"}}, {\"name" = {"b", "c"}}
-gives "a"; "b"; "b"
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{A simple projection} \label{Proj}
-\end{figure}
-
-The construction \TT{keep} \EM{av-set} is also provided to remove all the
-attributes in the given \EM{av-set} ({\ie} the list of the attributes to keep
-is empty).%
-\footnote
-{This is the content of the first column of the \EM{av-set} viewed as a table.}
-
-\item
-\textbf{Core operations on {\av} sets.}
-\EM{av-set} \EM{core-operator} \EM{av-set}
-returns an {\av} set composing the two operands according to the specified
-\EM{core-operator} (see \subsecref{AVSets}) which can be \TT{union}
-(set-theoretic union), \TT{intersect} (set-theoretic intersection) or
-\TT{diff} (difference).
-\TT{union} and \TT{intersect} are also provided in their $n$-ary form
-($ n \ge 1 $ for \TT{intersect}) and the $n$-ary union has the syntax
-extension:
-\verb+{+ \EM{av-set} \TT{,} $\cdots$ \TT{,} \EM{av-set} \verb+}+.
-
-\item
-\textbf{Logical operations on {\av} sets.}
-\EM{and}, \EM{or}, \EM{xor}, \EM{not}.
-They are inspired by the C-style Boolean operators defined for the
-integer numbers. In particular:
-
-\TT{not} \EM{av-set}:
-returns \emph{false} if the \EM{av-set} is inhabited, or \emph{true} otherwise.
-
-\EM{av-set-1} \TT{and} \EM{av-set-2}:
-gives \EM{av-set-2} if \EM{av-set-1} is inhabited, or \emph{false} otherwise.
-
-\EM{av-set-1} \TT{or} \EM{av-set-2}:
-returns \EM{av-set-1} if it is inhabited, or \EM{av-set-2} otherwise.
-
-\EM{av-set-1} \TT{xor} \EM{av-set-2}:
-gives \emph{false} if both av-sets are inhabited or empty, or the inhabited
-\EM{av-set} otherwise.
-
-\TT{and} and \TT{or} are also available in their $n$-ary form.
-
-\item
-\textbf{Comparisons between {\av} sets.}
-\EM{av-set} \EM{test-operator} \EM{av-set}.
-Following the repetition rules of {\av} sets presented in \subsecref{AVSets},
-these operators work just on the head strings of their arguments and
-discard the attributes. All of them return \emph{false} or \emph{true}
-according to the outcome of the respective test.
-The \emph{test-operator} includes: \TT{sub} (set-theoretic subset relation),
-\TT{eq} (set-theoretic quality), \TT{meet} (inhabitance of the set-theoretic
-intersection), \TT{le} (numeric less-or-equal-than), \TT{lt} (numeric
-less-than).%
-\footnote{\TT{le} and \TT{lt} return \emph{false} if their operands are invalid
-numbers.}
-
-Note that the set-theoretic ``meet'' operator
-({\ie} $ V \meet W \equiv (\lex v \in V)\ v \in W $)
-is the natural companion of the corresponding ``sub'' operator
-({\ie} $ V \sub W \equiv (\lall v \in V)\ v \in W $) being its logical dual
-and is already being used successfully in the context of a constructive
-({\ie} intuitionistic and predicative) approach to point-free topology
-(see \cite{Sam00} for details).
-
-\item
-\textbf{Cardinality of an {\av} set.}
-This information is retrieved by the operator \TT{count} \EM{av-set} that
-returns an {\av} set representing a natural number.
-
-\end{itemize}
-
+++ /dev/null
-\subsection{The core language}
-
-{\MathQL}.4 consists of a core language and of a basic library. Other
-user-defined libraries can be added at will. The core language includes the
-\TT{property} operator mentioned in \subsecref{HighAccess} that queries the
-underlying {\RDF} database, and the infrastructure to post-process the
-query results. The components of this infrastructure are listed below:
-
-\begin{itemize}
-
-\item
-\textbf{Explicit sets of attributed values.}
-An explicit {\av} set can be placed in a query in two forms:
-as a quoted string, like \verb+"this is a query result"+, that evaluates in a
-single {\av} with that value and no attributes, or as a full {\av} set in the
-syntax shown in the previous sections but surrounded by square brackets, like
-\verb+["head" attr {/"attribute" = "contents"}]+.
-\newline
-In the second form, the contents of an attribute can be the result of a query
-and in this case the contents of the attribute are the head strings of the
-query result, whose attributes (if any) are discarded.
-\end{itemize}
-
-\begin{center}
-\verb+["head" attr {/"attribute" = property /"metadata" of "resource"}]+
-\end{center}
-
-\begin{itemize}
-
-\item
-\textbf{Variable assignment.}
-Variables for {\av} sets (preceded by a \TT{\$} sign and called
-\emph{set variables}) can be assigned using a standard \emph{let-in}
-construction and may appear wherever an {\av} set ({\ie} a query result) is
-allowed.
-The assignment has the form:
-\TT{let \$}\EM{variable} \TT{=} \EM{av-set} \TT{in} \EM{av-set}
-so we can write:
-\newline
-\verb+let $var = "contents" in ["head" attr {/"attribute" = $var}]+.
-
-The scope of {\MathQL} variables is typical for an imperative programming
-language and any case of assignment propagation will be indicated.
-
-\item
-\textbf{Sequential composition.}
-This construction has the form: \EM{av-set} \TT{;;} \EM{av-set} and works as
-follows: the two {\av} sets are evaluated one after the other and the first
-one is discarded but the variables assigned in the first {\av} set are
-available to the second one.
-
-\item
-\textbf{Unbounded iteration.}
-This construction comes in two forms:
-
-\TT{while} \EM{av-set-1} \TT{sup} \EM{av-set-2}:
-iterates the evaluation of \EM{av-set-2} until \EM{av-set-1} is empty and
-returns the {\MathQL} set-theoretic union of all the evaluations of
-\EM{av-set-2}.
-\TT{while} \EM{av-set-1} \TT{inf} \EM{av-set-2}:
-like the former but the set-theoretic intersection is used instead of the
-set-theoretic union.
-
-In order for \TT{while} to work as expected, both {\av} sets are evaluated in
-a common context during the iteration ({\ie} the variables defined in both
-are available to both) and this context is also propagated outside the
-\TT{while}.
-
-\item
-\textbf{Bounded iteration.}
-Also this construction comes in two forms:
-
-\TT{for @}\EM{variable} \TT{in} \EM{av-set} \TT{sup} \EM{av-set}:
-iterates the evaluation of the second \EM{av-set} assigning the \EM{variable}
-to each element in the first \EM{av-set} and builds the {\MathQL}
-set-theoretic union of the obtained results.
-
-\TT{for @}\EM{variable} \TT{in} \EM{av-set} \TT{inf} \EM{av-set}:
-like the former but the set-theoretic intersection is used instead of the
-set-theoretic union.
-
-The variables for attributed values (preceded by a \TT{@} sign and called
-\emph{element variables}) may appear wherever an {\av} set is allowed and
-and in some additional places.
-The element variables are kept distinct from the set variables (therefore
-\TT{\$variable} and \TT{@variable} may appear in the same query without
-ambiguity).
-Concerning the scope rules used in these constructions, the variables
-assigned by the first {\av} set are available to the second {\av} set during
-the iteration and the variables assigned by both {\av} sets are available
-outside the \TT{for} as in the previous case.
-
-\item
-\textbf{Addition of groups.}
-\TT{add} \EM{optional-flag} \EM{attribute-groups} \TT{in} \EM{av-set}
-builds an {\av} set adding the specified \EM{attribute-groups} to each element
-of the given {\av} set.
-If no \EM{flag} is specified the addition is set-theoretic, whereas with the
-\TT{distr} flag the addition is distributive.
-The \EM{attribute-groups} can be given explicitly (in the same syntax used for
-explicit {\av} sets) or they can be replaced by an element variable. In the
-latter case the attribute groups of the {\av} stored in the variable are
-considered.
-
-\figref{Add} shows how to build a one-element {\av} set using \TT{add}.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-The set of attributed values given explicitly:
- ["head" attr {/"attribute" = property /"metadata" of "resource"}]
-
-The same set built with the add operator:
- add {/"attribute" = property /"metadata" of "resource"} in "head"
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{A simple use of the add operator}
-\label{Add}
-\end{figure}
-
-\item
-\textbf{Existential test.}
-The existential test has the form \TT{ex} \EM{av-set} where the
-specification of the {\av} set contains some instances of the construction
-\TT{@}\EM{variable}\TT{.}\EM{attribute-name}, and runs as follows:
-the given {\av} set is evaluated replacing each
-\TT{@}\EM{variable}\TT{.}\EM{attribute-name}
-with the contents of \EM{attribute-name} in an attribute group of the {\av}
-stored in \TT{@}\EM{variable} and the evaluation is repeated for every
-possible choice of these groups (recall that different groups are allowed to
-contain attributes with the same name). If one evaluation gives a non empty
-result, the default representation of \emph{true} is returned, in the other
-case the empty {\av} set, {\ie} \emph{false}, is returned.
-
-\item
-\textbf{Function invocation.}
-The core language allows to invoke two kinds of external functions (with
-which a language extension may be provided): the functions of the first kind
-return an {\av} set, the functions of the second kind return a piece of
-{\MathQL} code representing an {\av} set ({\ie} they interface a {\MathQL}
-code generator). In particular:
-
-\EM{function-name} \verb+{+
-\EM{name} \TT{,} $\cdots$ \TT{,} \EM{name} \verb+} {+
-\EM{av-set} \TT{,} $\cdots$ \TT{,} \EM{av-set} \verb+}+
-invokes a function of the first kind on the given arguments and returns its
-result. The \EM{name} arguments are {\MathQL} paths and usually
-represent attribute names.
-
-\TT{gen} \EM{function-name} \verb+{+
-\EM{av-set} \TT{,} $\cdots$ \TT{,} \EM{av-set} \verb+}+
-invokes a function of the second kind on the given arguments and replaces
-itself with the function result.
-
-The function names are {\MathQL} paths exactly as the attribute names and the
-graph paths used by the \TT{property} operator. The names of the two kinds of
-functions are kept in distinct environments so they do not clash.
-
-{\MathQL}.4 comes with a basic library of functions of the first kind
-(see \subsecref{Basic}) that integrate the core language providing several
-facilities.
-
-\end{itemize}
+++ /dev/null
-\subsection{High level access to metadata} \label{HighAccess}
-
-{\MathQL} high level access to an {\RDF} database is \emph{graph-oriented} and
-is delegated to its \TT{property} operator that builds a \emph{result} {\av}
-set starting from two mandatory arguments: the \emph{source} {\av} set and the
-\emph{head path}.
-Other optional arguments may be used to change its default behaviour or to
-request advanced functionalities.
-
-This operator has the following syntax, where a path has the structure of an
-attribute name ({\ie} a list of strings) and denotes a (possibly empty) finite
-sequence of contiguous arcs (describing properties in the {\RDF} graph%
-\footnote
-{When we say \emph{{\RDF} graph}, we actually mean both the {\RDFM} graph and
-the {\RDFS} graph.}%
-).
-
-\begin{center}
-\TT{property} \EM{optional-flags} \EM{head-path} \EM{optional-clauses} \TT{of}
-\EM{optional-flag} \EM{av-set}
-\end{center}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
- These examples refer to the resources "A" and "B" of Figure 2.
-
-Example 1: reading an unstructured property - simple case:
- property /"id"/"major" of {"A", "B"} gives "1"
- property /"id"/"minor" of {"A", "B"} gives "2"; "7"
-
-Example 2: reading an unstructured property - use of pattern:
- property /"id"/"minor" of pattern ".*" gives "2"; "7"
-
-Example 3: reading a structured property without main component:
- property /"id" attr /"major", /"minor" of {"A", "B"}
- generates the following attributed values:
- "" attr {/"major" = "1"; /"minor" = "2"};
- "" attr {/"major" = "1"; /"minor" = "7"}
- that are composed with the set-theoretic union giving:
- "" attr {/"major" = "1"; /"minor" = "2"},
- {/"major" = "1"; /"minor" = "7"}
-
-Example 4: reading a structured property specifying a main component:
- property /"id" main /"major" attr /"minor" of {"A", "B"} gives
- "1" attr {/"minor" = "2"}, {/"minor" = "7"}
-
-Example 5: the renaming mechanism:
- property /"id" attr /"minor" as /"new-name" of {"A", "B"} gives
- "" attr {/"new-name" = "2"}, {/"new-name" = "7"}
-
-Example 6: imposing constraints on property values:
- property /"date" istrue /"first" in "2002-01-01"
- attr /"modified" of {"A", "B"} and
- property /"date" istrue /"first" match ".*01.*"
- attr /"modified" of {"A", "B"} give
- "" attr {/"modified" = "2002-03-01"}
- Only the instance of "date" with "first" set to "2002-01-01"
- is considered.
-
-Example 7: inverse traversal of the head path:
-property inverse /"date" attr /"first" in "" gives
-"A" attr {/"first" = "2002-01-01"}; "B" attr {/"first" = "2002-02-01"}
-
-Example 8: some triples of an access relation:
-The triples formalizing the property "date" of the resource "A":
-("A", /"date", "");
-("A", /"date"/"first", "2002-01-01");
-("A", /"date"/"modified", "2002-03-01")
-\end{verbatim} \end{footnotesize}
-\vspace{-1pc}
-\caption{The ``property'' operator}
-\label{Property}
-\end{figure}
-
-In the simplest case \TT{property} is used to read the values of a (possibly
-compound) property with an unstructured value and does the following:
-
-\begin{enumerate}
-
-\item
-It computes the instances of the given path in the {\RDF} graph available to
-the query engine, using the resources specified in the head strings of the
-source {\av} set (call them source resources) as start-nodes.
-
-\item
-The computation gives a set of nodes ({\ie} the end-nodes of the instantiated
-paths) which are the values of the instances of the (possibly compound)
-property specified by the path and concerning the source resources.
-
-\item
-These values, encoded into {\av}'s as explained above, are composed by means
-of the {\MathQL} set-theoretic union to form the result {\av} set.
-
-\end{enumerate}
-
-\figref{Property} (example 1) shows an instance of this procedure.
-Note that the result sets of this example have no attributes and that a path
-is represented by a slash-separated list of strings denoting the path's arcs.%
-\footnote{If needed, the empty path is represented by a single slash.}
-
-Using the \TT{pattern} flag, \TT{property} can be instructed to regard the
-values of the source {\av} set as POSIX regular expressions rather than as
-constant strings.
-In this case \TT{pattern} selects the set of resources matching at least one
-of the given expressions.
-See for instance \figref{Property} (example 2).
-
-If we want to read the value of a structured property we can specify the
-value's main component in the \TT{main} \EM{optional-clause} (this
-specification overrides the default setting inferred from the {\RDF} graph
-through the \emph{rdf:value} property) and the list of the value's secondary
-components in the \TT{attr} \EM{optional-clause}.
-
-Note that if a secondary component is not listed in the \TT{attr} clause, it
-will not be read.
-Also recall that, when the result {\av}'s are formed, the main component is
-is read in the head string, whereas the secondary components are
-encoded using the attributes of a single group.
-See for instance \figref{Property} (examples 3 and 4).
-As a component of a property's value may be a structured property, its
-specification (appearing in the \TT{main} or \TT{attr} clause) is
-actually a path in the {\RDF} graph starting from the end-node of the head
-path.
-
-Note that the name of an attribute, which by default is its defining path in
-the \TT{attr} clause, can be changed with an optional \TT{as} clause for the
-user's convenience. See for instance \figref{Property} (example 5).
-Note that the assigned name must be a path for typing reasons.
-The alternative could be to use a simple string but in any case a string can
-be seen as a one-element path.
-
-In the default case \TT{property} builds its result considering every
-component of the {\RDFM} graph ({\ie} every {\RDFM}) but we can constrain
-some nodes of the inspected components to have (or not to have) a given value,
-with the aim of improving the performance of the inspection procedure.
-The constrained nodes are specified in the \TT{istrue} and \TT{istrue}
-\EM{optional-clauses} and the constraining values are expressed by \TT{in} or
-\TT{match} constructions depending on their semantics (constant values or
-POSIX regular expressions respectively).
-See for instance \figref{Property} (example 6).
-Again a constrained node may be the value of a compound property, therefore
-its specification (appearing in the \TT{istrue} or \TT{isfalse} clause) is
-a path in the {\RDF} graph starting from the end-node of the head path.
-
-\TT{property} allows to access the {\RDFS} property hierarchy by specifying
-a flag \TT{sub} or \TT{super}.
-If the \TT{sub} flag is present, \TT{property} inspects the instances of the
-default tree (made by the head path and by the \EM{optional-clauses} paths)
-and every other tree obtained by substituting an arc $ p $ with the arc of a
-subproperty of $ p $.
-If the \TT{super} flag is present, super-property arcs are substituted instead.
-
-\TT{property} also allows the inverse traversal of its head path if the
-\TT{inverse} flag is specified.
-In this case the operator works as follows:
-
-\begin{enumerate}
-
-\item
-It instantiates the head path using as end-nodes the values whose main
-component is specified in head strings of the source {\av} set.
-
-\item
-It encodes the resources corresponding to the instances of the start-nodes into
-{\av}'s assigning the attributes obtained instantiating the attribute paths%
-\footnote{The paths in the \EM{optional-clauses} are never traversed backward.}
-and builds the result set composing these {\av}'s with the set-theoretic union.
-
-\end{enumerate}
-
-See for instance \figref{Property} (example 7).
-
-Formally \TT{property} accesses the {\RDF} graph through an \emph{access
-relation} which is a set of triples $ (r_1, p, r_2) $ where $ r_1 $ and
-$ r_2 $ are strings, and $ p $ is a path.
-Each triple is a sort of ``extended {\RDF} triple'' in the sense that $ r_1 $
-is a resource for which some metadata is provided, $ p $ is a path in the
-{\RDF} graph and $ r_2 $ is the main value of the end-node of the instance of
-$ p $ starting from $ r_1 $ (this includes the instances of sub- and
-super-arcs of $ p $ if necessary).
-See for instance \figref{Property} (example 8).
-{\MathQL} does not provide for any built-in access relation so any query
-engine can freely define the access relations that are appropriate with
-respect to the metadata it can access.
-
-It is worth remarking, as it was already stressed in \cite{Gui03,GS03}, that
-the concept of access relation corresponds to the abstract concept of property
-in the basic {\RDF} data model which draws on well established principles from
-various data representation communities.
-In this sense an {\RDF} property can be thought of either as an attribute of a
-resource (traditional attribute-value pairs model), or as a relation between
-a resource and a value (entity-relationship model).
-This observation leads us to conclude that {\MathQL} is sound and complete
-with respect to querying an abstract {\RDF} metadata model.
-Finally note that access relations are close to {\RDF} entity-relationship
-model, but they do not work if we allow paths with an arbitrary number of
-loops ({\ie} with an arbitrary length) because this would lead to creating
-infinite sets of triples.
-If we want to handle this case, we need to turn these relations into
-multivalued functions.
+++ /dev/null
-\subsection{Textual syntax} \label{Textual}
-
-In this section we present {\MathQL}.4 textual syntax using the same notation
-that we adopted in \cite{GS03,Gui03}. In particular the grammatical
-productions we use resemble {\BNF} with some {\POSIX} formalism:
-
-\begin{itemize}
-
-\item
-\TT{::=} defines a grammatical production by means of a regular expression.
-
-Regular expressions are made of the following elements
-(\TT{...} is a placeholder):
-
-\item
-\TT{`...`} represents any character in a character set;
-
-\item
-\verb+`^ ...`+ represents any character (U+20 to U+7E) not in a character set;
-
-\item
-\TT{"..."} represents a string to be matched verbatim;
-
-\item
-\GP{...} represents a regular expression defined by a grammatical production;
-
-\item
-\TT{... ...} represents a conjunctive regular expression;
-
-\item
-\TT{... | ...} represents a disjunctive regular expression;
-
-\item
-\TT{[ ... ]?} represents an optional regular expression;
-
-\item
-\TT{[ ... ]+} represents a regular expression to be repeated one or more times;
-
-\item
-\TT{[ ... ]*} represents a regular expression to be repeated zero or more times;
-
-\item
-\TT{[ ... ]} represents a grouped regular expression.
-
-\end{itemize}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-<dec> ::= '0 - 9'
-<num> ::= <dec> [ <dec> ]*
-<hex> ::= <dec> | 'A - F' | 'a - f'
-<escaped> ::= "u" <hex> <hex> <hex> <hex> | '"' | "\" | "^"
-<string> ::= '"' [ "\" <escaped> "^" | '^ "\^' ]* '"'
-<path> ::= "/" | [ "/" <string> ]+
-\end{verbatim} \end{footnotesize}
-\vskip-1pc
-\caption{Textual syntax of numbers, strings and paths} \label{StrTS}
-\end{figure}
-
-\begin{figure}
-\begin{footnotesize}
-\begin{center} \begin{tabular}{|l|l|c|}
-\hline {\bf Escape sequence} & {\bf Unicode character} & {\bf Text} \\
-\hline \verb+\u....^+ & U+.... & \\
-\hline \verb+\"^+ & U+0022 & \verb+"+ \\
-\hline \verb+\\^+ & U+005C & \verb+\+ \\
-\hline \verb+\^^+ & U+005E & \verb+^+ \\
-\hline
-\end{tabular} \end{center}
-\end{footnotesize}
-\vskip-1pc
-\caption{Textual syntax of escaped characters} \label{EscTS}
-\end{figure}
-
-Queries and results can contain quoted constant strings with the syntax of
-\figref {StrTS}%
-\footnote
-{Note that the first slash of the \GP{path} is not optional as in {\MathQL}.3.}
-and the meaning of the escaped sequences is shown in \figref{EscTS} (where
-$ .... $ is a 4-digit placeholder).
-{\MathQL} character escaping syntax aims at complying with W3C character model
-for the World Wide Web \cite{W3Ca} which recommends a support for standard
-Unicode characters (U+0000 to U+FFFF) and escape sequences with start/end
-delimiters.
-In particular {\MathQL} escape delimiters (backslash and caret) are chosen
-among the \emph{unwise} characters for {\URI} references (see \cite{URI})
-because {\URI} references are the natural content of constant strings and
-these characters should not be so frequent in them.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-<alpha> ::= [ 'A - Z' | 'a - z' | `_` ]+
-<id> ::= <alpha> [ <alpha> | <dec> ]*
-<svar> ::= "$" <id>
-<evar> ::= "@" <id>
-\end{verbatim}\end{footnotesize} %$
-\vskip-1pc
-\caption{Textual syntax of variables} \label{VarTS}
-\end{figure}
-
-Queries can also contain \emph{set} variables (production \GP{svar}) and
-\emph{element} variables (production \GP{evar}) according to the syntax of
-\figref{VarTS}.%
-\footnote{This syntax resembles the one of programming languages identifiers.}
-A set variable holds an {\av} set, {\ie} a query result, while an element
-variable holds an {\av}.
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-<ref> ::= [ "sub" | "super" ]?
-<qualifier> ::= [ "inverse" ]? <ref> <path>
-<main> ::= [ "main" <path> ]?
-<cons> ::= <path> [ "in" | "match" ] <query>
-<istrue> ::= [ "istrue" <cons> [ "," <cons> ]* ]?
-<isfalses> ::= [ "isfalse" <cons> [ "," <cons> ]* ]*
-<exp> ::= <path> [ "as" <path> ]?
-<sec> ::= [ "attr" <exp> [ "," <exp> ]* ]?
-<opt_args> ::= <main> <istrue> <isfalses> <sec>
-<source> ::= [ "pattern" ]? <query>
-<paths> ::= <path> [ "," <path> ]*
-<query> ::= "(" <query> ")" | <string> | "[" <xavs> "]"
- | "property" <qualifier> <opt_args> "of" <source>
- | "let" <svar> "=" <query> "in" <query>
- | <query> ";;" <query> | <svar> | <evar>
- | "ex" <query> | <evar> "." <path>
- | "add" [ "distr" ]? [ <xgroups> | <evar> ] "in" <query>
- | "for" <evar> "in" <query> [ "sup" | "inf" ] <query>
- | "while" <query> [ "sup" | "inf" ] <query>
- | <path> "{" [ <paths> ]? "}" "{" <queries> "}"
- | "gen" <path> [ "{" <queries> "}" | "in" <query> ]
-<queries> ::= [ <query> [ "," <query> ]* ]?
-<xattr> ::= <path> "=" <query>
-<xgroup> ::= "{" <xattr> [ ";" <xattr> ]* "}"
-<xgroups> ::= <xgroup> [ "," <xgroup> ]*
-<xav> ::= <string> [ "attr" <xgroups> ]?
-<xavs> ::= [ <xav> [ ";" <xav> ]* ]?
-\end{verbatim} \end{footnotesize}
-\vskip-1pc
-\caption{Textual syntax of queries} \label{QueryTS}
-\end{figure}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-<attr> ::= <path> "=" <string> | "{" <string> [ "," <string> ]* "}"
-<group> ::= "{" <attr> [ ";" <attr> ]* "}"
-<av> ::= <string> [ "attr" <group> [ "," <group> ]* ]?
-<avs> ::= [ <av> [ ";" <av> ]* ]?
-\end{verbatim} \end{footnotesize}
-\vskip-1pc
-\caption{Textual syntax of results} \label{ResultTS}
-\end{figure}
-
-\begin{figure}
-\begin{footnotesize} \begin{verbatim}
-<query> ::= "empty" | "false" | "true"
- | [ "not" | "count" | "proj" <path> "of" ] <query>
- | <query> [ "and" | "or" | "xor" ] <query>
- | <query> [ "sub" | "meet" | "eq" | "le" | "lt" ] <query>
- | <query> [ "union" | "intersect" | "diff" ] <query>
- | "{" <queries> "}"
- | "keep" [ "allbut" ]? [ <paths> "in" ]? <query>
- | "if" <query> "then" <query> "else" <query>
- | "select" <evar> "from" <query> "where" <query>
-\end{verbatim} \end{footnotesize}
-\vskip-1pc
-\caption{Textual syntax of the basic extension} \label{BasicTS}
-\end{figure}
-
-The core infrastructure of {\MathQL}.4 defines a syntax for queries
-(\figref{QueryTS}, production \GP{query}) and a syntax for results
-(\figref{ResultTS}, production \GP{avs}).
-A syntax extension for the most common functions of the basic library is
-also provided for the user's convenience and for backward compatibility with
-{\MathQL}.3. The syntax extension concerning the functions covered in this
-paper is shown in \figref{BasicTS}.
-Note that this extension makes \GP{avs} an instance of \GP{xavs}.
-
-
+++ /dev/null
-\usepackage{amssymb}
-
-\newcommand\CURI[1]{\texttt{<#1>}}
-\newcommand\EM[1]{\noindent\hbox{\frenchspacing\em #1}}
-\newcommand\TT[1]{\noindent\hbox{\frenchspacing\tt #1}}
-\newcommand\RM[1]{\noindent\hbox{\frenchspacing\rm #1}}
-\newcommand\secref[1]{Section~\ref{#1}}
-\newcommand\subsecref[1]{Subsection~\ref{#1}}
-\newcommand\figref[1]{Figure~\ref{#1}}
-\newcommand\ie{{\frenchspacing i.e.}}
-\newcommand\oft{\mathrel :}
-\newcommand\lex{\exists}
-\newcommand\lall{\forall}
-\newcommand\sub{\subseteq}
-\newcommand\meet{\between}
-\newcommand\sand{\cap}
-\newcommand\sdor{\sqcup}
-\newcommand\sor{\cup}
-\newcommand\bigsor{\bigcup}
-\newcommand\app{\mathbin @}
-\newcommand\fa{\phi}
-\newcommand\fb{\psi}
-\newcommand\st{\mathrel |}
-\newcommand\p{{^\prime}}
-\newcommand\jolly{\mathbin\square}
-\newcommand\gdlap[2]{\vbox to 0pt {\vskip#2\hbox{#1}\vss}}
-\newcommand\setnames@[2]{&\gdlap{\kern2pt$#1$}{#2}}
-\newcommand\imain[1]{{\offinterlineskip\lineskip=2pt\noindent
- $\vcenter{\halign{\hss$##$\hss&##\hss\cr#1\crcr}}$}}
-\newcommand\iname[1]{\cr\hrulefill\setnames@{#1}{-1.0ex}\cr}
-\newcommand\irule[3]{\imain{#1 \iname{#2} #3}}
-\newcommand\spc{\hspace{1em}}
-\newcommand\icr{\cr}
-\newcommand\Nop{\noindent\hbox to 0pt{\vbox to 1ex{\vfil}\hfil}}
-
-\newcommand\BNF{\textsc{bnf}}
-\newcommand\CAML{\textsc{caml}}
-\newcommand\Galax{\textsc{galax}}
-\newcommand\HELM{\textsc{helm}}
-\newcommand\MathQL{\textsc{mathql-1}}
-\newcommand\MySQL{\textsc{mysql}}
-\newcommand\POSIX{\textsc{posix}}
-\newcommand\PostgreSQL{\textsc{postgresql}}
-\newcommand\RDF{\textsc{rdf}}
-\newcommand\RDFM{\textsc{rdf model}}
-\newcommand\RDFS{\textsc{rdf schema}}
-\newcommand\SQL{\textsc{sql}}
-\newcommand\URI{\textsc{uri}}
-\newcommand\XML{\textsc{xml}}
-\newcommand\XQuery{\textsc{xquery}}
-
-\newcommand\av{{\frenchspacing a.v.}}
-
-\newcommand\D{\Delta}
-\newcommand\G{\Gamma}
-\newcommand\ES{\emptyset}
-\newcommand\bigsum{\bigoplus}
-\newcommand\daq{\mathrel{\Downarrow_q}}
-\newcommand\dar{\mathrel{\Downarrow_r}}
-\newcommand\distr{\mathbin\odot}
-\newcommand\dprod{\mathbin\boxtimes}
-\newcommand\dsum{\mathbin\boxplus}
-\newcommand\g{(\G_s, \G_e, \G_g)}
-\newcommand\get[2]{#1(#2)}
-\newcommand\sdiff{\mathbin\ominus}
-\newcommand\set[3]{#1[#2 \gets #3]}
-\newcommand\sprod{\mathbin\otimes}
-\newcommand\ssum{\mathbin\oplus}
-
-\newcommand\Boole{\TT{Boole}}
-\newcommand\Listof{\TT{ListOf}}
-\newcommand\Setof{\TT{SetOf}}
-\newcommand\Str{\TT{Str}}
-\newcommand\Num{\TT{Num}}
-
-\newcommand\All{\TT{All}}
-\newcommand\Exp{\TT{Exp}}
-\newcommand\F{\TT{F}}
-\newcommand\For{\TT{For}}
-\newcommand\Fst{\TT{Fst}}
-\newcommand\Fsts{\TT{Fsts}}
-\newcommand\Fun{\TT{Fun}}
-\newcommand\Gen{\TT{Gen}}
-\newcommand\Head{\TT{Head}}
-\newcommand\Istrue{\TT{IsT}}
-\newcommand\Keep{\TT{Keep}}
-\newcommand\Match{\TT{Match}}
-\newcommand\Name{\TT{Name}}
-\newcommand\Pattern{\TT{Pattern}}
-\newcommand\Proj{\TT{Proj}}
-\newcommand\Property{\TT{Property}}
-\newcommand\Snd{\TT{Snd}}
-\newcommand\Src{\TT{Src}}
-\newcommand\Unquote{\TT{Unq}}
-\newcommand\T{\TT{T}}
-
-\newcommand\GP[1]{\TT{<#1>}}
-
-\newcommand\Set{\textsf{Set}}
-\newcommand\Prop{\textsf{Prop}}
-\newcommand\MainConclusion{\textsf{MainConclusion}}
-\newcommand\MainHypothesis{\textsf{MainHypothesis}}
-\newcommand\occurrence{\textsf{occurrence}}
-\newcommand\refObj{\textsf{refObj}}
+++ /dev/null
-\section {Operational Semantics} \label {Operational}
-
-This section describes {\MathQL} semantics, that we present in a natural
-operational style \cite{Lan98,Win93}.
-Here we use a simple type system that includes basic types such as strings and
-Booleans, and some type constructors such as product and exponentiation.
-$ y \oft Y $ will denote a typing judgement.
-This semantics is not meant as a formal system \emph{per se}, but should be a
-reference for implementors.
-
-\input{mathql_operational_background}
-\input{mathql_operational_core}
-\input{mathql_operational_basic}
-
+++ /dev/null
-\subsection {Mathematical background}
-
-As background for the semantics, we revise the one presented in
-\cite{Gui03,GS03}.
-
-{\Str} denotes the type of strings and its elements are the finite sequences
-of Unicode \cite{Unicode} characters.
-Grammatical productions denote the subtype of {\Str} containing the produced
-sequences of characters.
-
-{\Num} denotes the type of numbers and is the subtype of {\Str} defined by
-\GP{num}. In this type, numbers are represented by their decimal expansion.
-
-$ \Setof\ Y $ denotes the type of finite sets ({\ie} unordered finite
-sequences without repetitions) over $ Y $ and
-$ \Listof\ Y $ denotes the type of lists ({\ie} ordered finite sequences)
-over $ Y $.
-We will use the notation $ [y_1, \cdots, y_m] $ for the list whose elements
-are $ y_1, \cdots, y_m $ ($ \{y_1, \cdots, y_m\} $ will denote a set as
-usual).
-
-{\Boole}, the type of Boolean values, is defined as the set
-$ \{\ES, \{("", \ES)\}\} $ of type $ \Setof\ \Setof\ (\Str \times \Setof\ Y) $
-where the first element stands for \emph{false} (denoted by {\F}) and the
-second element stands for \emph{true} (denoted by {\T}).%
-\footnote{This definition allows to treat a Boolean value as an {\av} set.}
-
-$ Y \times Z $ denotes the product of the types $ Y $ and $ Z $ whose elements
-are the ordered pairs $ (y, z) $ such that $ y \oft Y $ and $ z \oft Z $.
-The notation is also extended to a ternary product.
-$ Y \to Z $ denotes the type of functions from $ Y $ to $ Z $ and $ f\ y $
-denotes the application of $ f \oft Y \to Z $ to $ y \oft Y $.
-Relations over types, such as equality, are seen as functions to {\Boole}.
-
-With the above constructors we can give a formal meaning to most of the
-standard notation. For instance we will use the following:
-
-\begin{itemize}
-
-\item
-$ {\ES} \oft (\Setof\ Y) $
-
-\item
-$ {\lex} \oft ((\Setof\ Y) \to \Boole) \to \Boole $
-
-\item
-$ {\lall} \oft ((\Setof\ Y) \to \Boole) \to \Boole $
-
-\item
-$ {\in} \oft Y \to (\Setof\ Y) \to \Boole $ (infix)
-
-\item
-$ {\sub} \oft (\Setof\ Y) \to (\Setof\ Y) \to \Boole $ (infix)
-
-\item
-$ {\meet} \oft (\Setof\ Y) \to (\Setof\ Y) \to \Boole $ (infix)
-
-\item
-$ {\sand} \oft (\Setof\ Y) \to (\Setof\ Y) \to (\Setof\ Y) $ (infix)
-
-\item
-$ {\sor} \oft (\Setof\ Y) \to (\Setof\ Y) \to (\Setof\ Y) $ (infix)
-
-\item
-$ {\sdor} \oft (\Setof\ Y) \to (\Setof\ Y) \to (\Setof\ Y) $
-(the disjoint union, infix)
-
-\item
-$ \le \oft \Num \to \Num \to \Boole $ (infix)
-
-\item
-$ < \oft \Num \to \Num \to \Boole $ (infix)
-
-\item
-$ \# \oft (\Setof\ Y) \to \Num $ (the size operator)
-
-\item
-$ \app \oft (\Listof\ Y) \to (\Listof\ Y) \to (\Listof\ Y) $
-(the concatenation, infix)
-
-\item
-$ \lnot \oft \Boole \to \Boole $
-
-\end{itemize}
-
-\noindent
-Note that $ \lall $ and $ \lex $ are always decidable because the sets are
-finite by definition.
-
-\noindent
-$ U \meet W $ means $ (\lex u \in U)\ u \in W $ and expresses the fact that
-$ U \sand W $ is inhabited as a primitive notion, {\ie} without mentioning
-intersection and equality as for $ U \sand W \neq \ES $, which is equivalent
-but may be implemented less efficiently in real cases%
-\footnote{As for the Boolean condition $ \fa \lor \fb $ which may have a more
-efficient implementation than $ \lnot(\lnot \fa \land \lnot \fb) $.}.
-$ U \meet W $ is a natural companion of $ U \sub W $ being its logical dual
-(recall that $ U \sub W $ means $ (\lall u \in U)\ u \in W $)
-and is already being used successfully in the context of a constructive
-({\ie} intuitionistic and predicative) approach to point-free topology
-\cite{Sam00}.
-
-Sets of couples play a central role in our presentation and we will use:
-
-\begin{itemize}
-
-\item
-$ \Fst \oft (Y \times Z) \to Y $ such that $ \Fst\ (y, z) = y $.
-
-\item
-$ \Snd \oft (Y \times Z) \to Z $ such that $ \Snd\ (y, z) = z $.
-
-\item
-$ \Fsts \oft \Setof\ (Y \times Z) \to \Setof\ Z $ such that
-$ \Fsts\ U = \{\Fst\ u \st u \in U\} $.
-
-\item
-With the same notation, if $ W $ contains just one couple whose first
-component is $ y $, then $ \get{W}{y} $ is the second component of that couple.
-In the other cases $ \get{W}{y} $ is not defined.
-This operator has type $ (\Setof\ (Y \times Z)) \to Y \to Z $.
-
-\item
-Moreover $ \set{W}{y}{z} $ is the set obtained from $ W $ removing every
-couple whose first component is $ y $ and adding the couple $ (y, z) $.
-The type of this operator is
-$ (\Setof\ (Y \times Z)) \to Y \to Z \to (\Setof\ (Y \times Z)) $.
-
-\item
-Also $ U + W $ is the union of two sets of couples in the following sense:
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{rll}
-%
-$ U + \ES $ & rewrites to & $ U $ \\
-$ U + (W \sdor \{(y, z)\}) $ & rewrites to & $ \set{U}{y}{z} + W $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-\end{itemize}
-
-The last three operators are used to read, write and join association sets,
-which are sets of couples such that the first components of two different
-elements are always different.
-These sets will be exploited to formalize the memories appearing in evaluation
-contexts.
+++ /dev/null
-\subsection {The basic library}
-
-In this section we present the functions provided by the {\MathQL}.4 basic
-library. Describing the whole library would require an amount of space that
-goes beyond the limits of this paper so we include here just a selection of
-the available functions (the ones for which we gave the syntax extension in
-\secref{Textual}).
-
-The function below are grouped by their arity.
-
-\begin{itemize}
-
-\item
-\textbf{The predefined {\av} sets.}
-The functions \TT{/"empty"}, \TT{/"false"} and \newline \TT{/"true"} take no
-path arguments and no set arguments.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{\Nop}{}{\Fun\ \TT{/"empty"}\ [\,]\ [\,]\ \G \equiv \F} \spc
-\irule{\Nop}{}{\Fun\ \TT{/"false"}\ [\,]\ [\,]\ \G \equiv \F}
-\end{center}
-\begin{center}
-%
-\irule{\Nop}{}{\Fun\ \TT{/"true"}\ [\,]\ [\,]\ \G \equiv \T}
-%
-\end{center}
-\end{footnotesize}
-
-Moreover ``\TT{empty}'' rewrites to ``\verb+fun /"empty" {} {}+'',
-``\TT{false}'' rewrites to ``\verb+fun /"false" {} {}+'' and
-``\TT{true}'' rewrites to ``\verb+fun /"true" {} {}+''.
-
-\item
-\textbf{Boolean negation and size.}
-The functions \TT{/"not"} and \TT{/"count"} take no path arguments and one set
-argument.
-Here Rule 1 overrides rule 2.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\G, x) \daq \F}{1}{\Fun\ \TT{/"not"}\ [\,]\ [x]\ \G \equiv \T} \spc
-\irule{(\G, x) \daq S}{2}{\Fun\ \TT{/"not"}\ [\,]\ [x]\ \G \equiv \F}
-\end{center}
-\begin{center}
-%
-\irule{(\G, x) \daq S}{}{\Fun\ \TT{/"count"}\ [\,]\ [x]\ \G \equiv \#\ S}
-%
-\end{center}
-\end{footnotesize}
-
-Moreover ``\TT{not} x'' rewrites to ``\verb+fun /"not" {} {+x\verb+}+''
-and ``\TT{count} x'' rewrites to ``\verb+fun /"count" {} {+x\verb+}+''.
-
-\item
-\textbf{Boolean xor, set-theoretic and numerical tests, difference.}
-\TT{/"xor"}, \TT{/"sub"}, \TT{/"meet"}, \TT{/"eq"}, \TT{/"le"}, \TT{/"lt"} and
-\TT{/"diff"} take no path arguments and two set arguments.
-The rule with the lowest number is applied first.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\G, x_1) \daq \F \spc (\G, x_2) \daq \F}{1}
- {\Fun\ \TT{/"xor"}\ [\,]\ [x_1, x_2]\ \G \equiv \T} \spc
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq \F}{2}
- {\Fun\ \TT{/"xor"}\ [\,]\ [x_1, x_2]\ \G \equiv S_1}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq \F \spc (\G, x_2) \daq S_2}{3}
- {\Fun\ \TT{/"xor"}\ [\,]\ [x_1, x_2]\ \G \equiv S_2} \spc
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{4}
- {\Fun\ \TT{/"xor"}\ [\,]\ [x_1, x_2]\ \G \equiv \F}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{}
- {\Fun\ \TT{/"sub"}\ [\,]\ [x_1, x_2]\ \G \equiv (\Fsts\ S_1 \sub \Fsts\ S_2)}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{}
- {\Fun\ \TT{/"meet"}\ [\,]\ [x_1, x_2]\ \G \equiv (\Fsts\ S_1 \meet \Fsts\ S_2)}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{}
- {\Fun\ \TT{/"eq"}\ [\,]\ [x_1, x_2]\ \G \equiv (\Fsts\ S_1 = \Fsts\ S_2)}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq \{(r_1, A_1)\} \spc (\G, x_2) \daq \{(r_2, A_2)\}}{}
- {\Fun\ \TT{/"le"}\ [\,]\ [x_1, x_2]\ \G \equiv (r_1 \le r_2)}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq \{(r_1, A_1)\} \spc (\G, x_2) \daq \{(r_2, A_2)\}}{}
- {\Fun\ \TT{/"lt"}\ [\,]\ [x_1, x_2]\ \G \equiv (r_1 < r_2)}
-%
-\end{center}
-\begin{center}
-%
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{}
- {\Fun\ \TT{/"eq"}\ [\,]\ [x_1, x_2]\ \G \equiv (S_1 \sdiff S_2)}
-%
-\end{center}
-\end{footnotesize}
-
-where $\sdiff$ is a helper function two rewrite rules:
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{lrll}
-5 &
-$ (S_1 \sdor \{(r, A_1)\}) \sdiff (S_2 \sdor \{(r, A_2)\}) $ & rewrites to &
-$ S_1 \sdiff S_2 $ \\
-6 & $ S_1 \sdiff S_2 $ & rewrites to & $ S_1 $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-``x \TT{xor} y'' rewrites to ``\verb+fun /"xor" {} {+x\TT{,}y\verb+}+'',
-``x \TT{sub} y'' rewrites to \newline ``\verb+fun /"sub" {} {+x\TT{,}y\verb+}+'',
-``x \TT{meet} y'' rewrites to ``\verb+fun /"meet" {} {+x\TT{,}y\verb+}+'',
-``x \TT{eq} y'' rewrites to ``\verb+fun /"eq" {} {+x\TT{,}y\verb+}+'',
-``x \TT{le} y'' rewrites to \newline ``\verb+fun /"le" {} {+x\TT{,}y\verb+}+'',
-``x \TT{lt} y'' rewrites to ``\verb+fun /"lt" {} {+x\TT{,}y\verb+}+'' and
-``x \TT{diff} y'' rewrites to ``\verb+fun /"diff" {} {+x\TT{,}y\verb+}+''
-
-\item
-\textbf{Conditional operator and standard \emph{select} clause}.
-\TT{/"if"} takes no path arguments and three set arguments.
-The usual rule overriding policy applies.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\G, x_1) \daq \F \spc (\G, x_3) \daq S_3}{1}
- {\Fun\ \TT{/"if"}\ [\,]\ [x_1, x_2, x_2]\ \G \equiv S_3} \spc
-\irule{(\G, x_1) \daq S_1 \spc (\G, x_2) \daq S_2}{2}
- {\Fun\ \TT{/"if"}\ [\,]\ [x_1, x_2, x_2]\ \G \equiv S_2}
-%
-\end{center}
-\end{footnotesize}
-
-``\TT{if} x \TT{then} y \TT{else} z'' rewrites to
-``\verb+fun /"if" {} {+x\TT{,}y\TT{,}z\verb+}+'' and
-``\TT{select} i \TT{from} x \TT{where} y'' rewrites to
-``\TT{for} i \TT{in} x \TT{sup} \TT{if} y \TT{then} i \TT{else} \TT{empty}''.
-
-\item
-\textbf{Intersection without attribute distribution.}
-\TT{/"intersect"} takes no path arguments and any positive number of set
-arguments.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\G, x_1) \daq S_1 \spc \cdots \spc (\G, x_m) \daq S_m}{}
- {\Fun\ \TT{/"intersect"}\ [\,]\ [x_1, \cdots, x_m]\ \G \equiv
- (S_1 \sprod \cdots \sprod S_m)}
-%
-\end{center}
-\end{footnotesize}
-
-As usual
-``x \TT{intersect} y'' rewrites to ``\verb+fun /"intersect" {} {+x\TT{,}y\verb+}+''.
-
-\item
-\textbf{Union without attribute distribution, Boolean conjunction and
-disjunction.}
-\TT{/"union"}, \TT{/"and"} and \TT{/"or"} take no path arguments and any
-number of set arguments.
-The usual rule overriding policy applies.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{\Nop}{}{\Fun\ \TT{/"union"}\ [\,]\ [\,]\ \G \equiv \F} \spc
-\irule{(\G, x_1) \daq S_1 \spc \cdots \spc (\G, x_m) \daq S_m}{}
- {\Fun\ \TT{/"union"}\ [\,]\ [x_1, \cdots, x_m]\ \G \equiv
- (S_1 \ssum \cdots \ssum S_m)}
-%
-\end{center}
-\begin{center}
-%
-\irule{\Nop}{}{\Fun\ \TT{/"and"}\ [\,]\ [\,]\ \G \equiv \T} \spc
-\irule{\Nop}{}{\Fun\ \TT{/"or"}\ [\,]\ [\,]\ \G \equiv \F}
-%
-\end{center}
-\begin{center}
-%
-\irule{\Fun\ \TT{/"and"}\ [\,]\ l\ \G \equiv \F}{1}
- {\Fun\ \TT{/"and"}\ [\,]\ (l \app [x])\ \G \equiv \F} \spc
-\irule{\Fun\ \TT{/"or"}\ [\,]\ l\ \G \equiv \F \spc (\G, x) \daq S}{3}
- {\Fun\ \TT{/"or"}\ [\,]\ (l \app [x])\ \G \equiv S}
-%
-\end{center}
-\begin{center}
-%
-\irule{\Fun\ \TT{/"and"}\ [\,]\ l\ \G \equiv S_l \spc (\G, x) \daq S}{2}
- {\Fun\ \TT{/"and"}\ [\,]\ (l \app [x])\ \G \equiv S} \spc
-\irule{\Fun\ \TT{/"or"}\ [\,]\ l\ \G \equiv S_l}{4}
- {\Fun\ \TT{/"or"}\ [\,]\ (l \app [x])\ \G \equiv S_l}
-\end{center}
-\end{footnotesize}
-
-``x \TT{and} y'' rewrites to ``\verb+fun /"and" {} {+x\TT{,}y\verb+}+'',
-``x \TT{or} y'' rewrites to \newline ``\verb+fun /"or" {} {+x\TT{,}y\verb+}+'',
-``x \TT{union} y'' rewrites to \kern-1.1pt ``\verb+fun /"union" {} {+x\TT{,}y\verb+}+''
-and ``\verb+{+x$_1$\TT{,}$\cdots$\TT{,}x$_m$\verb+}+'' rewrites to
-``\verb+fun /"union" {} {+x$_1$\TT{,}$\cdots$\TT{,}x$_m$\verb+}+''.
-
-\item
-\textbf{Projection.}
-\TT{/"proj"} takes one path argument and one set argument.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule {p \oft \TT{<path>} \spc
- (\G, x) \daq \{ (r_1, A_1), \cdots, (r_m, A_m) \}}{}
- {\Fun\ \TT{/"proj"}\ [p]\ [x]\ \G \equiv
- \Head\ (\Proj\ (\Name\ p)\ A_1 \sor \cdots \sor \Proj\ (\Name\ p)\ A_m)}
-%
-\end{center}
-\begin{center} \begin{tabular}{rll}
-%
-$ \Proj\ p\ \{G_1, \cdots, G_n\} $ & rewrites to &
-$ \get{G_1}{p} \sor \cdots \sor \get{G_n}{p} $ \\
-$ \Head\ \{s_1, \cdots, s_k\} $ & rewrites to & $ \{ (s_1, \ES), \cdots, (s_k, \ES) \} $
-\end{tabular} \end{center}
-\end{footnotesize}
-
-where, for each $ 1 \le j \le n $, $ \get{G_j}{p} $ is $ \ES $ if $ p $ is not
-defined in $ G_j $.
-
-Moreover
-``\TT{proj} p \TT{of} x'' rewrites to ``\verb+fun /"proj" {+p\verb+} {+x\verb+}+''.
-
-\item
-\textbf{Refinement.}
-The functions \TT{/"keep"/"these"} and \TT{/"keep"/"allbut"} take any number
-of path arguments and one set argument.
-In the following rules if $ l $ is $ [p_1, \cdots, p_m] $ then
-$ W $ is $ \{\Name\ p_1, \cdots, \Name\ p_m\} $ Moreover {\Keep} and $\Keep\p$
-are helper functions and the usual rule overriding policy applies.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{l \oft \Listof\ \TT{<path>} \spc (\G, x) \daq S}{}
- {\Fun\ \TT{/"keep"/"these"}\ l\ [x]\ \G \equiv
- \{ (r, \bigsor \{ \Keep\ \T\ W\ G \st G \in A \}) \st (r, A) \in S \}}
-%
-\end{center}
-\begin{center}
-%
-\irule{l \oft \Listof\ \TT{<path>} \spc (\G, x) \daq S}{}
- {\Fun\ \TT{/"keep"/"allbut"}\ l\ [x]\ \G \equiv
- \{ (r, \bigsor \{ \Keep\ \F\ W\ G \st G \in A \}) \st (r, A) \in S \}}
-%
-\end{center}
-\begin{center}
-%
-\irule{\Keep\p\ b\ W\ G\ \RM{rewrites to}\ \ES}{1}
-{\Keep\ b\ W\ G\ \RM{rewrites to}\ \ES} \spc
-\irule{\Keep\p\ b\ W\ G\ \RM{rewrites to}\ G\p}{2}
-{\Keep\ b\ W\ G\ \RM{rewrites to}\ \{G\p\}}
-%
-\end{center}
-\begin{center} \begin{tabular}{rll}
-%
-$ \Keep\p\ \T\ W\ G $ & rewrites to & $ \{ (p, V) \in G \st p \in W \} $ \\
-$ \Keep\p\ \F\ W\ G $ & rewrites to & $ \{ (p, V) \in G \st p \notin W \} $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-``\TT{keep} p$_1$\TT{,}$\cdots$\TT{,}p$_m$ \TT{in} x'' rewrites to
-``\TT{fun /"keep"/"these"} \verb+{+p$_1$\TT{,}$\cdots$\TT{,}p$_m$\verb+}+ \verb+{+x\verb+}+'',
-``\TT{keep} x'' rewrites to ``\TT{fun /"keep"/"these"} \verb+{}+ \verb+{+x\verb+}+'',
-``\TT{keep allbut} p$_1$\TT{,}$\cdots$\TT{,}p$_m$ \TT{in} x'' rewrites to
-``\TT{fun /"keep"/"allbut"} \verb+{+p$_1$\TT{,}$\cdots$\TT{,}p$_m$\verb+}+ \verb+{+x\verb+}+''
-and
-``\TT{keep allbut} x'' rewrites to ``\TT{fun /"keep"/"allbut"} \verb+{}+ \verb+{+x\verb+}+''.
-
-Note that ``\TT{keep allbut} x'' gives the same result as ``x'' does.
-
-\end{itemize}
+++ /dev/null
-\subsection {The core language} \label{OCore}
-
-\subsubsection*{Preliminaries}
-
-With the above background we are able to type the main objects needed in the
-formalization:
-
-\begin{itemize}
-
-\item
-A path $ p $ is a list of strings therefore its type is
-$ T_{0a} = \Listof\ \Str $.
-
-\item
-The attribute contents $ V $ are an object of type $ T_{0b} = \Setof\ \Str $.
-
-\item
-An attribute group $ G $ is an association set connecting the attribute names
-to their contents, therefore its type is
-$ T_1 = \Setof\ (T_{0a} \times T_{0b}) $.
-
-\item
-A head string $ r $ is an object of type $ \Str $.
-
-\item
-A set $ A $ of attribute groups is an object of type $ T_2 = \Setof\ T_1 $.
-
-\item
-An {\av}, {\ie} a head string with its attribute groups, has type
-$ T_3 = \Str \times T_2 $.
-
-\item
-A set $ S $ of {\av}'s is an association set of type $ T_4 = \Setof\ T_3 $.
-
-\item
-A triple of an attributed relation is of type
-$ T_5 = \Str \times \Str \times (T_{0a} \to \Str) $.
-
-\end{itemize}
-
-When a constant string appearing in a {\MathQL} expression is unquoted, the
-surrounding double quotes are deleted and each escaped sequence is translated
-according to \figref{EscTS}.
-This operation is formally performed by the function
-$ \Unquote $ of type $ \Str \to \Str $.
-Moreover $ \Name \oft \GP{path} \to T_{0a} $ is a helper function that
-converts a linearized path in its structured representation.
-Formally $ \Name\ (\TT{/}q_1\TT{/} \cdots \TT{/}q_m) $
-rewrites to $ [\Unquote\ q_1, \cdots, \Unquote\ q_m] $.
-
-The semantics of {\MathQL} expressions denoting queries is given by the infix
-relation $ \daq $ that evaluates a query to an {\av} set.
-These expressions are evaluated in a context $ \G = \g $
-which is a triple of association sets that connect
-set variables to {\av} sets, element variables to {\av}'s and element
-variables to attribute groups.
-Therefore the type $ K $ of the context $ \G $ is:
-
-\begin{footnotesize} \begin{center}
-$
-\Setof\ (\GP{svar} \times T_4) \times
-\Setof\ (\GP{evar} \times T_3) \times % $ \\ $ \times\
-\Setof\ (\GP{evar} \times T_1)
-$
-\end{center} \end{footnotesize}
-
-\noindent
-and the evaluating relation is of the following type:
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{l}
-$ \mathord{\daq} \oft (K \times \GP{query}) \times (K \times T_4) \to \Boole $.
-\end{tabular} \end{center}
-\end{footnotesize}
-
-The context components $ \G_s $ and $ \G_e $ are used to store the contents of
-variables, while $ \G_g $ is used by the \TT{ex} operator to be presented
-below.
-
-In the following we will write $ (\G, x) \daq S $ to abbreviate
-$ (\G, x) \daq (\G, S) $.
-
-The semantics of {\MathQL} expressions denoting results is given by the infix
-relation $ \dar \oft \GP{avs} \times T_4 \to \Boole $ that evaluates a result
-to an {\av} set.
-
-\subsubsection*{Queries}
-
-The first group of \GP{query} expressions include the representation of
-explicit {\av} sets and the syntactic grouping facility:
-
-\begin{itemize}
-
-\item
-The syntactic grouping is obtained enclosing a \GP{query} between \TT{(}
-and \TT{)}.
-An explicit {\av} set can be represented either by a single string, which is
-converted into a single {\av} with no attributes, or by a \GP{xavs}
-(extended {\av} set) expression enclosed between \TT{[} and \TT{]}.
-Such an expression describes all the components of an {\av} set and is
-evaluated using the rules given below.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\G, x) \daq S}{}{(\G, (x)) \daq S} \spc
-\irule{q \oft \GP{string}}{}{(\G, q) \daq \{(\Unquote\ q, \ES)\}}
-%
-\end{center}
-\begin{center}
-%
-\irule{x_1, \cdots, x_m \in \GP{xav} \spc
- (\G, \TT{[} x_1 \TT{]}) \daq S_1 \spc \cdots \spc (\G, \TT{[} x_m \TT{]}) \daq S_m}{}
- {(\G, \TT{[} x_1 \TT{;} \cdots \TT{;} x_m \TT{]}) \daq S_1 \ssum \cdots \ssum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q \in \GP{string} \spc g_1, \cdots, g_m \in \GP{xgroup} \icr
- (\G, \TT{[} q\ \TT{attr}\ g_1 \TT{]}) \daq S_1 \spc \cdots \spc
- (\G, \TT{[} q\ \TT{attr}\ g_m \TT{]}) \daq S_m}{}
- {(\G, \TT{[} q\ \TT{attr}\ g_1 \TT{,} \cdots \TT{,} g_m \TT{]}) \daq S_1 \ssum \cdots \ssum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q \in \GP{string} \spc a_1, \cdots, a_m \in \GP{xatr} \icr
- (\G, \TT{[} q\ \TT{attr}\ \{ a_1 \} \TT{]}) \daq S_1 \spc \cdots \spc
- (\G, \TT{[} q\ \TT{attr}\ \{ a_m \} \TT{]}) \daq S_m}{}
- {(\G, \TT{[} q\ \TT{attr}\ \{ a_1 \TT{;} \cdots \TT{;} a_m \} \TT{]}) \daq S_1 \dsum \cdots \dsum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q \in \GP{string} \spc p \in \GP{path} \spc x \daq S}{}
- {(\G, \TT{[} q\ \TT{attr}\ \{ p = x \} \TT{]}) \daq
- \{(\Unquote\ q, \{ \{ (\Name\ p, \Fsts\ S) \} \})\}}
-%
-\end{center}
-\end{footnotesize}
-
-$ \dsum $ and $ \ssum $ are helper functions describing the two union
-operations on {\av} sets: with and without attribute distribution respectively.
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{lrll}
-%
-1a &
-$ (S_1 \sdor \{(r, A_1)\}) \ssum (S_2 \sdor \{(r, A_2)\}) $ & rewrites to &
-$ (S_1 \ssum S_2) \sor \{(r, A_1 \sor A_2)\} $ \\
-1b & $ S_1 \ssum S_2 $ & rewrites to & $ S_1 \sor S_2 $ \\
-2a &
-$ (S_1 \sdor \{(r, A_1)\}) \dsum (S_2 \sdor \{(r, A_2)\}) $ & rewrites to &
-$ (S_1 \dsum S_2) \sor \{(r, A_1 \distr A_2)\} $ \\
-2b & $ S_1 \dsum S_2 $ & rewrites to & $ S_1 \sor S_2 $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-Rules 1a, 2a override 1b, 2b and
-$ A_1 \distr A_2 = \{G_1 \ssum G_2 \st G_1 \in A_1, G_2 \in A_2\} $.
-
-\item
-The semantics of the \TT{property} operator is described below.
-
-In the following rule,
-$s$ is ``$ \TT{property}\ h\ p_1\ \TT{main}\ p_2\ \TT{attr}\ e_1, \cdots,
-e_m\ \TT{in}\ k\ x $'', $P$ is $ \Property\ h $ and
-$A_2$ is $ \{ \Exp\ P\ p_1\ r_1\ \{e_1, \cdots, e_m\}\} $:
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule
-{h \oft \GP{ref} \spc p_1, p_2 \oft \GP{path} \spc
- e_1, \cdots, e_m \oft \GP{exp} \spc k \in \TT{["pattern"]?} \spc
- (\G, x) \daq S
-}{A}
-{(\G, s) \daq \bigsum \{ \{(r_2, A_2)\} \st
-(\lex r_1 \in \Src\ k\ P\ (\Fsts\ S))\
-(r_1, p_1 \app p_2, r_2) \in P
-\}}
-%
-\end{center}
-\end{footnotesize}
-
-When the \TT{main} clause is not present, we assume $ p_2 = \TT{/} $.
-
-Here $ \Property\ h $ gives the appropriate access relation according to
-the $ h $ flag (this is the primitive function that inspects the {\RDF}
-graph).
-
-$ \Src\ k\ P\ V $ is a helper function giving the source set
-according to the $ k $ flag. $ \Src $ is based on $ \Match $, the helper
-function handling {\POSIX} regular expressions.
-Here $ \Pattern\ W\ s $ is the primitive function returning the subset of
-$ W \oft \Setof\ \Str $ whose element match the {\POSIX} 1003.2-1992%
-\footnote{In {\POSIX} 1003.1-2001:
-\CURI{http://www.unix-systems.org/version3/ieee\_\,std.html}.}
-regular expression $ \verb+"^"+ \app s \app \TT{"\$"} $.
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{rll}
-%
-$ \Src\ \TT{""}\ P\ V $ & rewrites to & $ V $ \\
-$ \Src\ \TT{"pattern"}\ P\ V $ & rewrites to &
-$ \Match\ \{r_1 \st (\lex p, r2)\ (r_1, p, r_2) \in P\} $\ V \\
-$ \Match\ W\ V $ & rewrites to & $ \bigsor \{\Pattern\ W\ s \st s \in V\} $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-$ \Exp\ P\ p_1\ r_1\ E $ is the helper function that builds the group of
-attributes specified in the \TT{attr} clause.
-$ \Exp $ is based on $ \Exp\p $ which handles a single attribute. Formally,
-if $ p, p\p \oft \GP{path} $ and $ E \oft \Setof\ \GP{exp} $:
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{rll}
-%
-$ f\ P\ r_1\ p_1\ p $ & rewrites to &
-$ \{ r_2 \st (r_1, p_1 \app (\Name\ p), r_2) \in P \} $ \\
-$ \Exp\p\ P\ r_1\ p_1\ p $ & rewrites to &
-$ \{ (\Name\ p, f\ P\ r_1\ p_1\ p) \} $ \\
-$ \Exp\p\ P\ r_1\ p_1\ (p\ \TT{as}\ p\p) $ & rewrites to &
-$ \{ (\Name\ p\p, f\ P\ r_1\ p_1\ p) \} $ \\
-$ \Exp\ P\ r_1\ p_1\ E $ & rewrites to &
-$ \bigsum \{ \Exp\p\ P\ r_1\ p_1\ e \st e \in E \} $ \\
-\end{tabular} \end{center}
-\end{footnotesize}
-
-When $ c_1, \cdots, c_n \oft \GP{cons} $ and the clause
-``\TT{istrue} $ c_1, \cdots, c_n $'' is present, the set $ P $ must be replaced
-with $ \{ (r_1, p, r_2) \in P \st \Istrue\ P\ r_1\ p_1\ C \} $
-where $ C $ is $ \{c_1, \cdots, c_n\} $ and $ \Istrue $ is a helper function
-that checks the constraints in $ C $.
-$ \Istrue $ is based on $ \Istrue\p $ that handles a single constraint.
-Formally, if $ p \oft \GP{path} $ and $ (\G, x) \daq S $:
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{rll}
-%
-$ g\ P\ p_1\ p $ & rewrites to &
-$ \{ r_2 \st (\lex r_1)\ (r_1, p_1 \app (\Name\ p), r_2) \in P \} $ \\
-$ \Istrue\p\ P\ r_1\ p_1\ (p\ \TT{in}\ x) $ & rewrites to &
-$ (f\ P\ r_1\ p_1\ p) \meet \Fsts\ S $ \\
-$ \Istrue\p\ P\ r_1\ p_1\ (p\ \TT{match}\ x) $ & rewrites to &
-$ (f\ P\ r_1\ p_1\ p) \meet \Match\ (g\ P\ p_1\ p)\ (\Fsts\ S) $ \\
-$ \Istrue\ P\ r_1\ p_1\ C $ & rewrites to &
-$ (\lall c \in W)\ \Istrue\p\ P\ r_1\ p_1\ c $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-For each clause ``\TT{isfalse} $ c_1, \cdots, c_n $'' the set $ P $
-must be replaced with \newline
-$ \{ (r_1, p, r_2) \in P \st \lnot (\Istrue\ P\ r_1\ p_1\ C) \} $
-(using the above notation).
-Note that these substitutions and the former must be composed if necessary.
-
-If the \TT{inverse} flag is present, also replace the instances of $ P $ in
-the rule $A$ and in the definition of $ \Src $ with
-$ \{ (r_2, p, r_1) \st (r_1, p, r_2) \in P \} $.
-
-\end{itemize}
-
-The second group of \GP{query} expressions allows the context manipulation:
-
-\begin{itemize}
-
-\item
-The operators for reading variables:
-
-\begin{footnotesize} \begin{center}
-%
-\irule{i \oft \GP{svar}}{}{(\g, i) \daq \get{\G_s}{i}} \spc
-\irule{i \oft \GP{evar}}{}{(\g, i) \daq \{\get{\G_e}{i}\}}
-%
-\end{center} \end{footnotesize}
-
-$ \get{\G_s}{i} $ and $ \{\get{\G_e}{i}\} $ mean $ \ES $ if $ i $ is not defined.
-
-\item
-The \TT{let} operator assigns a set variable (\GP{svar}):
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{i \oft \GP{svar} \spc (\G_1, x_1) \daq (\g, S_1) \spc
- ((\set{\G_s}{i}{S_1}, \G_e, \G_g), x_2) \daq (\G_2, S_2)}
-{}{(\G_1, \TT{let}\ i\ \TT{=}\ x_1\ \TT{in}\ x_2) \daq (\G_2, S_2)}
-%
-\end{center}
-\end{footnotesize}
-
-The sequential composition operator \TT{;;} has the semantics of a \TT{let}
-introducing a fresh variable, so ``$ x_1\ \TT{;;}\ x_2 $'' rewrites
-to ``$ \TT{let}\ i\ \TT{=}\ x_1\ \TT{in}\ x_2 $'' where $i$ does not occur in
-$x_2$.
-
-\item
-The \TT{ex} and ``dot'' operators provide a way to read the attributes stored
-in element variables.
-The \TT{ex} (exists) operator gives access to the groups of attributes
-associated to the {\av}'s in the $ \G_e $ part of the context and does
-this by loading its $ \G_g $ part, which is used by the ``dot'' operator
-described below.
-
-\TT{ex} is true if the query following it is successful for at least one
-pool of attribute groups, one for each {\av} in the $ \G_e $ part of the
-context. Formally we have the rules:
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{(\lall \D_g \in \All\ \G_e)\ ((\G_s, \G_e, \G_g + \D_g), y) \daq \F}
- {1}{(\G, \TT{ex}\ y) \daq \F} \spc
-\irule{\Nop}{2}{(\G, \TT{ex}\ y) \daq \T} \spc
-%
-\end{center}
-\begin{center}
-%
-\irule {i \oft \GP{evar} \spc p \oft \GP{path} \spc \get{\get{\G_g}{i}}{\Name\ p} = \{s_1, \cdots, s_m\}}{}
- {(\G, i\TT{.}p) \daq \{(s_1, \ES), \cdots, (s_m, \ES)\}}
-%
-\end{center}
-\end{footnotesize}
-
-where%
-\footnote{$\D_g$ has the type of $ \G_g $.}
-$ \All\ \G_e = \{\D_g \st \get{\D_g}{i} = G\ \RM{iff}\ G \in \Snd\ \get{\G_e}{i} \} $,
-and $ \G = \g $.
-
-Moreover $ \get{\get{\G_g}{i}}{\Name\ p} $ means $ \ES $
-if $ i $ or $ \Name\ p $ are not defined where appropriate.
-Here the first rule has higher precedence than the second one does.
-
-\end{itemize}
-
-The third group of \GP{query} expressions allows the {\av} set manipulation:
-
-\begin{itemize}
-
-\item
-The \TT{add} operator adds a given set of attribute groups to the {\av}'s
-of an {\av} set using a union with or without attribute distribution
-according to the setting of the \TT{distr} flag.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule
-{h \in \TT{["distr"]?} \spc a \in \GP{xgroups} \icr
- (\G, \TT{[} ""\ \TT{attr}\ a \TT{]}) \daq \{("", A)\} \spc
- (\G, x) \daq \{(r_1, A_1), \cdots, (r_m, A_m)\}}{}
-{(\G, \TT{add}\ a\ \TT{in}\ x) \daq \{(r_1, A_1 \jolly A), \cdots, (r_m, A_m \jolly A)\}}
-%
-\end{center}
-\begin{center}
-%
-\irule
-{h \in \TT{["distr"]?} \spc i \in \GP{evar} \spc
- (\g, x) \daq \{(r_1, A_1), \cdots, (r_m, A_m)\}}{}
-{(\g, \TT{add}\ i\ \TT{in}\ x) \daq \{(r_1, A_1 \jolly \Snd\ \get{\G_e}{i}), \cdots, (r_m, A_m \jolly \Snd\ \get{\G_e}{i})\}}
-%
-\end{center}
-\end{footnotesize}
-
-Where $ \jolly_{\tt""} = \sor $ and $ \jolly_{\tt"distr"} = \distr $.
-Moreover $ \Snd\ \get{\G_e}{i} = \ES $ if $i$ is not defined.
-
-\item
-The semantics of the \TT{for} operator is given using the {\For} helper
-function:
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{i \oft \GP{evar} \spc (\G, x_1) \daq (\G_1, S_1) \spc h \in \TT{["sup"|"inf"]}}
-{}{(\G, \TT{for}\ i\ \TT{in}\ x_1\ h\ x_2) \daq \For\ h\ \G_1\ i\ x_2\ S_1}
-%
-\end{center}
-\begin{center}
-%
-\irule{i \oft \GP{evar} \spc x_2 \oft \GP{query}}{}
- {\For\ h\ \G\ i\ x_2\ \ES\ \RM{rewrites to}\ (\G, \ES)}
-%
-\end{center}
-\begin{center}
-%
-\irule{i \oft \GP{evar} \spc ((\G_s, \set{\G_e}{i}{R}, \G_g), x_2) \daq (\G_2, S_2)}
- {}{\For\ h\ \G\ i\ x_2\ (S_1 \sdor \{R\})\ \RM{rewrites to}\
- (\G_2 ,(\Snd\ (\For\ h\ \G_2\ i\ x_2\ S_1)) \jolly_h S_2)}
-%
-\end{center}
-\end{footnotesize}
-
-Here we have $ R \oft T_3 $, $ \G = \g $, $ \jolly_{\tt"sup"} = \ssum $ and
-$ \jolly_{\tt"inf"} = \sprod $.
-
-$ \dprod $ and $ \sprod $ are helper functions describing the two intersection
-operations on {\av} sets: with and without attribute distribution respectively.
-They are dual to $ \dsum $ and $ \ssum $. $ \dprod $ does not appear in this
-version of {\MathQL} but was used in the earlier versions
-\cite{Lor02,GS03,Gui03}.
-
-\begin{footnotesize}
-\begin{center} \begin{tabular}{lrll}
-%
-1a &
-$ (S_1 \sdor \{(r, A_1)\}) \sprod (S_2 \sdor \{(r, A_2)\}) $ & rewrites to &
-$ (S_1 \sprod S_2) \sor \{(r, A_1 \sor A_2)\} $ \\
-1b & $ S_1 \sprod S_2 $ & rewrites to & $ \ES $ \\
-2a &
-$ (S_1 \sdor \{(r, A_1)\}) \dprod (S_2 \sdor \{(r, A_2)\}) $ & rewrites to &
-$ (S_1 \dprod S_2) \sor \{(r, A_1 \distr A_2)\} $ \\
-2b & $ S_1 \dprod S_2 $ & rewrites to & $ \ES $
-%
-\end{tabular} \end{center}
-\end{footnotesize}
-
-As for $ \ssum $ and $ \dsum $, rules 1a, 2a override rules 1b, 2b respectively.
-
-\item
-The semantics of the \TT{while} operator is given by the rules below:
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{h \in \TT{["sup"|"inf"]} \spc (\G, x_1) \daq (\G_1, \ES)}{1}
-{(\G, \TT{while}\ x_1\ h\ x_2) \daq (\G_1, \ES)}
-%
-\end{center}
-\begin{center}
-%
-\irule
-{h \in \TT{["sup"|"inf"]} \spc (\G, x_1) \daq (\G_1, S_1) \spc
- (\G_1, x_2) \daq (\G_2, S_2) \icr
- (\G_2, \TT{while}\ x_1\ h\ x_2) \daq (\G_3, S)}{2}
-{(\G, \TT{while}\ x_1\ h\ x_2) \daq (\G_3, S_2 \jolly_h S)}
-%
-\end{center}
-\end{footnotesize}
-
-Again $ \jolly_{\tt"sup"} = \ssum $ and $ \jolly_{\tt"inf"} = \sprod $.
-Rule 1 takes precedence over rule 2.
-
-\end{itemize}
-
-The forth group of \GP{query} constructions makes {\MathQL} extensible.
-
-\begin{itemize}
-
-\item
-The ``function'' construction invokes an external function returning an {\av}
-set. The function is identified by a \GP{path} and its arguments are a set of
-\GP{path}'s and a set of \GP{query}'s. It is a mistake to invoke a function
-with the wrong number of \GP{path}'s and \GP{query}'s as input (each
-particular function defines these numbers independently).
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule
-{p, p_1, \cdots, p_m \in \GP{path} \spc x_1, \cdots, x_n \in \GP{query}}{}
-{(\G, p\ \{p_1 \TT{,} \cdots \TT{,} p_m\}\ \{x_1 \TT{,} \cdots \TT{,} x_m\})
- \daq \Fun\ p\ [p_1, \cdots, p_m]\ [x_1, \cdots, x_n]\ \G}
-%
-\end{center}
-\end{footnotesize}
-
-where $ \Fun \oft \GP{path} \times (\Listof\ \GP{path}) \times (\Listof\
-\GP{query}) \times K \to T_4 $ is the primitive function performing the
-low level invocation.
-The core language does not include any external function and it is a mistake
-to invoke an undefined function.
-
-\item
-The \TT{gen} construction invokes an external function returning a \GP{query}.
-The function is identified by a \GP{path} and its arguments are a set of
-\GP{query}'s. It is a mistake to invoke a function with the wrong number of
-\GP{query}'s as input (each particular function defines this number
-independently).
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule
-{p \in \GP{path} \spc x_1, \cdots, x_n \in \GP{query} \spc
- (\G, \Gen\ p\ [x_1, \cdots, x_n]\ \G) \daq (\G\p, S)}{}
-{(\G, \TT{gen}\ p\ \{x_1 \TT{,} \cdots \TT{,} x_m\}) \daq (\G\p, S)}
-%
-\end{center}
-\end{footnotesize}
-
-where $ \Gen \oft \GP{path} \times (\Listof\ \GP{query}) \times K \to
-\GP{query} $ is the primitive function performing the low level invocation.
-The core language does not include any external function of this kind and it
-is a mistake to invoke an undefined function.
-The construction ``\TT{gen} p \TT{in} x'' rewrites to ``\TT{gen} p \verb+{+x\verb+}+''.
-
-\end{itemize}
-
-\subsubsection*{Results}
-
-An \GP{avs} expression (the explicit representation of an {\av} set denoting a
-query result) is evaluated to an {\av} set according to the following rules.
-
-\begin{footnotesize}
-\begin{center}
-%
-\irule{x_1, \cdots, x_m \in \GP{av} \spc
- x_1 \dar S_1 \spc \cdots \spc x_m \dar S_m}{}
- {x_1 \TT{;} \cdots \TT{;} x_m \dar S_1 \ssum \cdots \ssum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q \in \GP{string} \spc g_1, \cdots, g_m \in \GP{group} \spc
- q\ \TT{attr}\ g_1 \dar S_1 \spc \cdots \spc
- q\ \TT{attr}\ g_m \dar S_m}{}
- {q\ \TT{attr}\ g_1 \TT{,} \cdots \TT{,} g_m \dar S_1 \ssum \cdots \ssum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q \in \GP{string} \spc a_1, \cdots, a_m \in \GP{atr} \spc
- q\ \TT{attr}\ \{ a_1 \} \dar S_1 \spc \cdots \spc
- q\ \TT{attr}\ \{ a_m \} \dar S_m}{}
- {(\G, q\ \TT{attr}\ \{ a_1 \TT{;} \cdots \TT{;} a_m \} \dar S_1 \dsum \cdots \dsum S_m}
-%
-\end{center}
-\begin{center}
-%
-\irule{q, q_0 \in \GP{string} \spc p \in \GP{path}}{}
- {q\ \TT{attr}\ \{ p = q_0 \} \dar
- \{(\Unquote\ q, \{ \{ (\Name\ p, \{ \Unquote\ q_0 \}) \} \})\}}
-%
-\end{center}
-\begin{center}
-%
-\irule{q, q_1, \cdots, q_m \in \GP{string} \spc p \in \GP{path}}{}
- {q\ \TT{attr}\ \{ p = \{ q_1 \TT{,} \cdots \TT{,} q_m \} \} \dar
- \{(\Unquote\ q, \{ \{ (\Name\ p, \{ \Unquote\ q_1, \cdots, \Unquote\ q_m \}) \} \})\}}
-%
-\end{center}
-\end{footnotesize}
+++ /dev/null
-\subsection {The basic library}
+++ /dev/null
-\section{Overview}
-
-{\MathQL}%
-\footnote{See \CURI{http://helm.cs.unibo.it/mathql}.}
-is a query language for {\RDF} \cite{RDF,RDFS} databases, developed in the
-context of the {\HELM}%
-\footnote{See \CURI{http://helm.cs.unibo.it}.}
-project \cite{APSCGS03}.
-Its name suggests that it is supposed to be the first of a group of query
-languages for retrieving information from distributed digital libraries of
-formal mathematical knowledge by means of content-aware requests, but no other
-languages of this proposal have been implemented yet except for {\MathQL} that
-is not Mathematics-oriented. So the name is a bit misleading.
-This proposal has several domains of application and may be useful for
-database or on-line libraries reviewers, for proof assistants or
-proof-checking systems, and also for learning environments because these
-applications require features for classifying, searching and browsing
-mathematical information in a semantically meaningful way.
-Other languages to be defined in the context of the MathQL proposal may be
-suitable for queries about the semantic structure of mathematical data:
-this includes content-based pattern-matching and possibly other forms of
-formal matching involving for instance isomorphism, unification and
-$\delta$-expansion%
-\footnote{By $\delta$-expansion we mean the expansion of definitions.}.
-In this perspective the role of a query on metadata is that of producing a
-filtered knowledge base containing relevant information for subsequent queries
-of other kind (see \cite{GSC03} for a more detailed description of this
-approach).
-
-{\MathQL} is carefully designed for making up for two limitations that seem to
-characterize several implementations and proposals of current {\RDF}-oriented
-query languages, namely the insufficient compliance with the most requested
-features and the poor attention paid to query result management.
-Thus the language has the following design goals:
-
-\begin{enumerate}
-
-\item
-compliance with the main requirements stated by the {\RDF} community;
-
-\item
-native support for post-processing the query results;
-
-\item
-{\HELM}-independent implementation of the query engine.
-
-\end{enumerate}
-
-We will briefly analyze these features in the remaining part of this
-section.
-
-\vspace{-1pc}
-
-\subsubsection*{The main requirements from the RDF community}
-
-As a query language for {\RDF} databases, {\MathQL} has a well-conceived
-semantics, defined in term of an abstract metadata model, according to which
-queries return exhaustive solutions.
-The language provides facilities for imposing query constraints based on
-{\RDFS} \cite{RDFS} and for the traversal of compound values of properties.
-It also provides a full set of Boolean operators to compose the query
-constraints and facilities for selecting resources or literals by means of
-{\POSIX} regular expressions.
-Moreover the language allows to customize the query results specifying what
-part of a solution should be preserved, and supports a machine-processable
-{\XML} \cite{XML} syntax as well as a human-readable textual syntax to achieve
-the best usability.
-The two syntaxes concern both queries and results, making {\MathQL} usable in
-a distributed environment where query engines are implemented as stand-alone
-components. In this setting in fact both the queries and their results must be
-exchanged by the system's components and thus need to be clearly encoded.
-
-{\MathQL} provides a graph-oriented access to the {\RDF} metadata, based on
-tree instantiation.
-This approach has the advantage of providing an abstraction over the
-concrete representation of the {\RDF} database (that can consist of {\RDF}
-triples and {\XML} files simultaneously) at the user level, and this is
-definitely desirable especially in a distributed context.
-
-{\MathQL} query results are meant to capture the structure of trees coming
-from an {\RDF} graph and for this purpose a standard $1$- or $2$-dimensional
-organization (as provided by most {\RDF}-oriented query languages) is not
-satisfactory. {\MathQL} approach is to use a $4$-dimensional organization
-for its query results.
-
-\vspace{-1pc}
-
-\subsubsection*{Post-processing and code generation capabilities}
-
-The {\MathQL} query engine, that is written in {\CAML}%
-\footnote{See \CURI{http://caml.inria.fr}.}
-for an easy integration with the {\HELM} software, provides two ways of
-processing the query results: at {\CAML} side and natively.
-
-At {\CAML} side, an application issues a query calling a function of the
-engine and manipulates the result either operating directly on its internal
-representation (through a low-level interface), or using a set of dedicated
-functions specifically designed to manage the query results.
-This set of functions includes a basic library but is extensible depending
-on the {\CAML} modules included in the engine at compile-time. In this way
-an expert user can write a {\CAML} module with new dedicated functions and can
-include it in the engine recompiling it.
-
-{\MathQL} supports native post-processing of the query results including the
-standard constructions of an imperative Turing-complete programming language,
-whose aim is definitely not that of being all-purpose (the user can work at
-{\CAML} side for that), but of being optimized for the management of the
-query results.
-In this context an {\SQL}-like ``select-from-where'' construction is provided
-(as required by the {\RDF} community) as well as a mechanism for accessing the
-post-processing dedicated functions available to the engine.
-
-Moreover the language provides access to an extensible set of code-generating
-functions (also available at {\CAML} side) that the expert user can define
-writing suitable {\CAML} modules for the engine.
-Note that the generated code is always {\MathQL} code.
-The code generation features allow to build complex queries incrementally and
-in an automatic manner, as required by the needs of the {\HELM} project.
-Using the native programming language, instead, queries can include the
-post-processing algorithms on their results so the querying code and the
-subsequent processing code (if needed) are treated together as a
-self-contained object that can be computed by a single engine.
-In this sense the alternative of performing a complex query on a remote
-component issuing some {\MathQL} querying code followed by some {\CAML}
-post-processing code is really infeasible in a distributed context.
-
-\vspace{-1pc}
-
-\subsubsection*{Physical organization of the RDF database}
-
-The implementation of the {\MathQL} query engine does not depend on any
-software developed within the {\HELM} project, nor it depends on the {\HELM}
-metadata model in any way.
-
-However the engine does make few assumptions on the way metadata are
-physically organized and needs some user-provided knowledge about the concrete
-metadata representation.
-Metadata stored as {\RDF} triples are accessed through a {\MySQL}%
-\footnote{See \CURI{http://www.mysql.com}.}
-or a {\PostgreSQL}%
-\footnote{See \CURI{http://www.postgresql.org}.}
-engine, while metadata stored as {\RDF}/{\XML} files are accessed through a
-{\Galax}%
-\footnote{See \CURI{http://db.bell-labs.com/galax/}.}
-{\XQuery} \cite{XQuery} engine.
+++ /dev/null
-\section{A use case: retrieving the transitive principles}
-
-In this section we briefly present one on the many queries that we are using
-to test {\MathQL}.4: the one that retrieves the transitive principles stored
-in the {\HELM} library. The details on the {\RDF} metadata used to index the
-contents of the library can be found in \cite{Sch02,Gui03,GSC03}.
-This query, executed in {\MySQL}-mode on an AMD Athlon 1.5 GHz, retrieved
-$55$ {\HELM} objects (out of $41451$) in $4.00s$ (the interpreter worked
-for $0.31s$) after having issued $2205$ {\SQL} queries to the underlying
-database. This test was executed on April 2 2004 by the Author.
-
-\begin{footnotesize} \begin{verbatim}
-gen /"helm"/"aliases" in let $sets = property inverse /"refSort" istrue
-/"h:sort" in $SET, /"h:position" in $MC, /"h:depth" in "0" of "" in let
-$prop = property inverse /"refSort" istrue /"h:sort" in $PROP,
-/"h:position" in $MC, /"h:depth" in "2" of "" in let $rels0 = for @uri
-in $prop sup add {/"set" = property /"refObj" main /"h:occurrence" istrue
-/"h:position" in $MH of @uri} in @uri in let $rels = select @uri from
-$rels0 where ex ((count @uri./"set" eq "1") and (@uri./"set" sub $sets))
-in let $trans0 = for @uri in $rels sup add {/"rel" = @uri; /"set" = proj
-/"set" of @uri} in property inverse /"refObj" main /"h:occurrence" istrue
-/"h:position" in $MC, /"h:depth" in "5" of @uri in let $trans1 = for @uri
-in $trans0 sup add distr {/"premises" = property /"refObj" main /"h:occur
-rence" istrue /"h:position" in $MH of @uri; /"extra" = property /"refObj"
-main /"h:occurrence" istrue /"h:position" in {$IC, $IH} of @uri} in @uri
-in let $trans = select @uri from $trans1 where ex (not @uri./"extra" and
-(@uri./"premises" sub {@uri./"rel", @uri./"set"})) in keep $trans
-\end{verbatim} \end{footnotesize} %$
-
-\input{mathql_tests_transitive}
+++ /dev/null
-GRAMMATICA PER QUERY SU DOCUMENTI MATEMATICI
-MATHEMATICAL QUERY LANGUAGE (MathQL)
-
-<query> := <set> (* clausola iniziale *)
-
-<set> := ( <set> ) (* parentesizzazione *)
- | <rvar> (* var per insieme singoletto
- di una risorsa *)
- | <svar> (* var per insieme di risorse
- (insieme di valori) *)
- | REF <string-set> (* oggetto/i referenziato/i da
- URI esplicita/e *)
- | PATTERN <string-set> (* oggetto/i referenziato/i da
- URI ottenute da espansione
- del pattern *)
- | SELECT <rvar> IN <set> WHERE <bool> (* selezione *)
- | LET <svar> BE <set> IN <set> (* assegnazione a set-var in
- contesto *)
- | LET <vvar> BE <string-set> IN <set> (* assegnamento a value-var
- in contesto*)
- | RELATION <refine_op> <quoted-constant-string-path> <set> ATTR <vvar-list>
- (* unione insieme risorse in
- relazione specificata con le
- risorse in set, ognuna con
- attributi (ATTR) *)
- | <set> UNION <set> (* unione *)
- | <set> INTERSECT <set> (* intersezione *)
- | <set> DIFF <set> (* differenza *)
-
-<refine_op> := "" (* relazione (proprieta') *)
- | SUB (* proprieta' e
- sotto-proprieta' *)
- | SUPER (* proprieta' e
- super-proprieta' *)
-
-<quoted-constant-string-path> := <quoted-constant-string>
- (* relazione (proprieta') *)
- | <quoted-constant-string> "/" <quoted-constant-string-path>
- (* insieme di stringhe:
- proprieta' strutturata *)
-
-<vvar-list> := <vvar>
- | <vvar> , <vvar-list>
-
-
-<bool> := ( <bool> ) (* parentesizzazione *)
- | TRUE (* vero *)
- | FALSE (* falso *)
- | NOT <bool> (* negazione *)
- | <bool> AND <bool> (* congiunzione *)
- | <bool> OR <bool> (* disgiunzione *)
- | <string-set> EQ <string-set> (* uguaglianza tra insiemi
- stringhe (case sensitive) *)
- | <string-set> SUB <string-set> (* operazione di sottoinsieme
- tra insiemi stringhe *)
- | <string-set> MEET <string-set> (* operazione di meet tra
- insiemi stringhe *)
- | EX <bool> (* existential on attributes
- of references *)
-<string-set> := ( <string-set> ) (* parentesizzazione *)
- | {} (* insieme vuoto*)
- | <quoted-constant-string> (* stringa singoletto *)
- | {<quoted-constant-string-list>}(* insieme stringhe *)
- | REFOF <set> (* insieme riferimenti *)
- | <rvar>.<vvar> (* variabile per insieme
- stringhe, relativa a
- riferimento *)
- | <function> <quoted-constant-string> <string-set>
- (* applicazione di funzione
- specificata a riferimento
- o insiemi di rif. o var*)
- | <vvar> (* vvar introduced by LET *)
-
-<quoted-constant-string-list> := <quoted-constant-string>
- | <quoted-constant-string> , <quoted-constant-string-list>
- (* lista di stringhe *)
-
-<function> := FUN (* funzione generale *)
- | <property>
-
-<property> := ATTRIBUTE <refine-op> (* funzione proprieta': restituisce
- suoi valori (anche strutturati)
- (e delle sotto-proprieta' o
- super-proprieta' *)
-
-
-<rvar> := @ <not-reserved-identifier> (* variabile per riferimento *)
-<vvar> := $ <not-reserved-identifier> (* variabile per insiemi
- stringhe *)
-<svar> := % <not-reserved-identifier> (* variabile per insiemi
- riferimenti *)
-
-
-- Idea di base: grammatica del linguaggio semplice e permissiva (duttile)
-- MEET e' definito come "esiste almeno un elemento che appartiene
- all'interserzione tra due insiemi"
-- le stringhe sono "case sensitive"
-- la funzione non definita sull'argomento restituisce la stringa nulla
-- le <rvar> si presuppongono essere istanziate come URI references costituite
- da un URI e da un fragment identifier opzionale complete; i riferimenti
- identificano risorse
-- Precedenza operatori:
- NOT (+) DIFF
- AND INTERSECT
- OR (-) UNION
-- L'ordinamento di default e' quello alfabetico crescente in base al nome
- delle rvar
-- REF aumenta performance perche' NON accede al data base (costoso).
-- l'argomento di PATTERN ha sintassi di una espressione regolare
- POSIX 1003.2-1992
-- Possibile FUN (<quoted-constant-string>):
- NAME (* URIREF -> nome_oggetto *)
-- MEET aumenta performance nel caso si verifichi (a in S) oppure
- (b in S) = ({a,b} meet S) perche' valuta S una volta sola
- Il MEET codifica inoltre l'esistenziale su risorse (URI) in un certo
- insieme che soddisfa certe condizioni
-- record <rvar>.<svar> serve per disambiguare nomi uguali di variabili
-- Operatori (come EQ) hanno nomi abbreviati rispetto ai costrutti del
- linguaggio
-- EX verfica che la sua condizione sia vera per almeno un insieme di attributi
- associato all'URI in rvar
-- Possibili RELATION sono:
- USE con attributo POSITION (riferimenti backward) e valori MAINHYPOTHESIS,
- HYPOTHESIS, MAINCONCLUSION, CONCLUSION, BODY
- USEBY con attributo POSITION (riferimenti forward) e valori MAINHYPOTHESIS,
- HYPOTHESIS, MAINCONCLUSION, CONCLUSION, BODY
- CONSTRUCTORS
- INTHEORY con attributo ITEMTYPE (riferimenti oggetti contenuti in teorie)
- THEORYREFTO con attributo ITEMTYPE (riferimenti teorie referenti a oggetti)
-- <string-set> invece di <set> come argomento di <function> poiche' la REF non
- e' piu' restrittiva su argomento/i e quindi e' inutile imporne l'uso quando
- si passano i riferimenti alle funzioni. Con <string-set> l'utente e' libero
- di passare direttamente le stringhe dei riferimenti.
-- Il costrutto di ordinamento:
- <set> SORTEDBY <function> <order> (* unione insieme ordinato secondo
- valore funzione e ordine *)
- <order>:= DESC (* ordinamento decrescente *)
- | ASC (* ordinamento crescente *)
- perde di senso nel caso di metadati, poiche' per definizione le proprieta'
- in RDF possono essere ripetute quindi restituiscono (come anche le funzioni
- in generale) valori multipli per ogni riferimento (ambiguita' nell'ordine)
-- Possibili proprieta' (<quoted-constant-string>):
- le DC: TITLE, CONTRIBUTOR, CREATOR, PUBLISHER, SUBJECT, DESCRIPTION, DATE,
- TYPE, FORMAT, IDENTIFIER, LANGUAGE, RELATION, SOURCE, COVERAGE, RIGHTS,
- RIGHTS; and INSTITUTION, CONTACT, FIRSTVERSION, MODIFIED, THEORY
-- Il concetto di Classe, sottoclasse, superclasse, puo' essere visto come una
- particolare proprieta' (type o tipo) di una risorsa, e quindi codificabile
- da RELATION
\ No newline at end of file
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
- <title>MathQL</title>
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-</head>
- <body>
-
-<h1 align="center">MathQL-1</h1>
-
-<h2 align="center">A query language for RDF metadata</h2>
-
-<table cellpadding="10" cellspacing="2" border="0" width="95%"
- bgcolor="#ffffff">
- <tbody>
- <tr>
- <td valign="top" align="left">
-
- <ul>
- <li><a href="index.html">Forward</a><br>
- </li>
-
-
- </ul>
-
- <ul>
- <li><a href="features.html">Features</a></li>
-
- </ul>
-
- <ul>
- <li><a href="whatsnew.html">What's new</a><br>
- </li>
-
- </ul>
-
- <ul>
- <li><a href="documentation.html">Documentation</a></li>
-
-
- </ul>
-
- <ul>
- <li><a href="implementation.html">Implementation</a><br>
- </li>
-
- </ul>
-
- <ul>
- <li>The authors<br>
- </li>
-
-
- </ul>
-
- <ul>
- <li><a href="links.html">Links</a><br>
- </li>
-
- </ul>
- <br>
- </td>
- <td valign="top">
-
- <div align="right"><b>The authors</b><br>
- </div>
- <br>
- MathQL-1is developed by <a
- href="http://www.cs.unibo.it/%7Efguidi/">Ferruccio Guidi</a> and <a
- href="http://www.cs.unibo.it/%7Eschena/">Irene Schena</a> at the <a
- href="http://www.cs.unibo.it/">Department of Computer Science</a> of the
- <a href="http://www.unibo.it/">University of Bologna</a> since April
- 2002.<br>
- <br>
- <b>Ferruccio Guidi</b> obtained a Master degree in Mathematics
-at the University of Padova and a PhD in Computer Science at the University
- of Bologna. His research interests include computer-assisted proof development,
- Martin-Löf type theory and substructural logic. He is a member of
-the <a href="http://helm.cs.unibo.it/">HELM Working Group</a> and of
-the <a href="http://www.math.unipd.it/%7Elogic/">"Paulus Venetus" Research
-Group in Logic</a>.<br>
- <br>
- <b>Irene Schena</b> obtained a Master Degree in Computer Science
-and a Ph.D. in Computer Science at the University of Bologna. Her research
-interests include Linear Logic and Web Technologies. She is a member of the
- <a href="http://helm.cs.unibo.it/">HELM Working Group</a> and of the
- <a href="http://www.w3c.org/Math">W3C Math Working Group</a>.<br>
- <br>
- <b>Contacts:</b> <a href="mailto://fguidi@cs.unibo.it">fguidi@cs.unibo.it</a>,
- <a href="mailto://schena@cs.unibo.it">schena@cs.unibo.it</a>.<br>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE doctype PUBLIC "-//w3c//dtd html 4.0 transitional//en">
-<html>
-<head>
-
- <meta http-equiv="Content-Type"
- content="text/html; charset=iso-8859-1">
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-
- <meta name="GENERATOR"
- content="Mozilla/4.77 [en] (X11; U; Linux 2.4.20-cs-p3 i686) [Netscape]">
- <title>MathQL</title>
-</head>
- <body>
-
-<center>
-<h1> MathQL-1</h1>
- </center>
-
-<center>
-<h2> A query language for RDF metadata</h2>
- </center>
- <br>
-
-<table border="0" cellspacing="2" cellpadding="10" width="95%"
- bgcolor="#ffffff">
- <caption><br>
- </caption><tbody>
-
- </tbody> <tbody>
- <tr>
- <td align="left" valign="top">
- <ul>
- <li> <a href="index.html">Forward</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="features.html">Features</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="whatsnew.html">What's new</a></li>
-
- </ul>
-
- <ul>
- <li> Documentation</li>
-
- </ul>
-
- <ul>
- <li> <a href="implementation.html">Implementation</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="authors.html">The authors</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="links.html">Links</a></li>
-
- </ul>
- </td>
- <td valign="top">
- <div align="right"><b>Documentation</b></div>
-
- <p><br>
- All available information about MathQL-1 can be found in the papers below
- (listed in order of relevance). <br>
- The newest features of MathQL-1, which are not included in this documentation,
- are reported in the <a href="whatsnew.html">What's new</a> section. </p>
-
- <p><b>Papers concerning the developement version of MathQL-1:</b> </p>
-
- <ul>
- <li> F. Guidi: <a
- href="http://www.cs.unibo.it/%7Efguidi/download/aql2_s.ps"><i>Reperimento
- delle Informazioni nelle Librerie Digitali Distribuite di Conoscenza Matematica
- Formale</i></a>. Presentation at McTati Meeting November 2003. Bologna.
-Italy. <u>Italian version.</u></li>
-
- <p>The English version will be available soon.</p>
-
- </ul>
- <b>Papers concerning the latest stable version of MathQL-1:</b>
-
- <ul>
- <li> F. Guidi: <i><a
- href="http://www.cs.unibo.it/techreports/2003/2003-06.ps.gz">Searching and
- Retrieving in Content-based Repositories of Formal Mathematical Knowledge</a></i>.
- Ph.D. Thesis in Computer Science, University of Bologna, March 2003. Technical
- report UBLCS 2003-06.</li>
-
- </ul>
-
- <ul>
- <li> F. Guidi and I. Schena: <i><a
- href="http://monet.nag.co.uk/mkm/bertinoro03/guidi.pdf">A Query Language
- for a Metadata Framework about Mathematical Resources</a></i>. Presentation
- at the 2nd International Conference on Mathematical Knowledge Management
-(MKM 2003). Bertinoro, Italy, February 2003.</li>
-
- </ul>
- <b>Papers concerning the earlier versions of MathQL-1:</b>
-
- <ul>
- <li> F. Guidi and I. Schena: <i>A Query Language for a Metadata Framework
- about Mathematical Resources</i>. In Proc. of the 2nd International Conference
- on Mathematical Knowledge Management (MKM 2003). Bertinoro, Italy, February
- 2003. LNCS 2594, pages 105-118, Springer. 2003.</li>
-
- </ul>
-
- <ul>
- <li> F. Guidi and I. Schena: <i><a
- href="http://www.cs.unibo.it/%7Efguidi/download/aql_s.ps">Advancement on
- a Query Language for Metadata</a></i>. Presentation at MOWGLI Meeting July
- 2002. Eindhoven, the Netherlands.</li>
-
- </ul>
-
- <ul>
- <li> L. Natile: <i><a
- href="http://www.cs.unibo.it/%7Efguidi/download/tesi-natile.ps">Tecnologie
- per l'Interrogazione di Basi Documentarie in Formato XML</a></i>. Master
-Thesis in Computer Science, University of Bologna, 2002.</li>
-
- </ul>
-
- <ul>
- <li> A. Nediani: <i><a
- href="http://www.cs.unibo.it/%7Efguidi/download/tesi-nediani.zip">Disegno
- e Implementazione di un'Interfaccia Web di Supporto ad Interrogazioni su
-Basi di Dati Documentarie</a></i>. Master Thesis in Computer Science, University
- of Bologna, 2003.</li>
-
- </ul>
-
- <ul>
- <li> D. Lordi: <i><a
- href="http://www.cs.unibo.it/%7Efguidi/download/tesi-lordi.pdf">Sperimentazione
- e Sviluppo di Strumenti per la gestione di metadati</a></i>. Master Thesis
- in Computer Science, University of Bologna, 2002.</li>
-
- </ul>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
- <br>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
- <title>MathQL</title>
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-</head>
- <body>
-
-<h1 align="center">MathQL-1</h1>
-
-<h2 align="center">A query language for RDF metadata</h2>
-
-<table cellpadding="10" cellspacing="2" border="0" width="95%"
- bgcolor="#ffffff">
- <tbody>
- <tr>
- <td valign="top" align="left">
-
- <ul>
- <li><a href="index.html">Forward</a><br>
- </li>
-
- </ul>
-
- <ul>
- <li>Features</li>
-
- </ul>
-
- <ul>
- <li><a href="whatsnew.html">What's new</a></li>
-
- </ul>
-
- <ul>
- <li><a href="documentation.html">Documentation</a></li>
-
- </ul>
-
- <ul>
- <li><a href="implementation.html">Implementation</a><br>
- </li>
-
- </ul>
-
- <ul>
- <li><a href="authors.html">The authors</a><br>
- </li>
-
- </ul>
-
- <ul>
- <li><a href="links.html">Links</a><br>
- </li>
-
- </ul>
- <br>
- </td>
- <td valign="top">
-
- <div align="right"><b>Goals and features</b><br>
- </div>
- <br>
- MathQL-1 is designed to achieve the following goals:<br>
-
- <ol>
- <li>Exploitation of <a href="http://www.w3.org/RDF/">RDF</a> technology
- to manage metadata and <b>compliance with the main requirements</b> for an
- RDF query language. In particular:</li>
-
- </ol>
-
- <blockquote>
- <ul>
- <li>MathQL-1 provides facilities for hierarchical constraints
- based on <a href="http://www.w3.org/TR/rdf-schema/">RDF Schema</a> and for
- traversal of compound values of properties.</li>
-
- </ul>
-
- <ul>
- <li>MathQL-1 provides a full set of Boolean operators to compose
- the query constraints and facilities for selecting URI's or literals by means
- of regular expressions.</li>
-
- </ul>
-
- <ul>
- <li>MathQL-1 allows to customize the query results specifying
- what part of a solution should be preserved or discarded.</li>
-
- </ul>
-
- <ul>
- <li>MathQL-1 has a well-conceived semantics defined in term
-of an abstract metadata model, imposes that queries return exhaustive solutions
- and includes a "select-from-where"-like construction.</li>
-
- </ul>
-
- <ul>
- <li>MathQL-1 supports a machine-processable <a
- href="http://www.w3.org/XML/">XML</a> syntax as well as a human-readable
- textual syntax to achieve the best usability.<br>
- </li>
-
- </ul>
- </blockquote>
-
- <ol start="2">
- <li>Careful <b>treatment of query results</b> that are as important
- as the queries themselves. In particular:<br>
- </li>
-
- </ol>
-
- <blockquote>
- <ul>
- <li>MathQL-1 query results have a 4-dimensional geometry whereas
- other languages assume that query results are returned in 1-dimensional structures
- (i.e. lists of resources) or 2-dimensional structures (i.e. relational database
- tables). This allows to get better outcomes from queries returning structured
- results.<br>
- </li>
-
- </ul>
-
- <ul>
- <li>Besides the syntax for queries, MathQL-1 provides a syntax
- for query results with its own rigorously defined semantics.<br>
- </li>
-
- </ul>
- </blockquote>
-
- <ol start="3">
- <li>Exploitation of <b>constructions borrowed from programming
-languages</b> to allow sophisticated queries that need computation over the
-queried data. In particular:<br>
- </li>
-
- </ol>
-
- <blockquote>
- <ul>
- <li>MathQL-1 supports variables for storing intermediate query
- results, provides iterators over these results, has a conditional operator
- and includes logging facilities for debugging purposes.</li>
-
- </ul>
- </blockquote>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE doctype PUBLIC "-//w3c//dtd html 4.0 transitional//en">
-<html>
-<head>
-
- <meta http-equiv="Content-Type"
- content="text/html; charset=iso-8859-1">
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-
- <meta name="GENERATOR"
- content="Mozilla/4.77 [en] (X11; U; Linux 2.4.20-cs-p3 i686) [Netscape]">
- <title>MathQL</title>
-</head>
- <body>
-
-<center>
-<h1> MathQL-1</h1>
- </center>
-
-<center>
-<h2> A query language for RDF metadata</h2>
- </center>
- <br>
-
-<table border="0" cellspacing="2" cellpadding="10" width="95%"
- bgcolor="#ffffff">
- <caption><br>
- </caption><tbody>
-
- </tbody> <tbody>
- <tr>
- <td align="left" valign="top">
- <ul>
- <li> <a href="index.html">Forward</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="features.html">Features</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="whatsnew.html">What's new</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="documentation.html">Documentation</a></li>
-
- </ul>
-
- <ul>
- <li> Implementation</li>
-
- </ul>
-
- <ul>
- <li> <a href="authors.html">The authors</a></li>
-
- </ul>
-
- <ul>
- <li> <a href="links.html">Links</a></li>
-
- </ul>
- </td>
- <td valign="top">
- <div align="right"><b>Implementation</b></div>
-
- <p><br>
- The <b>MathQL-1 Suite for HELM</b> is implemented in <a
- href="http://caml.inria.fr/">Caml</a> and is currently available through
-the <a href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/">HELM CVS repository</a>.
-The Suite provides the following software components: </p>
-
- <ol>
- <li> The basic Caml package for MathQL-1 (<a
- href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/ocaml/mathql/">mathql</a>)
- provides a <a href="http://helm.cs.unibo.it/">HELM</a> independent Caml
-representation of queries and query results, plus some general purpose utilities.</li>
-
- </ol>
-
- <ol start="2">
- <li> The MathQL-1 interpreter (<a
- href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/ocaml/mathql_interpreter/">mathql_interpreter</a>)
-provides the proper search engine and is now HELM independent.</li>
- </ol>
- <ol start="3">
- <li>The HELM query generator (<a
- href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/ocaml/mathql_generator/">mathql_generator</a>)
- allows to build specific kinds of MathQL-1 queries, which are meaningful
-in the context of HELM, starting from a high-level description of the wanted
- results. These queries are described at an abstract level in the following
- paper:</li>
-
- </ol>
-
- <blockquote>
- <ul>
- <li> F. Guidi and C. Sacerdoti Coen: <i>Querying Distributed Digital Libraries
- of Mathematics</i>. In Proc. of the 11th Symposium on the Integration of
-Symbolic Computation and Mechanized Reasoning (Calculemus 2003). Rome, Italy,
-September 2003. pages 17-30, Aracne. 2003.</li>
-
- </ul>
- </blockquote>
-
- <ol start="4">
- <li> The testing software for the MathQL-1 Suite (<a
- href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/mathql_test/">mathql_test</a>)
- provides three textual interfaces (one for the basic package, one for the
- interpreter and one for the query generator) with specific features meant
- for testing.</li>
-
- </ol>
- The current version of the Suite, realized entirely by F. Guidi, implements
- MathQL-1 version 3 (i.e. MathQL-1.3). The newly implemented features, which
- are not included in the official <a href="documentation.html">documentation</a>
- yet, are reported in the <a href="whatsnew.html">What's new</a> section.
-
- <p>The latest <a
- href="http://mowgli.cs.unibo.it:58085/getpage?url=index.html&preprocess=true&param.processorURL=http%3A//mowgli.cs.unibo.it%3A58080/&param.getterURL=http%3A//mowgli.cs.unibo.it%3A58081/&param.proofcheckerURL=http%3A//mowgli.cs.unibo.it%3A58084/&param.draw_graphURL=http%3A//mowgli.cs.unibo.it%3A58083/&param.uri_set_queueURL=http%3A//mowgli.cs.unibo.it%3A58082/&param.UNICODEvsSYMBOL=unicode&param.keys=d_c%2CC1%2CHC2%2CL&param.thkeys=T1%2CT2%2CL%2CE&param.embedkeys=d_c%2CTC1%2CHC2%2CL&param.doctype-public=-//W3C//DTD%20XHTML%201.0%20Transitional//EN&param.encoding=iso-8859-1&param.thencoding=iso-8859-1&param.media-type=text/html&param.thmedia-type=text/html&param.interfaceURL=http%3A//helm.cs.unibo.it/helm/html/cic/index.html&param.thinterfaceURL=http%3A//helm.cs.unibo.it/helm/html/theory/index.html&param.CICURI=dummy:query_result&param.naturalLanguage=yes&param.annotations=no&param.topurl=http://helm.cs.unibo.it/helm">HELM
- query engine</a> (enter <a
- href="http://mowgli.cs.unibo.it/forward/58085/getpage?url=index.html&preprocess=true&param.processorURL=http%3A//mowgli.cs.unibo.it/forward/58080/&param.getterURL=http%3A//mowgli.cs.unibo.it/forward/58081/&param.proofcheckerURL=http%3A//mowgli.cs.unibo.it/forward/58084/&param.draw_graphURL=http%3A//mowgli.cs.unibo.it/forward/58083/&param.uri_set_queueURL=http%3A//mowgli.cs.unibo.it/forward/58082/&param.UNICODEvsSYMBOL=unicode&param.keys=d_c%2CC1%2CHC2%2CL&param.thkeys=T1%2CT2%2CL%2CE&param.embedkeys=d_c%2CTC1%2CHC2%2CL&param.doctype-public=-//W3C//DTD%20XHTML%201.0%20Transitional//EN&param.encoding=iso-8859-1&param.thencoding=iso-8859-1&param.media-type=text/html&param.thmedia-type=text/html&param.interfaceURL=http%3A//helm.cs.unibo.it/helm/html/cic/index.html&param.thinterfaceURL=http%3A//helm.cs.unibo.it/helm/html/theory/index.html&param.CICURI=dummy:query_result&param.naturalLanguage=yes&param.annotations=no&param.topurl=http://helm.cs.unibo.it/helm">here</a>
- if you are behind a restrictive firewall), powered by MathQL-1.3, allows
-to issue both user-defined queries and the specific queries produced by the
-HELM query generator. <br>
- </p>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
- <title>MathQL</title>
-
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
-
- <meta name="author" content="Ferruccio Guidi">
-
-
- <meta name="description" content="MathQL Home Page">
-</head>
- <body>
-
-<h1 align="center">MathQL-1</h1>
-
-<h2 align="center">A query language for RDF metadata</h2>
-
-<table cellpadding="10" cellspacing="2" border="0" width="95%"
- bgcolor="#ffffff">
- <tbody>
- <tr>
- <td valign="top" align="left">
-
-
- <ul>
- <li>Forward<br>
- </li>
-
-
-
- </ul>
-
-
- <ul>
- <li><a href="features.html">Features</a></li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="whatsnew.html">What's new</a></li>
-
- </ul>
-
- <ul>
- <li><a href="documentation.html">Documentation</a></li>
-
-
-
- </ul>
-
-
- <ul>
- <li><a href="implementation.html">Implementation</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="authors.html">The authors</a><br>
- </li>
-
-
-
- </ul>
-
-
- <ul>
- <li><a href="links.html">Links</a><br>
- </li>
-
-
- </ul>
- <br>
- </td>
- <td valign="top">
-
-
- <div align="right"><b>Forward</b><br>
- </div>
- <br>
- The MathQL proposal rises in the context of the <a
- href="http://helm.cs.unibo.it/">HELM project</a>, which aims at the development
-of a suitable technology for the creation and maintenance of a virtual,
-distributed, hypertextual library of structured mathematical knowledge
-based on <a href="http://www.w3.org/XML/">XML</a> technology, through the
- integration of the current proof assistants and logical frameworks with
-the most recent technologies for the development of Web applications and
-electronic publishing.<br>
- <br>
- The objective of the MathQL proposal is the development
-of a set of query languages enabling the retrieval of formalized mathematical
- Web resources on the basis of content-aware requests. The first of these
- languages, <b>MathQL-1</b>, is focused on querying an arbitrary
- <a href="http://www.w3.org/RDF/">RDF</a> database because RDF is
-the <a href="http://www.w3.org/">W3C</a> standard for describing
- Web resources at the general-purpose content level.<br>
- <br>
- As an RDF query language, MathQL-1 provides the main features
- required by the RDF community while complying with the needs of HELM.
- The peculiar aspects of this language concern the query results,
-which are highly structured and possess their own syntax, formally
-explained by a rigorous semantics.<br>
- <br>
- MathQL-1 is particularly helpful in distributed systems
-where query engines are implemented as stand-alone units, because
-in this situation the query results are exchanged between the system
-components as well as the queries, and thus both the queries and the query
-results need to be encoded in a clearly defined format.<br>
- <br>
- Other languages to be developed in the context of the MathQL proposal
- will be suitable for queries about the semantic structure of mathematical
- data: this will include content-based pattern-matching (MathQL-2) and
-possibly other forms of formal matching involving for instance isomorphism,
-unification and definitions expansion (MathQL-3).<br>
- </td>
- </tr>
-
-
- </tbody>
-</table>
- <br>
- <br>
-
-<div align="center">This site is maintained by <a
- href="mailto://fguidi@cs.unibo.it">Ferruccio Guidi</a>, last update: November
-13, 2003.<br>
- </div>
- <br>
- <br>
-
-<div align="center"><a href="http://www.anybrowser.org/campaign"><img
- src="http://www.cs.unibo.it/%7Efguidi/download/globe-trans.png"
- alt="Any Browswr" width="147" height="42" border="0">
- </a><a href="http://burnallgifs.org/"><img
- src="http://www.cs.unibo.it/%7Efguidi/download/PNGnow2.png"
- alt="PNG used here" width="119" height="42" border="0">
- </a><br>
- <br>
- </div>
- <br>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
- <title>MathQL</title>
-
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-</head>
- <body>
-
-<h1 align="center">MathQL-1</h1>
-
-<h2 align="center">A query language for RDF metadata</h2>
-
-<table cellpadding="10" cellspacing="2" border="0" width="95%"
- bgcolor="#ffffff">
- <tbody>
- <tr>
- <td valign="top" align="left">
-
- <ul>
- <li><a href="index.html">Forward</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="features.html">Features</a></li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="whatsnew.html">What's new</a></li>
-
- </ul>
-
- <ul>
- <li><a href="documentation.html">Documentation</a></li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="implementation.html">Implementation</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="authors.html">The authors</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li>Links<br>
- </li>
-
-
- </ul>
- <br>
- </td>
- <td valign="top">
-
- <div align="right"><b>Links</b><br>
- </div>
-
- <ul>
- <li><a href="http://helm.cs.unibo.it/">HELM</a> Project homepage,
- <a href="http://mowgli.cs.unibo.it/">MOWGLI</a> Project homepage</li>
-
- </ul>
-
- <ul>
- <li>W3C <a href="http://www.w3.org/XML/">XML</a> resources,
- W3C <a href="http://www.w3c.org/RDF/">RDF</a> resources</li>
-
- </ul>
-
- <ul>
- <li>Some RDF query languages having a homepage</li>
-
- </ul>
-
- <blockquote><a href="http://www.daml.org/">DAML+OIL</a> <a
- href="http://guha.com/rdfdb/">rdfDB</a> <a
- href="http://logicerror.com/RDFPath">RDFPath</a> <a
- href="http://www.intellidimension.com/">RDFQL</a> <a
- href="http://www.hpl.hp.com/semweb/rdql.htm">RDQL</a> <a
- href="http://139.91.183.30:9090/RDF/">RQL</a> <a
- href="http://www.dfki.uni-kl.de/ruleml/">RuleML</a> <a
- href="http://triple.semanticweb.org/">TRIPLE</a> <a
- href="http://swordfish.rdfweb.org/rdfquery/">SquishQL</a> <a
- href="http://kr.cs.ait.ac.th/XDD/">XDD</a><br>
- </blockquote>
-
- <blockquote>The developers wishing to have their RDF query language
- listed here may contact the <a href="authors.html">authors</a>.<br>
- </blockquote>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
-<html>
-<head>
- <title>MathQL</title>
-
-
- <meta http-equiv="content-type"
- content="text/html; charset=ISO-8859-1">
-
- <meta name="author" content="Ferruccio Guidi">
-
- <meta name="description" content="MathQL Home Page">
-</head>
- <body>
-
-<h1 align="center">MathQL-1</h1>
-
-<h2 align="center">A query language for RDF metadata</h2>
-
-<table cellpadding="10" cellspacing="2" border="0" width="95%"
- bgcolor="#ffffff">
- <tbody>
- <tr>
- <td valign="top" align="left">
-
-
- <ul>
- <li><a href="index.html">Forward</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="features.html">Features</a></li>
-
- </ul>
-
- <ul>
- <li>What's new<br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="documentation.html">Documentation</a></li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="implementation.html">Implementation</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="authors.html">The authors</a><br>
- </li>
-
-
- </ul>
-
-
- <ul>
- <li><a href="links.html">Links</a><br>
- </li>
-
-
- </ul>
- <br>
- </td>
- <td valign="top">
-
- <div align="right"><b>What's new</b><br>
- <br>
- </div>
- This page reports the newly <a href="implementation.html">implemented</a>
- features of MathQL-1 that are not included in the official <a
- href="documentation.html">documentation</a> yet.<br>
- <br>
-
- <hr width="100%" size="2"><br>
- <h3 align="center"><img
- src="http://www.cs.unibo.it/%7Efguidi/download/bbb11.png" alt="New"
- width="38" height="37" align="top">
- MathQL-1 version 4 now under development ...</h3>
-We are now implementing the new unstable version of MathQL-1 (i.e. MathQL-1.4).
-The main goals of this release are:<br>
- <ul>
- <li>A clear distinction between the core language and the auxiliary
-functions, which should be part of an extensible library.<br>
- </li>
- </ul>
- <ul>
- <li>The elimination of the explicit casts between the <query>
-and <value> types in queries.<br>
- </li>
- </ul>
- <ul>
- <li>A tight connection with a query generator (i.e <a
- href="implementation.html">HELM query generator</a>).<br>
- </li>
- </ul>
- <hr width="100%" size="2">
- <div align="center">
- <h3>Changes and additions to MathQL-1 operators:</h3>
- </div>
-
- <ul>
- <li>The <b>add</b> operator now accepts a syntax extension allowing
- to specify more than one explicit attribute group.</li>
-
- </ul>
-
- <blockquote>The syntax now is:</blockquote>
-
- <blockquote><query> := "add" [ "distr" ]? [ <groups> |
-<avar> ] "in" <query><br>
- <groups> := <group> [ ";" <group> ]*<br>
- <group> := <attribute> [ "," <attribute> ]*<br>
- <attribute> := <value> "as" <path><br>
- <br>
- Examples:<br>
- the query <b>add "1" as "a", "2" as "b" in subj "A"</b> gives the result
- <b>"A" attr {"a"="1"; "b"="2"}</b> while<br>
- the query <b>add "1" as "a"; "2" as "b" in subj "A"</b> gives the result
- <b>"A" attr {"a"="1"}, {"b"="2"}</b>.<br>
- </blockquote>
-
- <ul>
- <li>The new <b>align</b> operator takes an integer <i>i</i> (represented
- as a string), a multiple string value <i>v</i> and returns the same <i>v</i>
- where each string with length <i>n < i</i> is prefixed with <i>i - n</i>
- spaces. The syntax of the add operator is:</li>
-
- </ul>
-
- <blockquote><value> := "align" <string> "in" <value><br>
- <br>
- This operators aligns strings containing numbers so that their alphabetic
- order agrees with their numeric order.<br>
- </blockquote>
-
- <ul>
- <li>The <b>intersect</b> operator now intersects the attribute
- groups of the matching subject strings set-theoretically rather than making
- their "Cartesian product". This semantics reduces the computational costs
- and makes intersection the dual of union.</li>
-
- </ul>
-
- <ul>
- <li>The <b>property</b> operator now accepts more than one <b>isfalse</b>
- clause to increase the complexity of the constraint condition used to filter
- the raw query results. This feature is exploited in the queries produced
- by the <a href="implementation.html">HELM query generator</a>.</li>
-
- </ul>
- <br>
-
- <hr width="100%" size="2">
- <div align="center">
- <h3>The PostgreSQL database map:</h3>
- </div>
- The <b>PostgreSQL database map</b> is a file describing how the MathQL-1
- interpreter must interact with the underlying PostgreSQL database, when
-it is run in Postgres mode. Currently this file contains the following information:<br>
-
- <ul>
- <li>the <i>database connection string</i> to be used when the interpreter
- opens a connection with the database;</li>
-
- </ul>
-
- <ul>
- <li>the <i>map</i> describing the correspondence between the metadata
- access paths used by the <i>property</i> operator and the fields of the
-database tables.</li>
-
- </ul>
- The format of the file is textual and line oriented, but a corresponding
- XML syntax will be provided soon.<br>
- The first line must contain the database connection string and the subsequent
- lines contain the map with the following syntax:<br>
-
- <ul>
- <li>blank lines: ignored (used for separation);</li>
-
- </ul>
-
- <ul>
- <li>lines starting with a # followed by a space: ignored (used
-for comments);<br>
- </li>
-
- </ul>
-
- <ul>
- <li><table_name> <field_name> "<-"
- [ <path_component> ]*<br>
- </li>
-
- </ul>
-
- <blockquote>the information about the metadata denoted by the given
- path is found in the given field of the given table in the database. For
-example the line:<br>
- <br>
- refobj h_occurrence <- refObj h:occurrence<br>
- <br>
- tells that the metadata denoted by the path <b>/"refObj"/"h:occurrence"</b>
- is found in the field "h_occurrence" of the table "refobj" in the database,
- while:<br>
- <br>
- refobj source <-<br>
- <br>
- tells that the metadata denoted by the path <b>/</b> is found in the field
- "source" of the table "refobj" in the database;<br>
- </blockquote>
-
- <ul>
- <li><table_name> <field_name> "<+"
- [ <path_component> ]*<br>
- </li>
-
- </ul>
-
- <blockquote>same as the previous but defines a default table and field
- for the given path. This is used to force the interpreter to query a particular
- table when the information denoted by a path can be found in more than one
- table and field. For example:<br>
- <br>
- objectname source <+<br>
- refobj source <-<br>
- refrel source
-<-<br>
- refsort source <-<br>
- <br>
- tells that the metadata denoted by the path <b>/</b> is found in the "source"
- field of the "objectname", "refobj", "refrel" and "refsort" tables, and
-that the first choice is preferred;<br>
- </blockquote>
-
- <ul>
- <li><table_name> "<-" [ <path_component> ]*</li>
-
- </ul>
-
- <blockquote>the given path denotes a structured metadata whose components
- are found in the fields of the given table. For example:<br>
- <br>
- refobj <- refObj<br>
- <br>
- tells that the path <b>/"refObj"</b> denotes a structured metadata whose
- components are found in the fields of the table "refobj"; <br>
- </blockquote>
-
- <ul>
- <li><table_name> "<+" [ <path_component> ]*</li>
-
- </ul>
-
- <blockquote>same as the previous but tells that this is a default correspondence;
- <br>
- </blockquote>
-
- <ul>
- <li><virtual_table_name> "->" <concrete_table_name></li>
-
- </ul>
-
- <blockquote>defines a correspondence between a virtual table name an
- a concrete table name. All the <table_name> entries represent virtual
- table names that are mapped to concrete table names using the identity function
- unless a particular mapping is defined for them using the above construction.
- This mechanism allows to define several set of metadata on the same database
- table as in:<br>
- <br>
- refobj source
- <-<br>
- refobj h_occurrence <-
- refObj h:occurrence<br>
- backpointer source
- <- backPointer h:occurrence<br>
- backpointer h_occurrence <-<br>
- backpointer
- -> refobj<br>
- </blockquote>
-
- <blockquote>which defines four path accessing two virtual tables ("refobj"
- and "backpointer") and then maps these tables in a single concrete table;<br>
- </blockquote>
-
- <ul>
- <li>"->" <br>
- </li>
-
- </ul>
-
- <blockquote>a line like this must end the map file. <br>
- </blockquote>
- Here you can find the <a
- href="http://www.cs.unibo.it/cgi-bin/cvsweb/helm/mathql_db_map.txt">current
- version of PostgreSQL database map for HELM</a>.<br>
- <br>
- <b>How does the interpreter use the map?</b> The map file is read
-during the interpreter initialization process from the file pointed by the
-MATHQL_DB_MAP environment variable and is used during the execution of each
- <i>property</i> operation in the issued queries.When executing a <i>property</i>
-operation, the interpreter uses the map to find the smallest set of database
-tables containing the information required by the given access paths and then
-queries these tables to obtain the wanted information. <br>
- </td>
- </tr>
-
- </tbody>
-</table>
- <br>
- <br>
-</body>
-</html>
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-
-<!DOCTYPE MQLquery SYSTEM "xmathql.dtd">
-
-<!-- To validate: xmllint -valid -loaddtd -noout query.xml -->
-
-<MQLquery>
- <Select>
- <In>
- <Relation name="Use">
- <Pattern>
- <CONST>cic:/Coq/Init/Logic/Equality/eq.ind</CONST>
- </Pattern>
- <Attr binder="$1"/>
- </Relation>
- </In>
- <Where rvar="@result">
- <AND>
- <EQ>
- <BINDER name="$1"><Rvar name="@result"/></BINDER>
- <CONST>MainHypothesis</CONST>
- </EQ>
- <EQ>
- <PROPERTY name="TITLE"><REFOF><Rvar name="@result"/></REFOF></PROPERTY>
- <CONST>Uguaglianza</CONST>
- </EQ>
- </AND>
- </Where>
- </Select>
-</MQLquery>
-
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-
-<!DOCTYPE MQLresult SYSTEM "xmqlresult.dtd">
-
-<!-- To validate: xmllint -valid -loaddtd -noout result.xml -->
-
-<MQLresult>
- <ResourceSet>
- <RESOURCE name="cic:/Coq/Init/Logic/Equality/eq.ind">
- <AttributeSet>
- <ATTRIBUTE name="POSITION">
- <CONST>MainHypothesis</CONST>
- </ATTRIBUTE>
- <ATTRIBUTE name="POSITION">
- <CONST>InConclusion</CONST>
- </ATTRIBUTE>
- </AttributeSet>
- </RESOURCE>
- </ResourceSet>
-</MQLresult>
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD FOR the MATHEMATICAL QUERY MARKUP LANGUAGE (XMathQL) -->
-<!-- First draft: April 2002, Irene Schena -->
-<!-- Second draft: Agust 2002, Irene Schena -->
-<!--*****************************************************************-->
-
-<!--*****************************************************************-->
-<!-- This syntax is not convenient for humans to read and write, but -->
-<!-- it is for programs. -->
-<!-- XMathQL is useful for: -->
-<!-- 1) generating queries in a XML-orienting programming environment-->
-<!-- 2) embedding queries in XML documents -->
-<!-- 3) reusing queries saved in a standard format -->
-<!-- The syntax reflects the structure of the grammar productions of -->
-<!-- MathQL. -->
-<!-- Operators are unambiguous (binary or unary), so there isn't any -->
-<!-- grouping operator. -->
-<!-- CONST is the quoted constant string; rvar is for single -->
-<!-- reference and svar for sets of references, i.e. query results. -->
-<!-- The attributes binder, rvar, svar declare variables which are -->
-<!-- referred to and used by means of respectively BINDER, Rvar, Svar-->
-<!-- PROPERTY works on a specified RDF property returning its value. -->
-<!--*****************************************************************-->
-
-<!ENTITY % bool '(True|False)'>
-
-<!-- MathQL query expression declaration -->
-
-<!ENTITY % setexpr '(Rvar|Svar|Ref|Pattern|Select|LetSIn|LetVIn|Relation|
- Union|Intersect|Diff)'>
-
-<!-- MathQL boolean expression declaration -->
-
-<!ENTITY % boolexpr '(BOOL|NOT|AND|OR|EQ|SUB|MEET|EX)'>
-
-<!-- MathQL string-set expression declaration -->
-
-<!ENTITY % functexpr '(FUN|PROPERTY)'>
-
-<!ENTITY % stringsetexpr '(CONST|CONSTLIST|REFOF|BINDER|VVAR|%functexpr;)'>
-
-<!-- MathQL query top-element -->
-
-<!ELEMENT MQLquery %setexpr;>
-
-<!-- MathQL set expressions -->
-
-<!ELEMENT Rvar EMPTY>
-<!ATTLIST Rvar
- name CDATA #REQUIRED>
-
-<!ELEMENT Svar EMPTY>
-<!ATTLIST Svar
- name CDATA #REQUIRED>
-
-<!ELEMENT Ref %stringsetexpr;>
-
-<!ELEMENT Pattern %stringsetexpr;>
-
-<!ELEMENT Select (In, Where)>
-
-<!ELEMENT LetSIn (%setexpr;, Starget)>
-
-<!ELEMENT LetVIn (%stringsetexpr;, Vtarget)>
-
-<!ELEMENT Relation (PName?,%setexpr;, Attr+)>
-<!ATTLIST Relation
- name CDATA #REQUIRED
- refine (sub|super) #IMPLIED>
-
-<!ELEMENT Union (%setexpr;, %setexpr;)>
-
-<!ELEMENT Intersect (%setexpr;, %setexpr;)>
-
-<!ELEMENT Diff (%setexpr;, %setexpr;)>
-
-<!-- MathQL set sub-expressions -->
-
-<!ELEMENT In %setexpr;>
-
-<!ELEMENT Where %boolexpr;>
-<!ATTLIST Where
- rvar CDATA #REQUIRED>
-
-<!ELEMENT Starget %setexpr;>
-<!ATTLIST Starget
- svar CDATA #REQUIRED>
-
-<!ELEMENT Vtarget %setexpr;>
-<!ATTLIST Vtarget
- vvar CDATA #REQUIRED>
-
-<!ELEMENT Attr EMPTY>
-<!ATTLIST Attr
- binder CDATA #REQUIRED>
-
-<!ELEMENT PName (CONST+)>
-
-<!-- MathQL boolean expressions -->
-
-<!ELEMENT BOOL EMPTY>
-<!ATTLIST BOOL
- value %bool; #REQUIRED>
-
-<!ELEMENT NOT %boolexpr;>
-
-<!ELEMENT AND (%boolexpr;, %boolexpr;)>
-
-<!ELEMENT OR (%boolexpr;, %boolexpr;)>
-
-<!ELEMENT EQ (%stringsetexpr;, %stringsetexpr;)>
-
-<!ELEMENT SUB (%stringsetexpr;, %stringsetexpr;)>
-
-<!ELEMENT MEET (%stringsetexpr;, %stringsetexpr;)>
-
-<!ELEMENT EX %boolexpr;>
-
-<!-- MathQL string-set expressions -->
-
-<!ELEMENT CONST (#PCDATA)>
-
-<!ELEMENT CONSTLIST (CONST*)>
-
-<!ELEMENT REFOF %setexpr;>
-
-<!ELEMENT VVAR %stringsetexpr;>
-
-<!ELEMENT BINDER (Rvar)>
-<!ATTLIST BINDER
- name CDATA #REQUIRED>
-
-<!ELEMENT FUN %stringsetexpr;>
-<!ATTLIST FUN
- name CDATA #REQUIRED>
-
-<!ELEMENT PROPERTY (Refine?,%stringsetexpr;)>
-<!ATTLIST PROPERTY
- name CDATA #REQUIRED>
+++ /dev/null
-<?xml version="1.0" encoding="ISO-8859-1"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--*****************************************************************-->
-<!-- DTD for RESULTS of XMathQL queries -->
-<!-- First draft: September 2002, Irene Schena -->
-<!--*****************************************************************-->
-
-
-<!-- MQL result expression declaration -->
-
-<!ENTITY % resultexpr '(ResourceSet)'>
-
-
-<!-- MQL result top-element -->
-
-<!ELEMENT MQLresult %resultexpr;>
-
-<!-- Result expressions and sub-expressions -->
-
-<!ELEMENT ResourceSet (RESOURCE*)>
-
-<!ELEMENT RESOURCE (AttributeSet*)>
-<!ATTLIST RESOURCE
- name CDATA #REQUIRED>
-
-<!ELEMENT AttributeSet (ATTRIBUTE+)>
-
-<!ELEMENT ATTRIBUTE (CONST*)>
-<!ATTLIST ATTRIBUTE
- name CDATA #REQUIRED>
-
-<!-- MQL result string expressions -->
-
-<!ELEMENT CONST (#PCDATA)>
-
+++ /dev/null
-objectName source <+
-objectName value <- objectName
-refObj <- refObj
-refObj source <-
-refObj h_occurrence <- refObj h:occurrence
-refObj h_position <- refObj h:position
-refObj h_depth <- refObj h:depth
-refRel <- refRel
-refRel source <-
-refRel h_position <- refRel h:position
-refRel h_depth <- refRel h:depth
-refSort <- refSort
-refSort source <-
-refSort h_sort <- refSort h:sort
-refSort h_position <- refSort h:position
-refSort h_depth <- refSort h:depth
-backPointer <- backPointer
-backPointer source <- backPointer h:occurrence
-backPointer h_occurrence <-
-backPointer h_position <- backPointer h:position
-backPointer h_depth <- backPointer h:depth
-no_inconcl_aux source <-
-no_inconcl_aux no <- no_inconcl
-
-backPointer -> refObj
- ->
+++ /dev/null
-*.cm[aiox] *.cmxa *.opt mqtop mqitop mqgtop examples*
-mQGTopParser.ml mQGTopParser.mli mQGTopLexer.ml
+++ /dev/null
-mqgtop.cmo: mQGTopLexer.cmo mQGTopParser.cmi
-mqgtop.cmx: mQGTopLexer.cmx mQGTopParser.cmx
-mQGTopParser.cmo: mQGTopParser.cmi
-mQGTopParser.cmx: mQGTopParser.cmi
-mQGTopLexer.cmo: mQGTopParser.cmi
-mQGTopLexer.cmx: mQGTopParser.cmx
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = unix helm-registry helm-cic_textual_parser \
- helm-mathql helm-mathql_interpreter helm-mathql_generator
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -thread
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep
-OCAMLYACC = ocamlyacc
-OCAMLLEX = ocamllex
-
-LIBRARIES = $(shell ocamlfind query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell ocamlfind query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-MQTOP = mqtop.ml
-MQITOP = mqitop.ml
-MQGTOP = mqgtop.ml
-
-DEPOBJS = $(MQTOP) $(MQITOP) $(MQGTOP)
-AUXOBJS = mQGTopParser.ml mQGTopParser.mli mQGTopLexer.ml
-
-all: $(DEPOBJS:.ml=)
-opt: $(DEPOBJS:.ml=.opt)
-
-depend: $(AUXOBJS)
- $(OCAMLDEP) $(DEPOBJS) $(AUXOBJS) > .depend
-
-mqtop: $(MQTOP:.ml=.cmo) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o mqtop $(MQTOP:.ml=.cmo)
-
-mqtop.opt: $(MQTOP:.ml=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o mqtop.opt $(MQTOP:.ml=.cmx)
-
-mqitop: $(MQITOP:.ml=.cmo) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o mqitop $(MQITOP:.ml=.cmo)
-
-mqitop.opt: $(MQITOP:.ml=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o mqitop.opt $(MQITOP:.ml=.cmx)
-
-mqgtop: mQGTopParser.cmi $(AUXOBJS:.ml=.cmo) $(MQGTOP:.ml=.cmo) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o mqgtop $(AUXOBJS:.ml=.cmo) $(MQGTOP:.ml=.cmo)
-
-mqgtop.opt: $(AUXOBJS:.ml=.cmx) $(MQGTOP:.ml=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o mqgtop.opt $(AUXOBJS:.ml=.cmx) $(MQGTOP:.ml=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx .mly .mll
-.ml.cmo: $(LIBRARIES)
- $(OCAMLC) -c $<
-.mli.cmi: $(LIBRARIES)
- $(OCAMLC) -c $<
-.ml.cmx: $(LIBRARIES_OPT)
- $(OCAMLOPT) -c $<
-.mly.ml:
- $(OCAMLYACC) $<
-.mly.mli:
- $(OCAMLYACC) $<
-.mll.ml:
- $(OCAMLLEX) $<
-
-$(DEPOBJS:%.ml=%.cmo): $(LIBRARIES)
-$(DEPOBJS:%.ml=%.cmx): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[iox] *.o $(DEPOBJS:.ml=) $(DEPOBJS:.ml=.opt) \
- mQGTopParser.ml mQGTopParser.mli mQGTopLexer.ml
-
-install:
- cp $(DEPOBJS:.ml=) $(DEPOBJS:.ml=.opt) $(BIN_DIR)
-
-uninstall:
- cd $(BIN_DIR)
- rm -f $(DEPOBJS:.ml=) $(DEPOBJS:.ml=.opt)
-
-.PHONY: install uninstall clean
-
-ifneq ($(MAKECMDGOALS), depend)
- include .depend
-endif
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-{
- open MQGTopParser
-
- let debug = false
-
- let out s = if debug then prerr_endline s
-}
-
-let SPC = [' ' '\t' '\n']+
-let ALPHA = ['A'-'Z' 'a'-'z' '_']
-let NUM = ['0'-'9']
-let IDEN = ALPHA (NUM | ALPHA)*
-let QSTR = [^ '"' '\\']+
-
-rule comm_token = parse
- | "(*" { comm_token lexbuf; comm_token lexbuf }
- | "*)" { () }
- | ['*' '('] { comm_token lexbuf }
- | [^ '*' '(']* { comm_token lexbuf }
-and string_token = parse
- | '"' { DQ }
- | '\\' _ { STR (String.sub (Lexing.lexeme lexbuf) 1 1) }
- | QSTR { STR (Lexing.lexeme lexbuf) }
- | eof { EOF }
-and spec_token = parse
- | "(*" { comm_token lexbuf; spec_token lexbuf }
- | SPC { spec_token lexbuf }
- | '"' { let str = qstr string_token lexbuf in
- out ("STR " ^ str); STR str }
- | '{' { out "LC"; LC }
- | '}' { out "RC"; RC }
- | ',' { out "CM"; CM }
- | '$' { out "DL"; DL }
- | "mustobj" { out "MOBJ" ; MOBJ }
- | "mustsort" { out "MSORT" ; MSORT }
- | "mustrel" { out "MREL" ; MREL }
- | "onlyobj" { out "OOBJ" ; OOBJ }
- | "onlysort" { out "OSORT" ; OSORT }
- | "onlyrel" { out "OREL" ; OREL }
- | "universe" { out "UNIV" ; UNIV }
- | IDEN { let id = Lexing.lexeme lexbuf in
- out ("ID " ^ id); ID id }
- | eof { EOF }
+++ /dev/null
-/* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- */
-
-/* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- */
-
-%{
- let f (x, y, z) = x
- let s (x, y, z) = y
- let t (x, y, z) = z
-
- module T = MQGTypes
- module U = MQGUtil
-%}
- %token <string> ID
- %token <UriManager.uri> CONURI
- %token <UriManager.uri> VARURI
- %token <UriManager.uri * int> INDTYURI
- %token <UriManager.uri * int * int> INDCONURI
- %token ALIAS EOF
-
- %start interp
- %type <CicTextualParser0.interpretation_domain_item -> CicTextualParser0.interpretation_codomain_item option> interp
-
- %token <string> STR
- %token DL DQ LC RC CM
- %token MOBJ MSORT MREL OOBJ OSORT OREL UNIV
-
- %start qstr specs
- %type <string> qstr
- %type <MQGTypes.spec list> specs
-%%
- uri:
- | CONURI { CicTextualParser0.ConUri $1 }
- | VARURI { CicTextualParser0.VarUri $1 }
- | INDTYURI { CicTextualParser0.IndTyUri ((fst $1), (snd $1)) }
- | INDCONURI { CicTextualParser0.IndConUri ((f $1), (s $1), (t $1)) }
- ;
- alias:
- | ALIAS ID uri { ($2, CicTextualParser0.Uri $3) }
- ;
- aliases:
- | alias aliases { $1 :: $2 }
- | EOF { [] }
- ;
- interp:
- | aliases { function CicTextualParser0.Id s -> (try Some (List.assoc s $1)
- with Not_found -> None)
- | _ -> None }
- ;
-
- qstr:
- | DQ { "" }
- | STR qstr { $1 ^ $2 }
- ;
- strs:
- | STR CM strs { $1 :: $3 }
- | STR { [$1] }
- | { [] }
- ;
- uri_list:
- | LC strs RC { List.map U.uri_of_mathql $2 }
- ;
- sort_list:
- | LC strs RC { List.map U.sort_of_mathql $2 }
- ;
- pos_list:
- | LC strs RC { List.map U.position_of_mathql $2 }
- ;
- depth_list:
- | LC strs RC { List.map U.depth_of_mathql $2 }
- ;
- spec:
- | MOBJ uri_list pos_list depth_list { T.MustObj ($2, $3, $4) }
- | MSORT sort_list pos_list depth_list { T.MustSort ($2, $3, $4) }
- | MREL pos_list depth_list { T.MustRel ($2, $3) }
- | OOBJ uri_list pos_list depth_list { T.OnlyObj ($2, $3, $4) }
- | OSORT sort_list pos_list depth_list { T.OnlySort ($2, $3, $4) }
- | OREL pos_list depth_list { T.OnlyRel ($2, $3) }
- | UNIV pos_list { T.Universe $2 }
- ;
- specs:
- | spec specs { $1 :: $2 }
- | EOF { [] }
- ;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-let query_num = ref 1
-
-let interp_file = ref "interp.cic"
-
-let log_file = ref ""
-
-let show_queries = ref false
-
-let int_options = ref ""
-
-let nl = " <p>\n"
-
-module U = MQueryUtil
-module I = MQueryInterpreter
-module C = MQIConn
-module G = MQueryGenerator
-module L = MQGTopLexer
-module P = MQGTopParser
-module TL = CicTextualLexer
-module TP = CicTextualParser
-module C3 = CGLocateInductive
-module C2 = CGSearchPattern
-module C1 = CGMatchConclusion
-module GU = MQGUtil
-
-let get_handle () =
- C.init ~flags:(C.flags_of_string ! int_options)
- ~log:(fun s -> print_string s; flush stdout) ()
-
-let issue handle q =
- let mode = [Open_wronly; Open_append; Open_creat; Open_text] in
- let perm = 64 * 6 + 8 * 6 + 4 in
- let time () =
- let lt = Unix.localtime (Unix.time ()) in
- "NEW LOG: " ^
- string_of_int (lt.Unix.tm_mon + 1) ^ "-" ^
- string_of_int (lt.Unix.tm_mday + 1) ^ "-" ^
- string_of_int (lt.Unix.tm_year + 1900) ^ " " ^
- string_of_int (lt.Unix.tm_hour) ^ ":" ^
- string_of_int (lt.Unix.tm_min) ^ ":" ^
- string_of_int (lt.Unix.tm_sec)
- in
- let log q r =
- let och = open_out_gen mode perm ! log_file in
- let out = output_string och in
- if ! query_num = 1 then out (time () ^ nl);
- out ("Query: " ^ string_of_int ! query_num ^ nl);
- U.text_of_query out nl q;
- out ("Result: " ^ nl);
- U.text_of_result out nl r;
- close_out och
- in
- if ! show_queries then U.text_of_query (output_string stdout) nl q;
- let r = I.execute handle q in
- U.text_of_result (output_string stdout) nl r;
- if ! log_file <> "" then log q r;
- incr query_num;
- flush stdout
-
-let get_interp () =
- let lexer = function
- | TP.ID s -> P.ID s
- | TP.CONURI u -> P.CONURI u
- | TP.VARURI u -> P.VARURI u
- | TP.INDTYURI (u, p) -> P.INDTYURI (u, p)
- | TP.INDCONURI (u, p, s) -> P.INDCONURI (u, p, s)
- | TP.LETIN -> P.ALIAS
- | TP.EOF -> P.EOF
- | _ -> assert false
- in
- let ich = open_in ! interp_file in
- let lexbuf = Lexing.from_channel ich in
- let f = P.interp (fun x -> lexer (TL.token x)) lexbuf in
- close_in ich; f
-
-let get_terms interp =
- let interp = get_interp () in
- let lexbuf = Lexing.from_channel stdin in
- let rec aux () =
- try
- let dom, mk_term =
- CicTextualParserContext.main [] [] CicTextualLexer.token lexbuf
- in
- (snd (mk_term interp)) :: aux ()
- with
- CicTextualParser0.Eof -> []
- in
- aux ()
-
-let pp_type_of uri =
- let u = UriManager.uri_of_string uri in
- let s = match (CicEnvironment.get_obj u) with
- | Cic.Constant (_, _, ty, _) -> CicPp.ppterm ty
- | Cic.Variable (_, _, ty, _) -> CicPp.ppterm ty
- | _ -> "Current proof or inductive definition."
-(*
- | Cic.CurrentProof (_,conjs,te,ty) ->
- | C.InductiveDefinition _ ->
-*)
- in print_endline s; flush stdout
-
-let rec display = function
- | [] -> ()
- | term :: tail ->
- display tail;
- print_string ("? " ^ CicPp.ppterm term ^ nl);
- flush stdout
-
-let execute ich =
- let lexbuf = Lexing.from_channel ich in
- let handle = get_handle () in
- let rec execute_aux () =
- try
- let q = U.query_of_text lexbuf in
- issue handle q; execute_aux ()
- with End_of_file -> ()
- in
- execute_aux ();
- C.close handle
-
-let compose () =
- let handle = get_handle () in
- let cl = P.specs L.spec_token (Lexing.from_channel stdin) in
- issue handle (G.compose cl);
- C.close handle
-
-let locate name =
- let handle = get_handle () in
- issue handle (G.locate name);
- C.close handle
-
-let unreferred target source =
- let handle = get_handle () in
- issue handle (G.unreferred target source);
- C.close handle
-
-let mpattern n m l =
- let queries = ref [] in
- let univ = Some C2.universe in
- let handle = get_handle () in
- let rec pattern level = function
- | [] -> ()
- | term :: tail ->
- pattern level tail;
- print_string ("? " ^ CicPp.ppterm term ^ nl);
- let t = U.start_time () in
- let om,rm,sm = C2.get_constraints term in
- let oml,rml,sml = List.length om, List.length rm, List.length sm in
- let oo, ool = if level land 1 = 0 then None, 0 else Some om, oml in
- let ro, rol = if level land 2 = 0 then None, 0 else Some rm, rml in
- let so, sol = if level land 4 = 0 then None, 0 else Some sm, sml in
- let q = G.query_of_constraints univ (om,rm,sm) (oo,ro,so) in
- if not (List.mem q ! queries) then
- begin
- issue handle q;
- Printf.eprintf "[%i] " (pred ! query_num); flush stderr;
- Printf.printf "%i GEN = %i: %s"
- (pred ! query_num) (oml + rml + sml + ool + rol + sol)
- (U.stop_time t ^ nl);
- flush stdout; queries := q :: ! queries
- end
- in
- for level = max m n downto min m n do
- Printf.eprintf "\nmqgtop: pattern: trying level %i\n" level;
- flush stderr; pattern level l
- done;
- Printf.eprintf "\nmqgtop: pattern: %i queries issued\n"
- (List.length ! queries);
- flush stderr;
- C.close handle
-
-let mbackward n m l =
- let queries = ref [] in
- let univ = Some C1.universe in
- let handle = get_handle () in
- let rec backward level = function
- | [] -> ()
- | term :: tail ->
- backward level tail;
- print_string ("? " ^ CicPp.ppterm term ^ nl);
- let t = U.start_time () in
- let list_of_must, only = C1.get_constraints [] [] term in
- let max_level = pred (List.length list_of_must) in
- let must = List.nth list_of_must (min level max_level) in
- let q = G.query_of_constraints univ (must, [], []) (Some only , None, None) in
- if not (List.mem q ! queries) then
- begin
- issue handle q;
- Printf.eprintf "[%i] " (pred ! query_num); flush stderr;
- Printf.printf "%i GEN = %i: %s"
- (pred ! query_num) (List.length must)
- (U.stop_time t ^ nl);
- flush stdout; queries := q :: ! queries
- end
- in
- for level = max m n downto min m n do
- Printf.eprintf "\nmqgtop: backward: trying level %i\n" level;
- flush stderr; backward level l
- done;
- Printf.eprintf "\nmqgtop: backward: %i queries issued\n"
- (List.length ! queries);
- flush stderr;
- C.close handle
-
-let inductive l =
- let queries = ref [] in
- let univ = None in
- let handle = get_handle () in
- let rec aux = function
- | [] -> ()
- | term :: tail ->
- aux tail;
- print_string ("? " ^ CicPp.ppterm term ^ nl);
- let t = U.start_time () in
- let m = C3.get_constraints term in
- let q = G.query_of_constraints univ m (None, None, None) in
- if not (List.mem q ! queries) then
- begin
- issue handle q;
- Printf.eprintf "[%i] " (pred ! query_num); flush stderr;
- Printf.printf "%i GEN: %s"
- (pred ! query_num) (U.stop_time t ^ nl);
- flush stdout; queries := q :: ! queries
- end
- in
- aux l;
- Printf.eprintf "\nmqgtop: inductive: %i queries issued\n"
- (List.length ! queries);
- flush stderr;
- C.close handle
-
-let check () =
- let handle = get_handle () in
- Printf.eprintf
- "mqgtop: current options: %s, connection: %s\n"
- ! int_options (if C.connected handle then "on" else "off");
- C.close handle
-
-let prerr_help () =
- prerr_endline "\nUSAGE: mqgtop.opt OPTIONS < INPUTFILE\n";
- prerr_endline "The tool provides a textual interface to the HELM Query Generator, used for";
- prerr_endline "testing purposes. mqgtop reads its input from stdin and produces ith output";
- prerr_endline "in HTML on stdout. The options can be one ore more of the following.\n";
- prerr_endline "OPTIONS:\n";
- prerr_endline "-h -help shows this help message";
- prerr_endline "-q -show-queries outputs generated queries";
- prerr_endline "-l -log-file FILE sets the log file";
- prerr_endline "-o -options STRING sets the interpreter options";
- prerr_endline "-c -check checks the database connection";
- prerr_endline "-t -typeof URI outputs the CIC type of the given HELM object";
- prerr_endline "-x -execute issues a query given in the input file";
- prerr_endline "-i -interp FILE sets the CIC short names interpretation file";
- prerr_endline "-d -disply outputs the CIC terms given in the input file";
- prerr_endline "-L -locate ALIAS issues the \"Locate\" query for the given alias";
- prerr_endline "-U T_PATTERN S_PATTERN issues the \"Unreferred\" query for the given patterns";
- prerr_endline "-C -compose issues the \"Compose\" query reading its specifications";
- prerr_endline " from the input file";
- prerr_endline "-B -backward LEVEL issues the \"Backward\" query for the given level on all";
- prerr_endline " CIC terms in the input file";
- prerr_endline "-MB -multi-backward MAX issues the \"Backward\" query for each level from max to 0";
- prerr_endline " on all CIC terms in the input file";
- prerr_endline "-P -pattern LEVEL issues the \"Pattern\" query for the given level on all";
- prerr_endline " CIC terms in the input file";
- prerr_endline "-MP -multi-pattern issues the \"Pattern\" query for each level from 7 to 0";
- prerr_endline " on all CIC terms in the input file";
- prerr_endline "-I issues the \"Inductive\" query on all CIC terms in the";
- prerr_endline " input file\n";
- prerr_endline "NOTES: * current interpreter options are:";
- prerr_endline " P (postgres), G (Galax), S (show statistics), Q (quiet)";
- prerr_endline " * CIC terms are read with the HELM CIC Textual Parser";
- prerr_endline " * -typeof does not work with inductive types and proofs in progress\n"
-
-let rec parse = function
- | [] -> ()
- | ("-h"|"-help") :: rem -> prerr_help (); parse rem
- | ("-i"|"-interp") :: arg :: rem -> interp_file := arg; parse rem
- | ("-d"|"-display") :: rem -> display (get_terms ()); parse rem
- | ("-t"|"-typeof") :: arg :: rem -> pp_type_of arg; parse rem
- | ("-x"|"-execute") :: rem -> execute stdin; parse rem
- | ("-q"|"-show-queries") :: rem -> show_queries := true; parse rem
- | ("-o"|"-options") :: arg :: rem -> int_options := arg; parse rem
- | ("-c"|"-check") :: rem -> check (); parse rem
- | ("-l"|"-log-file") :: arg :: rem -> log_file := arg; parse rem
- | ("-L"|"-Locate") :: arg :: rem -> locate arg; parse rem
- | ("-C"|"-compose") :: rem -> compose (); parse rem
- | ("-B"|"-backward") :: arg :: rem ->
- let m = (int_of_string arg) in mbackward m m (get_terms ()); parse rem
- | ("-MB"|"-multi-backward") :: arg :: rem ->
- let m = (int_of_string arg) in mbackward m 0 (get_terms ()); parse rem
- | ("-P"|"-pattern") :: arg :: rem ->
- let m = (int_of_string arg) in mpattern m m (get_terms ()); parse rem
- | ("-MP"|"-multi-pattern") :: rem -> mpattern 7 0 (get_terms ()); parse rem
- | ("-U"|"-unreferred") :: arg1 :: arg2 :: rem ->
- unreferred arg1 arg2; parse rem
- | ("-I"|"-inductive") :: rem -> inductive (get_terms ()); parse rem
- | _ :: rem -> parse rem
-
-let _ =
- Helm_registry.load_from "/home/fguidi/miohelm/gTopLevel.conf.xml";
- let t = U.start_time () in
-(*
- CicLogger.log_callback :=
- (CicLogger.log_to_html
- ~print_and_flush:(fun s -> print_string s; flush stdout)) ;
-*)
- parse (List.tl (Array.to_list Sys.argv));
- prerr_endline ("mqgtop: done in " ^ (U.stop_time t));
- exit 0
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module U = MQueryUtil
-module I = MQueryInterpreter
-module C = MQIConn
-
-let _ =
- Helm_registry.load_from "/home/fguidi/miohelm/gTopLevel.conf.xml";
- let t = U.start_time () in
- let ich = Lexing.from_channel stdin in
- let flags = if Array.length Sys.argv >= 2 then Sys.argv.(1) else "" in
- let log s = print_string s; flush stdout in
- let handle = C.init ~flags:(C.flags_of_string flags) ~log:log () in
- if not (C.connected handle) then begin
- print_endline "mqitop: no connection"; flush stdout
- end;
- let rec aux () =
- let t = U.start_time () in
- let r = I.execute handle (U.query_of_text ich) in
-(* U.text_of_result log r "\n";
-*) Printf.printf "mqitop: query: %s,%i\n" (U.stop_time t) (List.length r);
- flush stdout; aux()
-
- in
- begin try aux() with End_of_file -> () end;
- C.close handle;
- Printf.printf "mqitop: done: %s\n" (U.stop_time t)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-let _ =
- let module U = MQueryUtil in
- let t = U.start_time () in
- let ich = Lexing.from_channel stdin in
- let rec aux () =
- let t = U.start_time () in
- U.text_of_query print_string "\n" (U.query_of_text ich);
- Printf.printf "mqtop: query: %s\n" (U.stop_time t);
- flush stdout; aux()
- in
- begin try aux() with End_of_file -> () end;
- Printf.printf "mqtop: done: %s\n" (U.stop_time t)
+++ /dev/null
-*.a
-*.annot
-autom4te.cache
-buildTimeConf.ml
-cicbrowser
-cicbrowser.opt
-*.cma
-*.cmi
-*.cmo
-*.cmx
-*.cmxa
-config.log
-config.status
-configure
-.depend
-gtkmathview.matita.conf.xml
-Makefile
-matita
-.matita
-matitac
-matitaclean
-matitaclean.opt
-matita.conf.xml
-matita.conf.xml
-matita.conf.xml.sample
-matitac.opt
-matitadep
-matitadep.opt
-matitaGeneratedGui.ml
-matitaGeneratedGui.mli
-matita.glade.bak
-matita.gladep
-matita.gladep.bak
-matitamake
-matitamake.opt
-matita.opt
-matita.opt
-dump_moo
-dump_moo.opt
-matitatop
-*.moo
-*.o
-*.static
-*.swp
-*.upx
+++ /dev/null
-dump_moo.cmo: matitaMoo.cmi matitaLog.cmi buildTimeConf.cmo
-dump_moo.cmx: matitaMoo.cmx matitaLog.cmx buildTimeConf.cmx
-matitacleanLib.cmo: matitaSync.cmi matitaMoo.cmi matitaMisc.cmi matitaLog.cmi \
- matitaExcPp.cmi matitaDb.cmi buildTimeConf.cmo matitacleanLib.cmi
-matitacleanLib.cmx: matitaSync.cmx matitaMoo.cmx matitaMisc.cmx matitaLog.cmx \
- matitaExcPp.cmx matitaDb.cmx buildTimeConf.cmx matitacleanLib.cmi
-matitaclean.cmo: matitacleanLib.cmi matitaMisc.cmi matitaLog.cmi \
- matitaInit.cmi matitaDb.cmi matitaclean.cmi
-matitaclean.cmx: matitacleanLib.cmx matitaMisc.cmx matitaLog.cmx \
- matitaInit.cmx matitaDb.cmx matitaclean.cmi
-matitacLib.cmo: matitacleanLib.cmi matitaTypes.cmi matitaMoo.cmi \
- matitaLog.cmi matitaInit.cmi matitaExcPp.cmi matitaEngine.cmi \
- matitaDb.cmi buildTimeConf.cmo matitacLib.cmi
-matitacLib.cmx: matitacleanLib.cmx matitaTypes.cmx matitaMoo.cmx \
- matitaLog.cmx matitaInit.cmx matitaExcPp.cmx matitaEngine.cmx \
- matitaDb.cmx buildTimeConf.cmx matitacLib.cmi
-matitac.cmo: matitamake.cmo matitadep.cmi matitaclean.cmi matitacLib.cmi
-matitac.cmx: matitamake.cmx matitadep.cmx matitaclean.cmx matitacLib.cmx
-matitaDb.cmo: matitaMisc.cmi matitaDb.cmi
-matitaDb.cmx: matitaMisc.cmx matitaDb.cmi
-matitadep.cmo: matitacleanLib.cmi matitaMisc.cmi matitaLog.cmi matitaInit.cmi \
- matitadep.cmi
-matitadep.cmx: matitacleanLib.cmx matitaMisc.cmx matitaLog.cmx matitaInit.cmx \
- matitadep.cmi
-matitaDisambiguator.cmo: matitaTypes.cmi matitaDisambiguator.cmi
-matitaDisambiguator.cmx: matitaTypes.cmx matitaDisambiguator.cmi
-matitaEngine.cmo: matitacleanLib.cmi matitaTypes.cmi matitaSync.cmi \
- matitaMoo.cmi matitaMisc.cmi matitaLog.cmi matitaDisambiguator.cmi \
- matitaDb.cmi matitaEngine.cmi
-matitaEngine.cmx: matitacleanLib.cmx matitaTypes.cmx matitaSync.cmx \
- matitaMoo.cmx matitaMisc.cmx matitaLog.cmx matitaDisambiguator.cmx \
- matitaDb.cmx matitaEngine.cmi
-matitaExcPp.cmo: matitaTypes.cmi matitaMoo.cmi matitaDisambiguator.cmi \
- matitaExcPp.cmi
-matitaExcPp.cmx: matitaTypes.cmx matitaMoo.cmx matitaDisambiguator.cmx \
- matitaExcPp.cmi
-matitaGeneratedGui.cmo: matitaGeneratedGui.cmi
-matitaGeneratedGui.cmx: matitaGeneratedGui.cmi
-matitaGtkMisc.cmo: matitaTypes.cmi matitaGeneratedGui.cmi matitaGtkMisc.cmi
-matitaGtkMisc.cmx: matitaTypes.cmx matitaGeneratedGui.cmx matitaGtkMisc.cmi
-matitaGui.cmo: matitamakeLib.cmi matitacleanLib.cmi matitaTypes.cmi \
- matitaScript.cmi matitaMoo.cmi matitaMisc.cmi matitaMathView.cmi \
- matitaLog.cmi matitaGtkMisc.cmi matitaGeneratedGui.cmi matitaExcPp.cmi \
- matitaDisambiguator.cmi buildTimeConf.cmo matitaGui.cmi
-matitaGui.cmx: matitamakeLib.cmx matitacleanLib.cmx matitaTypes.cmx \
- matitaScript.cmx matitaMoo.cmx matitaMisc.cmx matitaMathView.cmx \
- matitaLog.cmx matitaGtkMisc.cmx matitaGeneratedGui.cmx matitaExcPp.cmx \
- matitaDisambiguator.cmx buildTimeConf.cmx matitaGui.cmi
-matitaInit.cmo: matitamakeLib.cmi matitaDb.cmi buildTimeConf.cmo \
- matitaInit.cmi
-matitaInit.cmx: matitamakeLib.cmx matitaDb.cmx buildTimeConf.cmx \
- matitaInit.cmi
-matitaLog.cmo: matitaLog.cmi
-matitaLog.cmx: matitaLog.cmi
-matitamakeLib.cmo: matitaLog.cmi buildTimeConf.cmo matitamakeLib.cmi
-matitamakeLib.cmx: matitaLog.cmx buildTimeConf.cmx matitamakeLib.cmi
-matitamake.cmo: matitamakeLib.cmi matitaInit.cmi
-matitamake.cmx: matitamakeLib.cmx matitaInit.cmx
-matitaMathView.cmo: matitaTypes.cmi matitaScript.cmi matitaMisc.cmi \
- matitaLog.cmi matitaGuiTypes.cmi matitaGtkMisc.cmi matitaExcPp.cmi \
- buildTimeConf.cmo matitaMathView.cmi
-matitaMathView.cmx: matitaTypes.cmx matitaScript.cmx matitaMisc.cmx \
- matitaLog.cmx matitaGuiTypes.cmi matitaGtkMisc.cmx matitaExcPp.cmx \
- buildTimeConf.cmx matitaMathView.cmi
-matitaMisc.cmo: matitaTypes.cmi buildTimeConf.cmo matitaMisc.cmi
-matitaMisc.cmx: matitaTypes.cmx buildTimeConf.cmx matitaMisc.cmi
-matita.cmo: matitaTypes.cmi matitaScript.cmi matitaMathView.cmi matitaLog.cmi \
- matitaInit.cmi matitaGui.cmi matitaGtkMisc.cmi matitaEngine.cmi \
- buildTimeConf.cmo
-matita.cmx: matitaTypes.cmx matitaScript.cmx matitaMathView.cmx matitaLog.cmx \
- matitaInit.cmx matitaGui.cmx matitaGtkMisc.cmx matitaEngine.cmx \
- buildTimeConf.cmx
-matitaMoo.cmo: matitaTypes.cmi matitaMoo.cmi
-matitaMoo.cmx: matitaTypes.cmx matitaMoo.cmi
-matitaScript.cmo: matitamakeLib.cmi matitacleanLib.cmi matitaTypes.cmi \
- matitaSync.cmi matitaMisc.cmi matitaLog.cmi matitaEngine.cmi \
- matitaDisambiguator.cmi matitaDb.cmi buildTimeConf.cmo matitaScript.cmi
-matitaScript.cmx: matitamakeLib.cmx matitacleanLib.cmx matitaTypes.cmx \
- matitaSync.cmx matitaMisc.cmx matitaLog.cmx matitaEngine.cmx \
- matitaDisambiguator.cmx matitaDb.cmx buildTimeConf.cmx matitaScript.cmi
-matitaSync.cmo: matitaTypes.cmi matitaMisc.cmi matitaLog.cmi matitaDb.cmi \
- matitaSync.cmi
-matitaSync.cmx: matitaTypes.cmx matitaMisc.cmx matitaLog.cmx matitaDb.cmx \
- matitaSync.cmi
-matitaTypes.cmo: matitaLog.cmi matitaTypes.cmi
-matitaTypes.cmx: matitaLog.cmx matitaTypes.cmi
-matitaDisambiguator.cmi: matitaTypes.cmi
-matitaEngine.cmi: matitaTypes.cmi
-matitaGtkMisc.cmi: matitaGeneratedGui.cmi
-matitaGui.cmi: matitaGuiTypes.cmi matitaDisambiguator.cmi
-matitaGuiTypes.cmi: matitaTypes.cmi matitaLog.cmi matitaGeneratedGui.cmi
-matitaMathView.cmi: matitaTypes.cmi matitaGuiTypes.cmi
-matitaMoo.cmi: matitaTypes.cmi
-matitaScript.cmi: matitaTypes.cmi
-matitaSync.cmi: matitaTypes.cmi
+++ /dev/null
-(* directories *)
-#directory "../ocaml/cic"
-#directory "../ocaml/cic_notation"
-#directory "../ocaml/cic_omdoc"
-#directory "../ocaml/cic_proof_checking"
-#directory "../ocaml/cic_textual_parser2"
-#directory "../ocaml/cic_transformations"
-#directory "../ocaml/cic_unification"
-#directory "../ocaml/getter"
-#directory "../ocaml/hbugs"
-#directory "../ocaml/mathql"
-#directory "../ocaml/mathql_generator"
-#directory "../ocaml/mathql_interpreter"
-#directory "../ocaml/metadata"
-#directory "../ocaml/paramodulation"
-#directory "../ocaml/registry"
-#directory "../ocaml/tactics"
-#directory "../ocaml/thread"
-#directory "../ocaml/urimanager"
-#directory "../ocaml/xml"
-#directory "../ocaml/xmldiff"
-
-(* custom printers *)
-let fppuri ppf uri =
- let s = UriManager.string_of_uri uri in
- Format.pp_print_string ppf s
-;;
-
-#install_printer CicMetaSubst.fppsubst;;
-#install_printer CicMetaSubst.fppterm;;
-#install_printer CicMetaSubst.fppmetasenv;;
-#install_printer fppuri;;
-
-(* utility functions *)
-let go = MatitacLib.interactive_loop;;
-
-(* let's go! *)
-let _ =
- at_exit (fun () -> MatitacLib.clean_exit None);
- if Array.length Sys.argv > 1 then
- MatitacLib.main `TOPLEVEL
- else
- MatitacLib.go ()
-;;
+++ /dev/null
-Andrea Asperti <asperti@cs.unibo.it>
-Luca Padovani <lpadovan@cs.unibo.it>
-Enrico Tassi <tassi@cs.unibo.it>
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Stefano Zacchiroli <zacchiro@cs.unibo.it>
+++ /dev/null
-Copyright (C) 2000-2005, HELM Team.
-
-Matita is part of HELM, an Hypertextual, Electronic
-Library of Mathematics, developed at the Computer Science
-Department, University of Bologna, Italy.
-
-HELM is free software; you can redistribute it and/or
-modify it under the terms of the GNU General Public License
-as published by the Free Software Foundation; either version 2
-of the License, or (at your option) any later version.
-
-HELM is distributed in the hope that it will be useful,
-but WITHOUT ANY WARRANTY; without even the implied warranty of
-MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-GNU General Public License for more details.
-
-You should have received a copy of the GNU General Public License
-along with HELM; if not, write to the Free Software
-Foundation, Inc., 59 Temple Place - Suite 330, Boston,
-MA 02111-1307, USA.
-
-For details, see the HELM World-Wide-Web page,
-http://helm.cs.unibo.it/
+++ /dev/null
-export SHELL=/bin/bash
-
-NULL =
-
-MAKEFLAGS+=--no-print-directory
-OCAMLPATH = ../ocaml/METAS/
-OCAMLFIND = OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH @OCAMLFIND@
-CAMLP4O = @CAMLP4O@
-LABLGLADECC = @LABLGLADECC@
-REQUIRES = @FINDLIB_REQUIRES@
-CREQUIRES = @FINDLIB_CREQUIRES@
-DEPREQUIRES = @FINDLIB_DEPREQUIRES@
-CLEANREQUIRES = @FINDLIB_CLEANREQUIRES@
-MAKEREQUIRES = @FINDLIB_MAKEREQUIRES@
-HAVE_OCAMLOPT = @HAVE_OCAMLOPT@
-
-OCAML_FLAGS = -pp $(CAMLP4O)
-PKGS = -package "$(REQUIRES)"
-CPKGS = -package "$(CREQUIRES)"
-DEPPKGS = -package "$(DEPREQUIRES)"
-CLEANPKGS = -package "$(CLEANREQUIRES)"
-MAKEPKGS = -package "$(MAKEREQUIRES)"
-OCAML_THREADS_FLAGS = -thread
-OCAML_DEBUG_FLAGS = -g
-OCAMLC_FLAGS = $(OCAML_FLAGS) $(OCAML_THREADS_FLAGS)
-OCAMLC = $(OCAMLFIND) ocamlc $(OCAMLC_FLAGS) $(OCAML_DEBUG_FLAGS)
-OCAMLOPT = $(OCAMLFIND) opt $(OCAMLC_FLAGS)
-OCAMLDEP = $(OCAMLFIND) ocamldep $(OCAML_FLAGS)
-
-MATITA_FLAGS = -noprofile
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-# objects for matita (GTK GUI)
-CMOS = \
- buildTimeConf.cmo \
- matitaLog.cmo \
- matitaTypes.cmo \
- matitaMoo.cmo \
- matitaMisc.cmo \
- matitaDb.cmo \
- matitamakeLib.cmo \
- matitaInit.cmo \
- matitaSync.cmo \
- matitaDisambiguator.cmo \
- matitaExcPp.cmo \
- matitacleanLib.cmo \
- matitaEngine.cmo \
- matitacLib.cmo \
- matitaScript.cmo \
- matitaGeneratedGui.cmo \
- matitaGtkMisc.cmo \
- matitaMathView.cmo \
- matitaGui.cmo \
- $(NULL)
-# objects for matitac (batch compiler)
-CCMOS = \
- buildTimeConf.cmo \
- matitaLog.cmo \
- matitaTypes.cmo \
- matitaMoo.cmo \
- matitaMisc.cmo \
- matitaDb.cmo \
- matitamakeLib.cmo \
- matitaInit.cmo \
- matitaSync.cmo \
- matitaDisambiguator.cmo \
- matitaExcPp.cmo \
- matitacleanLib.cmo \
- matitaEngine.cmo \
- matitacLib.cmo \
- $(NULL)
-MAINCMOS = \
- matitadep.cmo \
- matitaclean.cmo \
- matitamake.cmo \
- $(NULL)
-DEPCMOS = $(CCMOS)
-CLEANCMOS = $(CCMOS)
-MAKECMOS = \
- buildTimeConf.cmo \
- matitaLog.cmo \
- matitamakeLib.cmo \
- $(NULL)
-PROGRAMS_BYTE = matita matitac cicbrowser matitadep matitaclean matitamake dump_moo
-PROGRAMS = $(PROGRAMS_BYTE) matitatop
-PROGRAMS_OPT = $(patsubst %,%.opt,$(PROGRAMS_BYTE))
-
-.PHONY: all
-all: matita.conf.xml $(PROGRAMS) coq.moo
-
-matita.conf.xml: matita.conf.xml.sample
- @if diff matita.conf.xml.sample matita.conf.xml 1>/dev/null 2>/dev/null; then\
- touch matita.conf.xml;\
- else\
- echo;\
- echo "matita.conf.xml.sample is newer than matita.conf.xml";\
- echo;\
- echo "PLEASE update your configuration file!";\
- echo "(copying matita.conf.xml.sample should work)";\
- echo;\
- false;\
- fi
-
-matita.conf.xml.sample: matita.conf.xml.sample.in
- autoconf
- ./configure
- @echo
- @echo "WARNING: The configuration sample file has changed!"
- @echo
-
-coq.moo: coq.ma matitac
- ./matitac $(MATITA_FLAGS) coq.ma
-coq.moo.opt: coq.ma matitac.opt
- ./matitac.opt $(MATITA_FLAGS) coq.ma
-
-ifeq ($(HAVE_OCAMLOPT),yes)
-
-CMXS = $(patsubst %.cmo,%.cmx,$(CMOS))
-CCMXS = $(patsubst %.cmo,%.cmx,$(CCMOS))
-MAINCMXS = $(patsubst %.cmo,%.cmx,$(MAINCMOS))
-DEPCMXS = $(patsubst %.cmo,%.cmx,$(DEPCMOS))
-CLEANCMXS = $(patsubst %.cmo,%.cmx,$(CLEANCMOS))
-MAKECMXS = $(patsubst %.cmo,%.cmx,$(MAKECMOS))
-LIB_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "byte" -format "%d/%a" $(REQUIRES))
-LIBX_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "native" -format "%d/%a" $(REQUIRES))
-CLIB_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "byte" -format "%d/%a" $(CREQUIRES))
-CLIBX_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "native" -format "%d/%a" $(CREQUIRES))
-DEPLIB_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "byte" -format "%d/%a" $(DEPREQUIRES))
-DEPLIBX_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "native" -format "%d/%a" $(DEPREQUIRES))
-CLEANLIB_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "byte" -format "%d/%a" $(CLEANREQUIRES))
-CLEANLIBX_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "native" -format "%d/%a" $(CLEANREQUIRES))
-MAKELIB_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "byte" -format "%d/%a" $(MAKEREQUIRES))
-MAKELIBX_DEPS := $(shell $(OCAMLFIND) query -recursive -predicates "native" -format "%d/%a" $(MAKEREQUIRES))
-.PHONY: opt
-opt: $(PROGRAMS_OPT) coq.moo.opt
-.PHONY: upx
-upx: $(PROGRAMS_UPX) coq.moo.opt
-
-else
-
-opt:
- @echo "Native code compilation is disabled"
-
-endif
-
-matita: $(LIB_DEPS) $(CMOS) matita.ml
- $(OCAMLC) $(PKGS) -linkpkg -o $@ $(CMOS) matita.ml
-matita.opt: $(LIBX_DEPS) $(CMXS) matita.ml
- $(OCAMLOPT) $(PKGS) -linkpkg -o $@ $(CMXS) matita.ml
-
-dump_moo: buildTimeConf.cmo matitaLog.cmo matitaMoo.cmo dump_moo.ml
- $(OCAMLC) $(PKGS) -linkpkg -o $@ $^
-dump_moo.opt: buildTimeConf.cmx matitaLog.cmx matitaMoo.cmx dump_moo.ml
- $(OCAMLOPT) $(PKGS) -linkpkg -o $@ $^
-
-matitac: $(CLIB_DEPS) $(CCMOS) $(MAINCMOS) matitac.ml
- $(OCAMLC) $(CPKGS) -linkpkg -o $@ $(CCMOS) $(MAINCMOS) matitac.ml
-matitac.opt: $(CLIBX_DEPS) $(CCMXS) $(MAINCMXS) matitac.ml
- $(OCAMLOPT) $(CPKGS) -linkpkg -o $@ $(CCMXS) $(MAINCMXS) matitac.ml
-
-matitatop: matitatop.ml $(CLIB_DEPS) $(CCMOS)
- $(OCAMLC) $(CPKGS) -linkpkg -o $@ toplevellib.cma $(CCMOS) $<
-
-# matitadep: matitadep.ml $(DEPLIB_DEPS) $(DEPCMOS)
-# $(OCAMLC) $(DEPPKGS) -linkpkg -o $@ $(DEPCMOS) $<
-# matitadep.opt: matitadep.ml $(DEPLIB_DEPS) $(DEPCMXS)
-# $(OCAMLOPT) $(DEPPKGS) -linkpkg -o $@ $(DEPCMXS) $<
-matitadep: matitac
- @test -f $@ || ln -s $< $@
-matitadep.opt: matitac.opt
- @test -f $@ || ln -s $< $@
-
-# matitaclean: matitaclean.ml $(CLEANLIB_DEPS) $(CLEANCMOS)
-# $(OCAMLC) $(CLEANPKGS) -linkpkg -o $@ $(CLEANCMOS) $<
-# matitaclean.opt: matitaclean.ml $(CLEANLIB_DEPS) $(CLEANCMXS)
-# $(OCAMLOPT) $(CLEANPKGS) -linkpkg -o $@ $(CLEANCMXS) $<
-matitaclean: matitac
- @test -f $@ || ln -s $< $@
-matitaclean.opt: matitac.opt
- @test -f $@ || ln -s $< $@
-
-# matitamake: matitamake.ml $(MAKECMOS)
-# $(OCAMLC) $(MAKEPKGS) -linkpkg -o $@ $(MAKECMOS) $<
-# matitamake.opt: matitamake.ml $(MAKECMXS)
-# $(OCAMLOPT) $(MAKEPKGS) -linkpkg -o $@ $(MAKECMXS) $<
-matitamake: matitac
- @test -f $@ || ln -s $< $@
-matitamake.opt: matitac.opt
- @test -f $@ || ln -s $< $@
-
-cicbrowser: matita
- @test -f $@ || ln -s $< $@
-cicbrowser.opt: matita.opt
- @test -f $@ || ln -s $< $@
-
-matitaGeneratedGui.ml matitaGeneratedGui.mli: matita.glade
- $(LABLGLADECC) -embed $< > matitaGeneratedGui.ml
- $(OCAMLC) $(PKGS) -i matitaGeneratedGui.ml > matitaGeneratedGui.mli
-
-.PHONY: clean
-clean:
- rm -rf *.cma *.cmo *.cmi *.cmx *.cmxa *.a *.o \
- $(PROGRAMS) \
- $(PROGRAMS_OPT) \
- $(PROGRAMS_STATIC) \
- $(PROGRAMS_UPX) \
- $(NULL)
-
-tests: matitac matitadep matitaclean
- @-(cd library && make -k clean all)
- @-(cd tests && make -k clean all)
- @-(cd tests/bad_tests && make -k clean all)
- @-(cd contribs/LAMBDA-TYPES && make -k clean all)
- @-(cd contribs/PREDICATIVE-TOPOLOGY && make -k clean all)
-tests.opt: matitac.opt matitadep.opt matitaclean.opt
- @-(cd library && make -k clean.opt opt)
- @-(cd tests && make -k clean.opt opt)
- @-(cd tests/bad_tests && make -k clean.opt opt)
- @-(cd contribs/LAMBDA-TYPES && make -k clean.opt opt)
- @-(cd contribs/PREDICATIVE-TOPOLOGY && make -k clean.opt opt)
-cleantests: matitaclean
- @(cd library && make clean)
- @(cd tests && make clean)
- @(cd tests/bad_tests && make clean)
- @(cd contribs/LAMBDA-TYPES && make clean)
- @(cd contribs/PREDICATIVE-TOPOLOGY && make clean)
-cleantests.opt: matitaclean.opt
- @(cd library && make clean.opt)
- @(cd tests && make clean.opt)
- @(cd tests/bad_tests && make clean)
- @(cd contribs/LAMBDA-TYPES && make clean.opt)
- @(cd contribs/PREDICATIVE-TOPOLOGY && make clean.opt)
-.PHONY: tests tests.opt cleantests cleantests.opt
-
-# {{{ Distribution stuff
-
-STATIC_LINK = dist/static_link/static_link
-# for matita
-STATIC_LIBS = \
- t1 t1x \
- gtkmathview_gmetadom mathview mathview_backend_gtk mathview_frontend_gmetadom \
- gtksourceview-1.0 \
- gdome gmetadom_gdome_cpp_smart \
- stdc++ \
- mysqlclient \
- expat \
- $(NULL)
-STATIC_EXTRA_LIBS = -cclib -lt1x -cclib -lstdc++
-# for matitac & co
-STATIC_CLIBS = \
- gdome \
- mysqlclient \
- $(NULL)
-STATIC_EXTRA_CLIBS =
-PROGRAMS_STATIC = $(patsubst %,%.static,$(PROGRAMS_OPT))
-PROGRAMS_UPX = $(patsubst %,%.upx,$(PROGRAMS_STATIC))
-
-ifeq ($(HAVE_OCAMLOPT),yes)
-static: $(STATIC_LINK) $(PROGRAMS_STATIC) coq.moo.opt
-else
-upx:
- @echo "Native code compilation is disabled"
-static:
- @echo "Native code compilation is disabled"
-endif
-
-$(STATIC_LINK):
- $(MAKE) -C dist/ $(STATIC_LINK)
-
-matita.opt.static: $(STATIC_LINK) $(LIBX_DEPS) $(CMXS) matita.ml
- $(STATIC_LINK) $(STATIC_LIBS) -- \
- $(OCAMLOPT) $(PKGS) -linkpkg -o $@ $(CMXS) matita.ml \
- $(STATIC_EXTRA_LIBS)
- strip $@
-dump_moo.opt.static: $(STATIC_LINK) buildTimeConf.cmx matitaLog.cmx matitaMoo.cmx dump_moo.ml
- $(STATIC_LINK) $(STATIC_CLIBS) -- \
- $(OCAMLOPT) $(PKGS) -linkpkg -o $@ $^ \
- $(STATIC_EXTRA_CLIBS)
- strip $@
-matitac.opt.static: $(STATIC_LINK) $(CLIBX_DEPS) $(CCMXS) $(MAINCMXS) matitac.ml
- $(STATIC_LINK) $(STATIC_CLIBS) -- \
- $(OCAMLOPT) $(CPKGS) -linkpkg -o $@ $(CCMXS) $(MAINCMXS) matitac.ml \
- $(STATIC_EXTRA_CLIBS)
- strip $@
-# matitadep.opt.static: $(STATIC_LINK) matitadep.ml $(DEPLIB_DEPS) $(DEPCMXS)
-# $(STATIC_LINK) $(STATIC_CLIBS) -- \
-# $(OCAMLOPT) $(DEPPKGS) -linkpkg -o $@ $(DEPCMXS) $< \
-# $(STATIC_EXTRA_CLIBS)
-# strip $@
-matitadep.opt.static: matitac.opt.static
- @test -f $@ || ln -s $< $@
-# matitaclean.opt.static: $(STATIC_LINK) matitaclean.ml $(CLEANLIB_DEPS) $(CLEANCMXS)
-# $(STATIC_LINK) $(STATIC_CLIBS) -- \
-# $(OCAMLOPT) $(CLEANPKGS) -linkpkg -o $@ $(CLEANCMXS) $< \
-# $(STATIC_EXTRA_CLIBS)
-# strip $@
-matitaclean.opt.static: matitac.opt.static
- @test -f $@ || ln -s $< $@
-# matitamake.opt.static: $(STATIC_LINK) matitamake.ml $(MAKECMXS)
-# $(STATIC_LINK) $(STATIC_CLIBS) -- \
-# $(OCAMLOPT) $(PKGS) -linkpkg -o $@ $(MAKECMXS) $< \
-# $(STATIC_EXTRA_CLIBS)
-# strip $@
-matitamake.opt.static: matitac.opt.static
- @test -f $@ || ln -s $< $@
-cicbrowser.opt.static: matita.opt.static
- @test -f $@ || ln -s $< $@
-cicbrowser.opt.static.upx: matita.opt.static.upx
- @test -f $@ || ln -s $< $@
-
-.PHONY: distclean
-distclean: clean
- $(MAKE) -C dist/ clean
- rm -f matitaGeneratedGui.ml matitaGeneratedGui.mli
- rm -f config.log config.status Makefile buildTimeConf.ml
- rm -f matita.glade.bak matita.gladep.bak
- rm -rf autom4te.cache/
- rm -f configure matita.conf.xml.sample
-
-%.upx: %
- cp $< $@
- strip $@
- upx $@
-
-# }}} End of distribution stuff
-
-tags: TAGS
-.PHONY: TAGS
-TAGS:
- cd ..; otags -vi -r ocaml/ matita/
-
-#.depend: matitaGeneratedGui.ml matitaGeneratedGui.mli *.ml *.mli
-
-.PHONY: depend
-depend:
- $(OCAMLDEP) *.ml *.mli > .depend
-
-include .depend
-
-%.cmi: %.mli
- $(OCAMLC) $(PKGS) -c $<
-%.cmo %.cmi: %.ml
- $(OCAMLC) $(PKGS) -c $<
-%.cmx: %.ml
- $(OCAMLOPT) $(PKGS) -c $<
-%.annot: %.ml
- $(OCAMLC) -dtypes $(PKGS) -c $<
-
-$(CMOS): $(LIB_DEPS)
-$(CMOS:%.cmo=%.cmx): $(LIBX_DEPS)
-
-ifeq ($(MAKECMDGOALS),all)
- $(CMOS:%.cmo=%.cmi): $(LIB_DEPS)
-endif
-ifeq ($(MAKECMDGOALS),)
- $(CMOS:%.cmo=%.cmi): $(LIB_DEPS)
-endif
-ifeq ($(MAKECMDGOALS),opt)
- $(CMOS:%.cmo=%.cmi): $(LIBX_DEPS)
-endif
-
-# vim: set foldmethod=marker:
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let debug = @DEBUG@;;
-let version = "@MATITA_VERSION@";;
-let undo_history_size = 10;;
-let console_history_size = 100;;
-let browser_history_size = 100;;
-let base_uri = "cic:/matita";;
-let phrase_sep = ".";;
-let blank_uri = "about:blank";;
-let current_proof_uri = "about:current_proof";;
-let default_font_size = 10;;
-let script_font = "Monospace";;
-
- (** may be overridden with MATITA_RT_BASE_DIR environment variable, useful for
- * binary distribution installed in user home directories *)
-let runtime_base_dir =
- try
- Sys.getenv "MATITA_RT_BASE_DIR"
- with Not_found -> "@RT_BASE_DIR@";;
-
-let images_dir = runtime_base_dir ^ "/icons"
-let gtkrc_file = runtime_base_dir ^ "/matita.gtkrc"
-let lang_file = runtime_base_dir ^ "/matita.lang"
-let script_template = runtime_base_dir ^ "/matita.ma.templ"
-let core_notation_script = runtime_base_dir ^ "/core_notation.moo"
-let coq_notation_script = runtime_base_dir ^ "/coq.moo"
-let matita_conf = runtime_base_dir ^ "/matita.conf.xml"
-let closed_xml = runtime_base_dir ^ "/closed.xml"
-let gtkmathview_conf = runtime_base_dir ^ "/gtkmathview.matita.conf.xml"
-let matitamake_makefile_template = runtime_base_dir ^ "/template_makefile.in"
-
+++ /dev/null
-<?xml version="1.0"?>
-<b:box xmlns:m="http://www.w3.org/1998/Math/MathML" xmlns:b="http://helm.cs.unibo.it/2003/BoxML">
- <b:h>
- <b:space width="2em"/>
- <b:v>
- <b:space height="2ex"/>
- <b:v>
- <b:decor style="box">
- <b:space width="1ex" height="1ex"/>
- </b:decor>
- <b:space height="1ex"/>
- <b:text>This goal has already been closed.</b:text>
- <b:text>Use the "skip" command to throw it away.</b:text>
- </b:v>
- </b:v>
- </b:h>
-</b:box>
+++ /dev/null
-AC_INIT(matitaTypes.ml)
-
-# Distribution settings (i.e. settings to be manipulated before a release)
-DEBUG_DEFAULT="true"
-RT_BASE_DIR_DEFAULT="`pwd`"
-MATITA_VERSION="0.0.1"
-# End of distribution settings
-
-AC_CHECK_PROG(HAVE_OCAMLC, ocamlc, yes, no)
-if test $HAVE_OCAMLC = "no"; then
- AC_MSG_ERROR(could not find ocamlc)
-fi
-AC_CHECK_PROG(HAVE_OCAMLOPT, ocamlopt, yes, no)
-if test $HAVE_OCAMLOPT = "no"; then
- AC_MSG_WARN(could not find ocamlopt: native code compilation disabled)
-fi
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "yes"; then
- OCAMLFIND="ocamlfind"
-else
- AC_MSG_ERROR(could not find ocamlfind)
-fi
-AC_CHECK_PROG(HAVE_LABLGLADECC, lablgladecc2, yes, no)
-if test $HAVE_LABLGLADECC = "yes"; then
- LABLGLADECC="lablgladecc2"
-else
- AC_MSG_ERROR(could not find lablgladecc2)
-fi
-AC_CHECK_PROG(HAVE_CAMLP4O, camlp4o, yes, no)
-if test $HAVE_CAMLP4O = "yes"; then
- CAMLP4O="camlp4o"
-else
- AC_MSG_ERROR(could not find camlp4o)
-fi
-FINDLIB_COMREQUIRES="\
-pcre \
-mysql \
-helm-registry \
-helm-extlib \
-helm-hmysql \
-helm-cic_notation \
-helm-tactics \
-helm-cic_disambiguation \
-"
-FINDLIB_CLEANREQUIRES="$FINDLIB_COMREQUIRES"
-FINDLIB_DEPREQUIRES="$FINDLIB_COMREQUIRES"
-FINDLIB_MAKEREQUIRES=" \
-helm-registry \
-helm-extlib \
-"
-FINDLIB_CREQUIRES=" \
-$FINDLIB_COMREQUIRES \
-helm-paramodulation \
-"
-FINDLIB_REQUIRES="\
-$FINDLIB_CREQUIRES \
-lablgtk2.glade \
-lablgtkmathview \
-lablgtksourceview \
-helm-xmldiff \
-helm-cic_transformations \
-helm-tactics \
-helm-cic_disambiguation \
-helm-paramodulation \
-"
-for r in $FINDLIB_REQUIRES
-do
- AC_MSG_CHECKING(for $r ocaml library)
- if OCAMLPATH=../ocaml/METAS $OCAMLFIND query $r &> /dev/null; then
- AC_MSG_RESULT(yes)
- else
- AC_MSG_ERROR(could not find $r ocaml library)
- fi
-done
-
-OCAMLFIND_COMMANDS=""
-# AC_CHECK_PROG(HAVE_OCAMLC_OPT, ocamlc.opt, yes, no)
-# if test $HAVE_OCAMLC_OPT = "yes"; then
-# if test "$OCAMLFIND_COMMANDS" = ""; then
-# OCAMLFIND_COMMANDS="ocamlc=ocamlc.opt"
-# else
-# OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlc=ocamlc.opt"
-# fi
-# fi
-# AC_CHECK_PROG(HAVE_OCAMLOPT_OPT, ocamlopt.opt, yes, no)
-# if test $HAVE_OCAMLOPT_OPT = "yes"; then
-# if test "$OCAMLFIND_COMMANDS" = ""; then
-# OCAMLFIND_COMMANDS="ocamlopt=ocamlopt.opt"
-# else
-# OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlopt=ocamlopt.opt"
-# fi
-# fi
-if test "$OCAMLFIND_COMMANDS" != ""; then
- OCAMLFIND="OCAMLFIND_COMMANDS='$OCAMLFIND_COMMANDS' $OCAMLFIND"
-fi
-
-AC_MSG_CHECKING(--enable-debug argument)
-AC_ARG_ENABLE(debug,
- [ --enable-debug Turn on debugging],
- [GIVEN="yes";
- case "${enableval}" in
- yes) DEBUG=true ;;
- no) DEBUG=false ;;
- *) AC_MSG_ERROR(bad value ${enableval} for --enable-debug) ;;
- esac],
- [GIVEN="no"; DEBUG="$DEBUG_DEFAULT"])
-MSG=$GIVEN
-if test "$DEBUG" = "true"; then
- MSG="$MSG, debugging enabled."
-else
- MSG="$MSG, debugging disabled."
-fi
-AC_MSG_RESULT($MSG)
-
-AC_MSG_CHECKING(--with-runtime-dir argument)
-AC_ARG_WITH(runtime-dir,
- [ --with-runtime-dir Runtime directory (current working directory if not given)],
- [ RT_BASE_DIR="${withval}" ],
- [ RT_BASE_DIR="$RT_BASE_DIR_DEFAULT" ])
-AC_MSG_RESULT($RT_BASE_DIR)
-
-AC_SUBST(CAMLP4O)
-AC_SUBST(DEBUG)
-AC_SUBST(TRANSFORMER_MODULE)
-AC_SUBST(FINDLIB_REQUIRES)
-AC_SUBST(FINDLIB_CREQUIRES)
-AC_SUBST(FINDLIB_DEPREQUIRES)
-AC_SUBST(FINDLIB_CLEANREQUIRES)
-AC_SUBST(FINDLIB_MAKEREQUIRES)
-AC_SUBST(HAVE_OCAMLOPT)
-AC_SUBST(LABLGLADECC)
-AC_SUBST(OCAMLFIND)
-AC_SUBST(RT_BASE_DIR)
-AC_SUBST(MATITA_VERSION)
-
-AC_OUTPUT([
- matita.conf.xml.sample
- buildTimeConf.ml
- Makefile
- gtkmathview.matita.conf.xml
-])
+++ /dev/null
-.depend
-*.moo
+++ /dev/null
-SRC=$(shell find . -name "*.ma" -a -type f)
-
-MATITA_FLAGS =
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac $(MATITA_FLAGS)" "../../matitaclean $(MATITA_FLAGS)" /dev/null OK
-MATITACOPT=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac.opt $(MATITA_FLAGS)" "../../matitaclean.opt $(MATITA_FLAGS)" /dev/null OK
-VERBOSEMATITAC=../../matitac $(MATITA_FLAGS)
-VERBOSEMATITACOPT=../../matitac.opt $(MATITA_FLAGS)
-
-MATITACLEAN=../../matitaclean $(MATITA_FLAGS)
-MATITACLEANOPT=../../matitaclean.opt $(MATITA_FLAGS)
-
-MATITADEP=../../matitadep $(MATITA_FLAGS)
-MATITADEPOPT=../../matitadep.opt $(MATITA_FLAGS)
-
-DEPEND_NAME=.depend
-
-H=@
-
-all: $(SRC:%.ma=%.mo)
-
-opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' all
-
-verbose:
- $(H)$(MAKE) MATITAC='$(VERBOSEMATITAC)' MATITACLEAN='$(MATITACLEAN)' MATITADEP='$(MATITADEP)' all
-
-%.opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' $(@:%.opt=%)
-
-clean:
- $(H)$(MATITACLEAN) $(SRC)
-
-cleanall:
- $(H)rm -f $(SRC:%.ma=%.moo)
- $(MATITACLEAN) all
-
-depend:
- rm -f $(DEPEND_NAME)
- $(MAKE) $(DEPEND_NAME)
-.PHONY: depend
-
-%.moo:
- $(H)$(MATITAC) $<
-
-$(DEPEND_NAME): $(SRC)
- $(H)$(MATITADEP) $(SRC) > $@ || rm -f $@
-
-#include $(DEPEND_NAME)
-include .depend
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/LAMBDA-TYPES/lref_map_defs".
-
-include "terms_defs.ma".
-
-inductive tlref_map (A: Set) (N: Set) (map: nat \to nat): nat \to (T A N) \to (T A N) \to Prop \def
- | tlref_map_sort: \forall i. \forall k. \forall y. (tlref_map A N map i (TSort A N y k) (TSort A N y k))
- | tlref_map_lref_lt: \forall j. \forall i. \forall y. j < i \to (tlref_map A N map i (TLRef A N y j) (TLRef A N y j))
- | tlref_map_lref_ge: \forall j. \forall i. \forall y. i \le j \to (tlref_map A N map i (TLRef A N y j) (TLRef A N y (map j))).
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/LAMBDA-TYPES/terms_defs".
-
-include "coq.ma".
-
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias id "plus" = "cic:/Coq/Init/Peano/plus.con".
-alias id "lt" = "cic:/Coq/Init/Peano/lt.con".
-alias id "le" = "cic:/Coq/Init/Peano/le.ind#xpointer(1/1)".
-
-inductive B : Set \def
- | Void: B
- | Abbr: B
- | Abst: B.
-
-inductive F : Set \def
- | Appl: F
- | Cast: F.
-
-inductive W : Set \def
- | Bind: B \to W
- | Flat: F \to W.
-
-inductive T (A:Set) (N:Set) : Set \def
- | TSort: A \to nat \to (T A N)
- | TLRef: A \to nat \to (T A N)
- | TWag : A \to W \to (T A N) \to (T A N) \to (T A N)
- | TGRef: A \to N \to (T A N).
-
-record X (A:Set) (N:Set) : Type \def {
- get_gref: N \to B \to (T A N) \to Prop
-}.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/LAMBDA-TYPES/tlt_defs".
-
-include "terms_defs.ma".
-
-definition wadd: (nat \to nat) \to nat \to (nat \to nat) \def
- \lambda map,w,n.
- match n with [
- O \Rightarrow w
- | (S m) \Rightarrow (map m)
- ].
-
-let rec weight_map (A:Set) (N:Set) (map:nat \to nat) (t:T A N) on t : nat \def
- match t with [
- (TSort y k) \Rightarrow O
- | (TLRef y i) \Rightarrow (map i)
- | (TWag y z w u) \Rightarrow
- match z with [
- (Bind b) \Rightarrow
- match b with [
- Abbr \Rightarrow
- (S ((weight_map A N map w) + (weight_map A N (wadd map (S (weight_map A N map w))) u)))
- | Abst \Rightarrow
- (S ((weight_map A N map w) + (weight_map A N (wadd map O) u)))
- | Void \Rightarrow
- (S ((weight_map A N map w) + (weight_map A N (wadd map O) u)))
- ]
- | (Flat a) \Rightarrow
- (S ((weight_map A N map w) + (weight_map A N map u)))
- ]
- | (TGRef y n) \Rightarrow O
- ].
-
-definition weight: \forall A,N. T A N \to nat \def
- \lambda A,N.
- (weight_map A N (\lambda _.O)).
-
-definition tlt: \forall A,N. T A N \to T A N \to Prop \def
- \lambda A,N,t1,t2.
- weight A N t1 < weight A N t2.
+++ /dev/null
-.depend
-*.moo
+++ /dev/null
-SRC=$(shell find . -name "*.ma" -a -type f)
-
-MATITA_FLAGS =
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac $(MATITA_FLAGS)" "../../matitaclean $(MATITA_FLAGS)" /dev/null OK
-MATITACOPT=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac.opt $(MATITA_FLAGS)" "../../matitaclean.opt $(MATITA_FLAGS)" /dev/null OK
-VERBOSEMATITAC=../../matitac $(MATITA_FLAGS)
-VERBOSEMATITACOPT=../../matitac.opt $(MATITA_FLAGS)
-
-MATITACLEAN=../../matitaclean $(MATITA_FLAGS)
-MATITACLEANOPT=../../matitaclean.opt $(MATITA_FLAGS)
-
-MATITADEP=../../matitadep $(MATITA_FLAGS)
-MATITADEPOPT=../../matitadep.opt $(MATITA_FLAGS)
-
-DEPEND_NAME=.depend
-
-H=@
-
-all: $(SRC:%.ma=%.mo)
-
-opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' all
-
-verbose:
- $(H)$(MAKE) MATITAC='$(VERBOSEMATITAC)' MATITACLEAN='$(MATITACLEAN)' MATITADEP='$(MATITADEP)' all
-
-%.opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' $(@:%.opt=%)
-
-clean:
- $(H)$(MATITACLEAN) $(SRC)
-
-cleanall:
- $(H)rm -f $(SRC:%.ma=%.moo)
- $(MATITACLEAN) all
-
-depend:
- rm -f $(DEPEND_NAME)
- $(MAKE) $(DEPEND_NAME)
-.PHONY: depend
-
-%.moo:
- $(H)$(MATITAC) $<
-
-$(DEPEND_NAME): $(SRC)
- $(H)$(MATITADEP) $(SRC) > $@ || rm -f $@
-
-#include $(DEPEND_NAME)
-include .depend
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-(* Project started Wed Oct 12, 2005 ***************************************)
-
-set "baseuri" "cic:/matita/PREDICATIVE-TOPOLOGY/class_defs".
-
-include "../../library/logic/connectives.ma".
-
-(* ACZEL CATEGORIES:
- - We use typoids with a compatible membership relation
- - The category is intended to be the domain of the membership relation
- - The membership relation is necessary because we need to regard the
- domain of a propositional function (ie a predicative subset) as a
- quantification domain and therefore as a category, but there is no
- type in CIC representing the domain of a propositional function
- - We set up a single equality predicate, parametric on the category,
- defined as the reflexive, symmetic, transitive and compatible closure
- of the cle1 predicate given inside the category. Then we prove the
- properties of the equality that usually are axiomatized inside the
- category structure. This makes categories easier to use
-*)
-
-definition true_f \def \lambda (X:Type). \lambda (_:X). True.
-
-definition false_f \def \lambda (X:Type). \lambda (_:X). False.
-
-record Class: Type \def {
- class: Type;
- cin : class \to Prop;
- cle1 : class \to class \to Prop
-}.
-
-coercion class.
-
-inductive ceq (C:Class) (c1:C): C \to Prop \def
- | ceq_refl: cin ? c1 \to ceq ? c1 c1
- | ceq_sing_r: \forall c2,c3.
- ceq ? c1 c2 \to cin ? c3 \to cle1 ? c2 c3 \to ceq ? c1 c3
- | ceq_sing_l: \forall c2,c3.
- ceq ? c1 c2 \to cin ? c3 \to cle1 ? c3 c2 \to ceq ? c1 c3.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/PREDICATIVE-TOPOLOGY/class_eq".
-
-include "class_defs.ma".
-
-theorem ceq_cl: \forall C,c1,c2. ceq ? c1 c2 \to cin C c1 \land cin C c2.
-intros; elim H; clear H; clear c2;
- [ auto | decompose H2; auto | decompose H2; auto ].
-qed.
-
-theorem ceq_trans: \forall C,c2,c1,c3.
- ceq C c2 c3 \to ceq ? c1 c2 \to ceq ? c1 c3.
-intros 5; elim H; clear H; clear c3;
- [ auto
- | apply ceq_sing_r; [||| apply H4 ]; auto
- | apply ceq_sing_l; [||| apply H4 ]; auto
- ].
-qed.
-
-theorem ceq_conf_rev: \forall C,c2,c1,c3.
- ceq C c3 c2 \to ceq ? c1 c2 \to ceq ? c1 c3.
-intros 5; elim H; clear H; clear c2;
- [ auto
- | lapply ceq_cl; [ decompose Hletin |||| apply H1 ].
- apply H2; apply ceq_sing_l; [||| apply H4 ]; auto
- | lapply ceq_cl; [ decompose Hletin |||| apply H1 ].
- apply H2; apply ceq_sing_r; [||| apply H4 ]; auto
- ].
-qed.
-
-theorem ceq_sym: \forall C,c1,c2. ceq C c1 c2 \to ceq C c2 c1.
-intros;
-lapply ceq_cl; [ decompose Hletin |||| apply H ].
-auto.
-qed.
-
-theorem ceq_conf: \forall C,c2,c1,c3.
- ceq C c1 c2 \to ceq ? c1 c3 \to ceq ? c2 c3.
-intros.
-lapply ceq_sym; [|||| apply H ].
-apply ceq_trans; [| auto | auto ].
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/PREDICATIVE-TOPOLOGY/domain_defs".
-
-include "class_defs.ma".
-
-(* QUANTIFICATION DOMAINS
- - These are the categories on which we allow quantification
- - We set up single quantifiers, parametric on the domain, so they
- already have the properties that usually are axiomatized inside the
- domain structure. This makes domains easier to use
-*)
-
-record Domain: Type \def {
- qd: Class
-}.
-
-coercion qd.
-
-(* internal universal quantification *)
-inductive dall (D:Domain) (P:D \to Prop) : Prop \def
- | dall_intro: (\forall d:D. cin D d \to P d) \to dall D P.
-
-(* internal existential quantification *)
-inductive dex (D:Domain) (P:D \to Prop) : Prop \def
- | dex_intro: \forall d:D. cin D d \land P d \to dex D P.
-
-(* notations **************************************************************)
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "internal for all" 'iforall \eta.x =
- (cic:/matita/PREDICATIVE-TOPOLOGY/domain_defs/dall.ind#xpointer(1/1) _ x).
-
-notation > "hvbox(\iforall ident i opt (: ty) break . p)"
- right associative with precedence 20
-for @{ 'iforall ${default
- @{\lambda ${ident i} : $ty. $p)}
- @{\lambda ${ident i} . $p}}}.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "internal exists" 'dexists \eta.x =
- (cic:/matita/PREDICATIVE-TOPOLOGY/domain_defs/dex.ind#xpointer(1/1) _ x).
-
-notation > "hvbox(\iexists ident i opt (: ty) break . p)"
- right associative with precedence 20
-for @{ 'dexists ${default
- @{\lambda ${ident i} : $ty. $p)}
- @{\lambda ${ident i} . $p}}}.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/PREDICATIVE-TOPOLOGY/subset_defs".
-
-include "domain_defs.ma".
-
-(* SUBSETS
- - We use predicative subsets coded as propositional functions
- according to G.Sambin and S.Valentini "Toolbox"
-*)
-
-definition Subset \def \lambda (D:Domain). D \to Prop.
-
-(* subset membership (epsilon) *)
-definition sin : \forall D. Subset D \to D \to Prop \def
- \lambda (D:Domain). \lambda U,d. cin D d \and U d.
-
-(* subset top (full subset) *)
-definition stop \def \lambda (D:Domain). true_f D.
-
-(* subset bottom (empty subset) *)
-definition sbot \def \lambda (D:Domain). false_f D.
-
-(* subset and (binary intersection) *)
-definition sand: \forall D. Subset D \to Subset D \to Subset D \def
- \lambda D,U1,U2,d. U1 d \land U2 d.
-
-(* subset or (binary union) *)
-definition sor: \forall D. Subset D \to Subset D \to Subset D \def
- \lambda D,U1,U2,d. U1 d \lor U2 d.
-
-(* subset less or equal (inclusion) *)
-definition sle: \forall D. Subset D \to Subset D \to Prop \def
- \lambda D,U1,U2. \iforall d. U1 d \to U2 d.
-
-(* subset overlap *)
-definition sover: \forall D. Subset D \to Subset D \to Prop \def
- \lambda D,U1,U2. \iexists d. U1 d \land U2 d.
-
-(* coercions **************************************************************)
-
-(* the class of the subsets of a domain (not an implicit coercion) *)
-definition class_of_subsets_of \def
- \lambda D. mk_Class (Subset D) (true_f ?) (sle ?).
-
-(* the domain built upon a subset *)
-definition domain_of_subset: \forall D. (Subset D) \to Domain \def
- \lambda (D:Domain). \lambda U.
- mk_Domain (mk_Class D (sin D U) (cle1 D)).
-
-coercion domain_of_subset.
-
-(* the full subset of a domain *)
-coercion stop.
+++ /dev/null
-(* aritmetic operators *)
-
-interpretation "Coq's natural plus" 'plus x y = (cic:/Coq/Init/Peano/plus.con x y).
-interpretation "Coq's real plus" 'plus x y = (cic:/Coq/Reals/Rdefinitions/Rplus.con x y).
-interpretation "Coq's binary integer plus" 'plus x y = (cic:/Coq/ZArith/BinInt/Zplus.con x y).
-interpretation "Coq's binary positive plus" 'plus x y = (cic:/Coq/NArith/BinPos/Pplus.con x y).
-interpretation "Coq's natural minus" 'minus x y = (cic:/Coq/Init/Peano/minus.con x y).
-interpretation "Coq's real minus" 'minus x y = (cic:/Coq/Reals/Rdefinitions/Rminus.con x y).
-interpretation "Coq's binary integer minus" 'minus x y = (cic:/Coq/ZArith/BinInt/Zminus.con x y).
-interpretation "Coq's binary positive minus" 'minus x y = (cic:/Coq/NArith/BinPos/Pminus.con x y).
-interpretation "Coq's natural times" 'times x y = (cic:/Coq/Init/Peano/mult.con x y).
-interpretation "Coq's real times" 'times x y = (cic:/Coq/Reals/Rdefinitions/Rmult.con x y).
-interpretation "Coq's binary positive times" 'times x y = (cic:/Coq/NArith/BinPos/Pmult.con x y).
-interpretation "Coq's binary integer times" 'times x y = (cic:/Coq/ZArith/BinInt/Zmult.con x y).
-interpretation "Coq's real power" 'power x y = (cic:/Coq/Reals/Rfunctions/pow.con x y).
-interpretation "Coq's integer power" 'power x y = (cic:/Coq/ZArith/Zpower/Zpower.con x y).
-interpretation "Coq's real divide" 'divide x y = (cic:/Coq/Reals/Rdefinitions/Rdiv.con x y).
-interpretation "Coq's real unary minus" 'uminus x = (cic:/Coq/Reals/Rdefinitions/Ropp.con x).
-interpretation "Coq's binary integer negative sign" 'uminus x = (cic:/Coq/ZArith/BinInt/Z.ind#xpointer(1/1/3) x).
-interpretation "Coq's binary integer unary minus" 'uminus x = (cic:/Coq/ZArith/BinInt/Zopp.con x).
-
-(* logical operators *)
-
-interpretation "Coq's logical and" 'and x y = (cic:/Coq/Init/Logic/and.ind#xpointer(1/1) x y).
-interpretation "Coq's logical or" 'or x y = (cic:/Coq/Init/Logic/or.ind#xpointer(1/1) x y).
-interpretation "Coq's logical not" 'not x = (cic:/Coq/Init/Logic/not.con x).
-interpretation "Coq's exists" 'exists \eta.x = (cic:/Coq/Init/Logic/ex.ind#xpointer(1/1) _ x).
-
-(* relational operators *)
-
-interpretation "Coq's natural 'less or equal to'" 'leq x y = (cic:/Coq/Init/Peano/le.ind#xpointer(1/1) x y).
-interpretation "Coq's real 'less or equal to'" 'leq x y = (cic:/Coq/Reals/Rdefinitions/Rle.con x y).
-interpretation "Coq's natural 'greater or equal to'" 'geq x y = (cic:/Coq/Init/Peano/ge.con x y).
-interpretation "Coq's real 'greater or equal to'" 'geq x y = (cic:/Coq/Reals/Rdefinitions/Rge.con x y).
-interpretation "Coq's natural 'less than'" 'lt x y = (cic:/Coq/Init/Peano/lt.con x y).
-interpretation "Coq's real 'less than'" 'lt x y = (cic:/Coq/Reals/Rdefinitions/Rlt.con x y).
-interpretation "Coq's natural 'greater than'" 'gt x y = (cic:/Coq/Init/Peano/gt.con x y).
-interpretation "Coq's real 'greater than'" 'gt x y = (cic:/Coq/Reals/Rdefinitions/Rgt.con x y).
-
-interpretation "Coq's leibnitz's equality" 'eq x y = (cic:/Coq/Init/Logic/eq.ind#xpointer(1/1) _ x y).
-interpretation "Coq's not equal to (leibnitz)" 'neq x y = (cic:/Coq/Init/Logic/not.con (cic:/Coq/Init/Logic/eq.ind#xpointer(1/1) _ x y)).
-
+++ /dev/null
-notation "hvbox(a break \to b)"
- right associative with precedence 20
-for @{ \forall $_:$a.$b }.
-
-notation < "hvbox(a break \to b)"
- right associative with precedence 20
-for @{ \Pi $_:$a.$b }.
-
-notation "hvbox(a break = b)"
- non associative with precedence 45
-for @{ 'eq $a $b }.
-
-notation "hvbox(a break \leq b)"
- non associative with precedence 45
-for @{ 'leq $a $b }.
-
-notation "hvbox(a break \geq b)"
- non associative with precedence 45
-for @{ 'geq $a $b }.
-
-notation "hvbox(a break \lt b)"
- non associative with precedence 45
-for @{ 'lt $a $b }.
-
-notation "hvbox(a break \gt b)"
- non associative with precedence 45
-for @{ 'gt $a $b }.
-
-notation "hvbox(a break \neq b)"
- non associative with precedence 45
-for @{ 'neq $a $b }.
-
-notation "hvbox(a break \nleq b)"
- non associative with precedence 45
-for @{ 'nleq $a $b }.
-
-notation "hvbox(a break \ngeq b)"
- non associative with precedence 45
-for @{ 'ngeq $a $b }.
-
-notation "hvbox(a break \nless b)"
- non associative with precedence 45
-for @{ 'nless $a $b }.
-
-notation "hvbox(a break \ngtr b)"
- non associative with precedence 45
-for @{ 'ngtr $a $b }.
-
-notation "hvbox(a break \divides b)"
- non associative with precedence 45
-for @{ 'divides $a $b }.
-
-notation "hvbox(a break \ndivides b)"
- non associative with precedence 45
-for @{ 'ndivides $a $b }.
-
-notation "hvbox(a break + b)"
- left associative with precedence 50
-for @{ 'plus $a $b }.
-
-notation "hvbox(a break - b)"
- left associative with precedence 50
-for @{ 'minus $a $b }.
-
-notation "hvbox(a break * b)"
- left associative with precedence 55
-for @{ 'times $a $b }.
-
-notation "hvbox(a break \mod b)"
- left associative with precedence 55
-for @{ 'module $a $b }.
-
-notation "\frac a b"
- non associative with precedence 90
-for @{ 'divide $a $b }.
-
-notation "a \over b"
- left associative with precedence 55
-for @{ 'divide $a $b }.
-
-notation "hvbox(a break / b)"
- left associative with precedence 55
-for @{ 'divide $a $b }.
-
-notation > "- a"
- right associative with precedence 60
-for @{ 'uminus $a }.
-
-notation < "- a"
- right associative with precedence 75
-for @{ 'uminus $a }.
-
-notation "a !"
- non associative with precedence 80
-for @{ 'fact $a }.
-
-notation "(a \sup b)"
- right associative with precedence 65
-for @{ 'exp $a $b}.
-
-notation "\sqrt a"
- non associative with precedence 60
-for @{ 'sqrt $a }.
-
-notation "hvbox(a break \lor b)"
- left associative with precedence 30
-for @{ 'or $a $b }.
-
-notation "hvbox(a break \land b)"
- left associative with precedence 35
-for @{ 'and $a $b }.
-
-notation "hvbox(\lnot a)"
- left associative with precedence 40
-for @{ 'not $a }.
+++ /dev/null
-<?xml version="1.0"?>
-<dictionary>
- <operator name="(" form="prefix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="(" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name=")" form="postfix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name=")" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="[" form="prefix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="[" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="]" form="postfix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="]" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="{" form="prefix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="{" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="}" form="postfix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
- <operator name="}" form="infix" fence="true" stretchy="false" lspace="0em" rspace="0em"/>
-</dictionary>
+++ /dev/null
-MYSQL_FLAGS = --extended_insert --lock-tables=off --no-create-info
-DB = -u helm -h mowgli.cs.unibo.it matita
-TABLE_CREATOR = ../../ocaml/metadata/table_creator/table_creator
-TABLES := $(shell $(TABLE_CREATOR) list all)
-all: static_link
-clean: static_link_clean
-.PHONY: static_link
-static_link:
- $(MAKE) -C static_link/
-static_link_clean:
- $(MAKE) -C static_link/ clean
-dist: matita_stdlib.sql.gz
-.PHONY: matita_stdlib.sql
-matita_stdlib.sql:
- mysqldump $(MYSQL_FLAGS) $(DB) $(TABLES) > $@
-%.gz: %
- gzip -c $< > $@
+++ /dev/null
-#!/bin/bash
-set -e
-
-MYSQL="mysql"
-DBHOST="localhost"
-DBNAME="matita"
-DBUSER="helm"
-DBPASS=""
-
-TABLE_CREATOR="../../ocaml/metadata/table_creator/table_creator"
-
-SQL="matita_db.sql"
-STDLIB_DATA="matita_stdlib.sql.gz"
-
-grant_sql="GRANT ALL PRIVILEGES ON $DBNAME.* TO $DBUSER@$DBHOST"
-create_sql="CREATE DATABASE $DBNAME"
-drop_sql="DROP DATABASE $DBNAME"
-
-function appendsql()
-{
- echo "$1" >> $SQL
-}
-
-echo "Step 0."
-echo " Dropping old databases, if any."
-echo " You can ignore errors output by this step"
-echo "$drop_sql" | $MYSQL -f
-echo "Step 1."
-echo " Creating database and users."
-echo "# SQL statements to create Matita DB and users" > $SQL
-appendsql "$create_sql;"
-if [ -z "$DBPASS" ]; then
- appendsql "$grant_sql;"
-else
- appendsql "$grant_sql IDENTIFIED BY '$DBPASS';"
-fi
-$MYSQL < $SQL
-echo "Step 2."
-echo " Creating database structure."
-echo "# SQL statements to create Matita DB structure" > $SQL
-creator_args="table fill index"
-for arg in $creator_args; do
- appendsql "`$TABLE_CREATOR $arg all`"
-done
-$MYSQL $DBNAME < $SQL
-echo "Step 3."
-echo " Filling database with standard library metadata."
-if [ -f "$STDLIB_DATA" ]; then
- gunzip -c "$STDLIB_DATA" | $MYSQL $DBNAME
-else
- echo " Standard library metadata file $STDLIB_DATA not found, skipping this step."
-fi
-
+++ /dev/null
-static_link
-static_link.cmi
-static_link.cmo
+++ /dev/null
-all: static_link
-static_link: static_link.ml
- ocamlfind ocamlc -package unix,str -linkpkg -o $@ $<
-clean:
- rm -f static_link.cm* static_link
+++ /dev/null
-
-open Printf
-
-exception Found of string list
-
-let ocamlobjinfo = "ocamlobjinfo"
-let noautolink = "-noautolink"
-let dummy_opt_cmd = "dummy_ocamlopt"
-let opt_cmd = "ocamlopt"
-let libdirs = [ "/lib"; "/usr/lib"; "/usr/lib/gcc/i486-linux-gnu/4.0.2" ]
-let exceptions = [ "threads.cma", [ "-lthreads", "-lthreadsnat" ] ]
-
-let blanks_RE = Str.regexp "[ \t\r\n]+"
-let cmxa_RE = Str.regexp "\\.cmxa$"
-let extra_cfiles_RE = Str.regexp "^.*Extra +C +object +files:\\(.*\\)$"
-let extra_copts_RE = Str.regexp "^.*Extra +C +options:\\(.*\\)$"
-let lib_RE = Str.regexp "^lib"
-let l_RE = Str.regexp "^-l"
-let opt_line_RE = Str.regexp (sprintf "^\\+ +%s +\\(.*\\)$" dummy_opt_cmd)
-let trailing_cmxa_RE = Str.regexp ".*\\.cmxa$"
-
-let message s = prerr_endline ("STATIC_LINK: " ^ s)
-let warning s = message ("WARNING: " ^ s)
-
-let handle_exceptions ~cma cflag =
- try
- let cma_exns = List.assoc (Filename.basename cma) exceptions in
- let cflag' = List.assoc cflag cma_exns in
- message (sprintf "using %s exception %s -> %s" cma cflag cflag');
- cflag'
- with Not_found -> cflag
-
-let parse_cmdline () =
- let mine, rest = ref [], ref [] in
- let is_mine = ref true in
- Array.iter
- (function
- | "--" -> is_mine := false
- | s when !is_mine ->
- if Str.string_match lib_RE s 0 then
- warning (sprintf
- ("libraries to be statically linked must be specified "
- ^^ "without heading \"lib\", \"%s\" argument may be wrong") s);
- mine := s :: !mine
- | s -> rest := s :: !rest)
- Sys.argv;
- if !rest = [] then begin
- prerr_endline "Usage: static_link [ CLIB .. ] -- COMMAND [ ARG .. ]";
- prerr_endline ("Example: static_link pcre expat --"
- ^ " ocamlfind opt -package pcre,expat -linkpkg -o foo foo.ml");
- exit 0
- end;
- List.tl (List.rev !mine), List.rev !rest
-
-let extract_opt_flags cmd =
- let ic = Unix.open_process_in cmd in
- (try
- while true do
- let l = input_line ic in
- if Str.string_match opt_line_RE l 0 then begin
- message ("got ocamlopt line: " ^ l);
- raise (Found (Str.split blanks_RE (Str.matched_group 1 l)));
- end
- done;
- [] (* dummy value *)
- with
- | End_of_file -> failwith "compiler command not found"
- | Found flags ->
- close_in ic;
- flags)
-
-let cma_of_cmxa = Str.replace_first cmxa_RE ".cma"
-
-let find_clib libname =
- let rec aux =
- function
- | [] -> raise Not_found
- | libdir :: tl ->
- let fname = sprintf "%s/lib%s.a" libdir libname in
- if Sys.file_exists fname then fname else aux tl
- in
- aux libdirs
-
-let a_of_cflag cflag = (* "-lfoo" -> "/usr/lib/libfoo.a" *)
- let libname = Str.replace_first l_RE "" cflag in
- find_clib libname
-
-let cflags_of_cma fname =
- let ic = Unix.open_process_in (sprintf "%s %s" ocamlobjinfo fname) in
- let extra_copts = ref "" in
- let extra_cfiles = ref "" in
- (try
- while true do
- match input_line ic with
- | s when Str.string_match extra_copts_RE s 0 ->
- extra_copts := Str.matched_group 1 s
- | s when Str.string_match extra_cfiles_RE s 0 ->
- extra_cfiles := Str.matched_group 1 s
- | _ -> ()
- done
- with End_of_file -> ());
- close_in ic;
- let extra_cfiles = List.rev (Str.split blanks_RE !extra_cfiles) in
- let extra_copts = Str.split blanks_RE !extra_copts in
- extra_copts @ extra_cfiles
-
-let staticize static_libs flags =
- let static_flags = List.map ((^) "-l") static_libs in
- let aux ~add_cclib ~cma cflag =
- let cflag =
- if List.mem cflag static_flags
- then
- (try
- let a = a_of_cflag cflag in
- message (sprintf "using static %s instead of shared %s" a cflag);
- a
- with Not_found -> warning ("can't find lib for " ^ cflag); cflag)
- else (handle_exceptions ~cma cflag)
- in
- if add_cclib then [ "-cclib"; cflag ] else [ cflag ]
- in
- List.fold_right
- (fun flag acc ->
- let cma = cma_of_cmxa flag in
- if Str.string_match trailing_cmxa_RE flag 0 then begin
- message ("processing native archive: " ^ flag);
- let cflags = cflags_of_cma cma in
- let cflags' =
- List.fold_right
- (fun cflag acc -> (aux ~add_cclib:true ~cma cflag) @ acc)
- cflags []
- in
- flag :: (cflags' @ acc)
- end else
- (aux ~add_cclib:false ~cma flag) @ acc)
- flags []
-
-let quote_if_needed s =
- try
- ignore (Str.search_forward blanks_RE s 0);
- "\"" ^ s ^ "\""
- with Not_found -> s
-
-let main () =
- let static_libs, args = parse_cmdline () in
- printf "C libraries to be linked-in: %s\n" (String.concat " " static_libs);
- flush stdout;
- let verbose_cmd =
- sprintf "OCAMLFIND_COMMANDS='ocamlopt=%s' %s -verbose 2>&1" dummy_opt_cmd
- (String.concat " " (List.map quote_if_needed args))
- in
- let orig_opt_flags = extract_opt_flags verbose_cmd in
- message ("original ocamlopt flags: " ^ String.concat " " orig_opt_flags);
- let opt_flags = staticize static_libs orig_opt_flags in
- message ("new ocamlopt flags: " ^ String.concat " " opt_flags);
- let flags = noautolink :: opt_flags in
- let cmd = String.concat " " (opt_cmd :: flags) in
- message ("executing command: " ^ cmd);
- exit (Sys.command cmd)
-
-let _ = main ()
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let arg_spec =
- let std_arg_spec = [] in
- let debug_arg_spec = [] in
- std_arg_spec @ debug_arg_spec
-
-let usage =
- sprintf "MatitaC v%s\nUsage: dump_moo [option ...] file.moo\nOptions:"
- BuildTimeConf.version
-
-let _ =
- let moos = ref [] in
- let add_moo fname = moos := fname :: !moos in
- Arg.parse arg_spec add_moo usage;
- if !moos = [] then begin print_endline usage; exit 1 end;
- List.iter
- (fun fname ->
- if not (Sys.file_exists fname) then
- MatitaLog.error (sprintf "Can't find moo '%s', skipping it." fname)
- else begin
- printf "%s:\n" fname; flush stdout;
- let commands, metadata = MatitaMoo.load_moo ~fname in
- List.iter
- (fun cmd ->
- printf " %s\n" (GrafiteAstPp.pp_command cmd); flush stdout)
- commands;
- List.iter
- (fun m ->
- printf " %s\n" (GrafiteAstPp.pp_metadata m); flush stdout)
- metadata
- end)
- (List.rev !moos)
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-<math-engine-configuration>
- <section name="dictionary">
- <key name="path">@RT_BASE_DIR@/dictionary-matita.xml</key>
- </section>
- <section name="gtk-backend">
- <section name="pango-default-shaper">
- <section name="variants">
- <section name="italic">
- <key name="style">normal</key>
- </section>
- </section>
- </section>
- </section>
-</math-engine-configuration>
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+++ /dev/null
-.depend
-*.moo
+++ /dev/null
-SRC=$(shell find . -name "*.ma" -a -type f)
-
-MATITA_FLAGS =
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=../scripts/do_tests.sh $(DO_TESTS_OPTS) "../matitac $(MATITA_FLAGS)" "../matitaclean $(MATITA_FLAGS)" /dev/null OK
-MATITACOPT=../scripts/do_tests.sh $(DO_TESTS_OPTS) "../matitac.opt $(MATITA_FLAGS)" "../matitaclean.opt $(MATITA_FLAGS)" /dev/null OK
-VERBOSEMATITAC=../matitac $(MATITA_FLAGS)
-VERBOSEMATITACOPT=../matitac.opt $(MATITA_FLAGS)
-
-MATITACLEAN=../matitaclean $(MATITA_FLAGS)
-MATITACLEANOPT=../matitaclean.opt $(MATITA_FLAGS)
-
-MATITADEP=../matitadep $(MATITA_FLAGS)
-MATITADEPOPT=../matitadep.opt $(MATITA_FLAGS)
-
-DEPEND_NAME=.depend
-
-H=@
-
-all: $(SRC:%.ma=%.mo)
-
-opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' all
-
-verbose:
- $(H)$(MAKE) MATITAC='$(VERBOSEMATITAC)' MATITACLEAN='$(MATITACLEAN)' MATITADEP='$(MATITADEP)' all
-
-%.opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' $(@:%.opt=%)
-
-clean:
- $(H)$(MATITACLEAN) $(SRC)
-
-cleanall:
- $(H)rm -f $(SRC:%.ma=%.moo)
- $(MATITACLEAN) all
-
-depend:
- rm -f $(DEPEND_NAME)
- $(MAKE) $(DEPEND_NAME)
-.PHONY: depend
-
-%.moo:
- $(H)$(MATITAC) $<
-
-$(DEPEND_NAME): $(SRC)
- $(H)$(MATITADEP) $(SRC) > $@ || rm -f $@
-
-#include $(DEPEND_NAME)
-include .depend
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Q/q".
-
-include "Z/compare.ma".
-include "Z/plus.ma".
-
-(* a fraction is a list of Z-coefficients for primes, in natural
-order. The last coefficient must eventually be different from 0 *)
-
-inductive fraction : Set \def
- pp : nat \to fraction
-| nn: nat \to fraction
-| cons : Z \to fraction \to fraction.
-
-inductive ratio : Set \def
- one : ratio
- | frac : fraction \to ratio.
-
-(* a rational number is either O or a ratio with a sign *)
-inductive Q : Set \def
- OQ : Q
- | Qpos : ratio \to Q
- | Qneg : ratio \to Q.
-
-(* double elimination principles *)
-theorem fraction_elim2:
-\forall R:fraction \to fraction \to Prop.
-(\forall n:nat.\forall g:fraction.R (pp n) g) \to
-(\forall n:nat.\forall g:fraction.R (nn n) g) \to
-(\forall x:Z.\forall f:fraction.\forall m:nat.R (cons x f) (pp m)) \to
-(\forall x:Z.\forall f:fraction.\forall m:nat.R (cons x f) (nn m)) \to
-(\forall x,y:Z.\forall f,g:fraction.R f g \to R (cons x f) (cons y g)) \to
-\forall f,g:fraction. R f g.
-intros 7.elim f.
- apply H.
- apply H1.
- elim g.
- apply H2.
- apply H3.
- apply H4.apply H5.
-qed.
-
-(* boolean equality *)
-let rec eqfb f g \def
-match f with
-[ (pp n) \Rightarrow
- match g with
- [ (pp m) \Rightarrow eqb n m
- | (nn m) \Rightarrow false
- | (cons y g1) \Rightarrow false]
-| (nn n) \Rightarrow
- match g with
- [ (pp m) \Rightarrow false
- | (nn m) \Rightarrow eqb n m
- | (cons y g1) \Rightarrow false]
-| (cons x f1) \Rightarrow
- match g with
- [ (pp m) \Rightarrow false
- | (nn m) \Rightarrow false
- | (cons y g1) \Rightarrow andb (eqZb x y) (eqfb f1 g1)]].
-
-(* discrimination *)
-definition aux \def
- \lambda f. match f with
- [ (pp n) \Rightarrow n
- | (nn n) \Rightarrow n
- | (cons x f) \Rightarrow O].
-
-definition fhd \def
-\lambda f. match f with
- [ (pp n) \Rightarrow (pos n)
- | (nn n) \Rightarrow (neg n)
- | (cons x f) \Rightarrow x].
-
-definition ftl \def
-\lambda f. match f with
- [ (pp n) \Rightarrow (pp n)
- | (nn n) \Rightarrow (nn n)
- | (cons x f) \Rightarrow f].
-
-theorem injective_pp : injective nat fraction pp.
-unfold injective.intros.
-change with ((aux (pp x)) = (aux (pp y))).
-apply eq_f.assumption.
-qed.
-
-theorem injective_nn : injective nat fraction nn.
-unfold injective.intros.
-change with ((aux (nn x)) = (aux (nn y))).
-apply eq_f.assumption.
-qed.
-
-theorem eq_cons_to_eq1: \forall f,g:fraction.\forall x,y:Z.
-(cons x f) = (cons y g) \to x = y.
-intros.
-change with ((fhd (cons x f)) = (fhd (cons y g))).
-apply eq_f.assumption.
-qed.
-
-theorem eq_cons_to_eq2: \forall x,y:Z.\forall f,g:fraction.
-(cons x f) = (cons y g) \to f = g.
-intros.
-change with ((ftl (cons x f)) = (ftl (cons y g))).
-apply eq_f.assumption.
-qed.
-
-theorem not_eq_pp_nn: \forall n,m:nat. pp n \neq nn m.
-intros.unfold Not. intro.
-change with match (pp n) with
-[ (pp n) \Rightarrow False
-| (nn n) \Rightarrow True
-| (cons x f) \Rightarrow True].
-rewrite > H.
-simplify.exact I.
-qed.
-
-theorem not_eq_pp_cons:
-\forall n:nat.\forall x:Z. \forall f:fraction.
-pp n \neq cons x f.
-intros.unfold Not. intro.
-change with match (pp n) with
-[ (pp n) \Rightarrow False
-| (nn n) \Rightarrow True
-| (cons x f) \Rightarrow True].
-rewrite > H.
-simplify.exact I.
-qed.
-
-theorem not_eq_nn_cons:
-\forall n:nat.\forall x:Z. \forall f:fraction.
-nn n \neq cons x f.
-intros.unfold Not. intro.
-change with match (nn n) with
-[ (pp n) \Rightarrow True
-| (nn n) \Rightarrow False
-| (cons x f) \Rightarrow True].
-rewrite > H.
-simplify.exact I.
-qed.
-
-theorem decidable_eq_fraction: \forall f,g:fraction.
-decidable (f = g).
-intros.unfold decidable.
-apply (fraction_elim2 (\lambda f,g. f=g \lor (f=g \to False))).
- intros.elim g1.
- elim ((decidable_eq_nat n n1) : n=n1 \lor (n=n1 \to False)).
- left.apply eq_f. assumption.
- right.intro.apply H.apply injective_pp.assumption.
- right.apply not_eq_pp_nn.
- right.apply not_eq_pp_cons.
- intros. elim g1.
- right.intro.apply (not_eq_pp_nn n1 n).apply sym_eq. assumption.
- elim ((decidable_eq_nat n n1) : n=n1 \lor (n=n1 \to False)).
- left. apply eq_f. assumption.
- right.intro.apply H.apply injective_nn.assumption.
- right.apply not_eq_nn_cons.
- intros.right.intro.apply (not_eq_pp_cons m x f1).apply sym_eq.assumption.
- intros.right.intro.apply (not_eq_nn_cons m x f1).apply sym_eq.assumption.
- intros.elim H.
- elim ((decidable_eq_Z x y) : x=y \lor (x=y \to False)).
- left.apply eq_f2.assumption.
- assumption.
- right.intro.apply H2.apply (eq_cons_to_eq1 f1 g1).assumption.
- right.intro.apply H1.apply (eq_cons_to_eq2 x y f1 g1).assumption.
-qed.
-
-theorem eqfb_to_Prop: \forall f,g:fraction.
-match (eqfb f g) with
-[true \Rightarrow f=g
-|false \Rightarrow f \neq g].
-intros.apply (fraction_elim2
-(\lambda f,g.match (eqfb f g) with
-[true \Rightarrow f=g
-|false \Rightarrow f \neq g])).
- intros.elim g1.
- simplify.apply eqb_elim.
- intro.simplify.apply eq_f.assumption.
- intro.simplify.unfold Not.intro.apply H.apply injective_pp.assumption.
- simplify.apply not_eq_pp_nn.
- simplify.apply not_eq_pp_cons.
- intros.elim g1.
- simplify.unfold Not.intro.apply (not_eq_pp_nn n1 n).apply sym_eq. assumption.
- simplify.apply eqb_elim.intro.simplify.apply eq_f.assumption.
- intro.simplify.unfold Not.intro.apply H.apply injective_nn.assumption.
- simplify.apply not_eq_nn_cons.
- intros.simplify.unfold Not.intro.apply (not_eq_pp_cons m x f1).apply sym_eq. assumption.
- intros.simplify.unfold Not.intro.apply (not_eq_nn_cons m x f1).apply sym_eq. assumption.
- intros.
- change in match (eqfb (cons x f1) (cons y g1))
- with (andb (eqZb x y) (eqfb f1 g1)).
- apply eqZb_elim.
- intro.generalize in match H.elim (eqfb f1 g1).
- simplify.apply eq_f2.assumption.
- apply H2.
- simplify.unfold Not.intro.apply H2.apply (eq_cons_to_eq2 x y).assumption.
- intro.simplify.unfold Not.intro.apply H1.apply (eq_cons_to_eq1 f1 g1).assumption.
-qed.
-
-let rec finv f \def
- match f with
- [ (pp n) \Rightarrow (nn n)
- | (nn n) \Rightarrow (pp n)
- | (cons x g) \Rightarrow (cons (Zopp x) (finv g))].
-
-definition Z_to_ratio :Z \to ratio \def
-\lambda x:Z. match x with
-[ OZ \Rightarrow one
-| (pos n) \Rightarrow frac (pp n)
-| (neg n) \Rightarrow frac (nn n)].
-
-let rec ftimes f g \def
- match f with
- [ (pp n) \Rightarrow
- match g with
- [(pp m) \Rightarrow Z_to_ratio (pos n + pos m)
- | (nn m) \Rightarrow Z_to_ratio (pos n + neg m)
- | (cons y g1) \Rightarrow frac (cons (pos n + y) g1)]
- | (nn n) \Rightarrow
- match g with
- [(pp m) \Rightarrow Z_to_ratio (neg n + pos m)
- | (nn m) \Rightarrow Z_to_ratio (neg n + neg m)
- | (cons y g1) \Rightarrow frac (cons (neg n + y) g1)]
- | (cons x f1) \Rightarrow
- match g with
- [ (pp m) \Rightarrow frac (cons (x + pos m) f1)
- | (nn m) \Rightarrow frac (cons (x + neg m) f1)
- | (cons y g1) \Rightarrow
- match ftimes f1 g1 with
- [ one \Rightarrow Z_to_ratio (x + y)
- | (frac h) \Rightarrow frac (cons (x + y) h)]]].
-
-theorem symmetric2_ftimes: symmetric2 fraction ratio ftimes.
-unfold symmetric2. intros.apply (fraction_elim2 (\lambda f,g.ftimes f g = ftimes g f)).
- intros.elim g.
- change with (Z_to_ratio (pos n + pos n1) = Z_to_ratio (pos n1 + pos n)).
- apply eq_f.apply sym_Zplus.
- change with (Z_to_ratio (pos n + neg n1) = Z_to_ratio (neg n1 + pos n)).
- apply eq_f.apply sym_Zplus.
- change with (frac (cons (pos n + z) f) = frac (cons (z + pos n) f)).
- rewrite < sym_Zplus.reflexivity.
- intros.elim g.
- change with (Z_to_ratio (neg n + pos n1) = Z_to_ratio (pos n1 + neg n)).
- apply eq_f.apply sym_Zplus.
- change with (Z_to_ratio (neg n + neg n1) = Z_to_ratio (neg n1 + neg n)).
- apply eq_f.apply sym_Zplus.
- change with (frac (cons (neg n + z) f) = frac (cons (z + neg n) f)).
- rewrite < sym_Zplus.reflexivity.
- intros.change with (frac (cons (x1 + pos m) f) = frac (cons (pos m + x1) f)).
- rewrite < sym_Zplus.reflexivity.
- intros.change with (frac (cons (x1 + neg m) f) = frac (cons (neg m + x1) f)).
- rewrite < sym_Zplus.reflexivity.
- intros.
- change with
- (match ftimes f g with
- [ one \Rightarrow Z_to_ratio (x1 + y1)
- | (frac h) \Rightarrow frac (cons (x1 + y1) h)] =
- match ftimes g f with
- [ one \Rightarrow Z_to_ratio (y1 + x1)
- | (frac h) \Rightarrow frac (cons (y1 + x1) h)]).
- rewrite < H.rewrite < sym_Zplus.reflexivity.
-qed.
-
-theorem ftimes_finv : \forall f:fraction. ftimes f (finv f) = one.
-intro.elim f.
- change with (Z_to_ratio (pos n + - (pos n)) = one).
- rewrite > Zplus_Zopp.reflexivity.
- change with (Z_to_ratio (neg n + - (neg n)) = one).
- rewrite > Zplus_Zopp.reflexivity.
-(* again: we would need something to help finding the right change *)
- change with
- (match ftimes f1 (finv f1) with
- [ one \Rightarrow Z_to_ratio (z + - z)
- | (frac h) \Rightarrow frac (cons (z + - z) h)] = one).
- rewrite > H.rewrite > Zplus_Zopp.reflexivity.
-qed.
-
-definition rtimes : ratio \to ratio \to ratio \def
-\lambda r,s:ratio.
- match r with
- [one \Rightarrow s
- | (frac f) \Rightarrow
- match s with
- [one \Rightarrow frac f
- | (frac g) \Rightarrow ftimes f g]].
-
-theorem symmetric_rtimes : symmetric ratio rtimes.
-change with (\forall r,s:ratio. rtimes r s = rtimes s r).
-intros.
-elim r. elim s.
-reflexivity.
-reflexivity.
-elim s.
-reflexivity.
-simplify.apply symmetric2_ftimes.
-qed.
-
-definition rinv : ratio \to ratio \def
-\lambda r:ratio.
- match r with
- [one \Rightarrow one
- | (frac f) \Rightarrow frac (finv f)].
-
-theorem rtimes_rinv: \forall r:ratio. rtimes r (rinv r) = one.
-intro.elim r.
-reflexivity.
-simplify.apply ftimes_finv.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Z/compare".
-
-include "Z/orders.ma".
-include "nat/compare.ma".
-
-(* boolean equality *)
-definition eqZb : Z \to Z \to bool \def
-\lambda x,y:Z.
- match x with
- [ OZ \Rightarrow
- match y with
- [ OZ \Rightarrow true
- | (pos q) \Rightarrow false
- | (neg q) \Rightarrow false]
- | (pos p) \Rightarrow
- match y with
- [ OZ \Rightarrow false
- | (pos q) \Rightarrow eqb p q
- | (neg q) \Rightarrow false]
- | (neg p) \Rightarrow
- match y with
- [ OZ \Rightarrow false
- | (pos q) \Rightarrow false
- | (neg q) \Rightarrow eqb p q]].
-
-theorem eqZb_to_Prop:
-\forall x,y:Z.
-match eqZb x y with
-[ true \Rightarrow x=y
-| false \Rightarrow x \neq y].
-intros.
-elim x.
- elim y.
- simplify.reflexivity.
- simplify.apply not_eq_OZ_pos.
- simplify.apply not_eq_OZ_neg.
- elim y.
- simplify.unfold Not.intro.apply (not_eq_OZ_pos n).apply sym_eq.assumption.
- simplify.apply eqb_elim.
- intro.simplify.apply eq_f.assumption.
- intro.simplify.unfold Not.intro.apply H.apply inj_pos.assumption.
- simplify.apply not_eq_pos_neg.
- elim y.
- simplify.unfold Not.intro.apply (not_eq_OZ_neg n).apply sym_eq.assumption.
- simplify.unfold Not.intro.apply (not_eq_pos_neg n1 n).apply sym_eq.assumption.
- simplify.apply eqb_elim.
- intro.simplify.apply eq_f.assumption.
- intro.simplify.unfold Not.intro.apply H.apply inj_neg.assumption.
-qed.
-
-theorem eqZb_elim: \forall x,y:Z.\forall P:bool \to Prop.
-(x=y \to (P true)) \to (x \neq y \to (P false)) \to P (eqZb x y).
-intros.
-cut
-(match (eqZb x y) with
-[ true \Rightarrow x=y
-| false \Rightarrow x \neq y] \to P (eqZb x y)).
-apply Hcut.
-apply eqZb_to_Prop.
-elim (eqZb).
-apply (H H2).
-apply (H1 H2).
-qed.
-
-definition Z_compare : Z \to Z \to compare \def
-\lambda x,y:Z.
- match x with
- [ OZ \Rightarrow
- match y with
- [ OZ \Rightarrow EQ
- | (pos m) \Rightarrow LT
- | (neg m) \Rightarrow GT ]
- | (pos n) \Rightarrow
- match y with
- [ OZ \Rightarrow GT
- | (pos m) \Rightarrow (nat_compare n m)
- | (neg m) \Rightarrow GT]
- | (neg n) \Rightarrow
- match y with
- [ OZ \Rightarrow LT
- | (pos m) \Rightarrow LT
- | (neg m) \Rightarrow nat_compare m n ]].
-
-theorem Z_compare_to_Prop :
-\forall x,y:Z. match (Z_compare x y) with
-[ LT \Rightarrow x < y
-| EQ \Rightarrow x=y
-| GT \Rightarrow y < x].
-intros.
-elim x.
- elim y.
- simplify.apply refl_eq.
- simplify.exact I.
- simplify.exact I.
- elim y.
- simplify.exact I.
- simplify.
- cut (match (nat_compare n n1) with
- [ LT \Rightarrow n<n1
- | EQ \Rightarrow n=n1
- | GT \Rightarrow n1<n] \to
- match (nat_compare n n1) with
- [ LT \Rightarrow (S n) \leq n1
- | EQ \Rightarrow pos n = pos n1
- | GT \Rightarrow (S n1) \leq n]).
- apply Hcut.apply nat_compare_to_Prop.
- elim (nat_compare n n1).
- simplify.exact H.
- simplify.apply eq_f.exact H.
- simplify.exact H.
- simplify.exact I.
- elim y.
- simplify.exact I.
- simplify.exact I.
- simplify.
- cut (match (nat_compare n1 n) with
- [ LT \Rightarrow n1<n
- | EQ \Rightarrow n1=n
- | GT \Rightarrow n<n1] \to
- match (nat_compare n1 n) with
- [ LT \Rightarrow (S n1) \leq n
- | EQ \Rightarrow neg n = neg n1
- | GT \Rightarrow (S n) \leq n1]).
- apply Hcut. apply nat_compare_to_Prop.
- elim (nat_compare n1 n).
- simplify.exact H.
- simplify.apply eq_f.apply sym_eq.exact H.
- simplify.exact H.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Z/orders".
-
-include "Z/z.ma".
-include "nat/orders.ma".
-
-definition Zle : Z \to Z \to Prop \def
-\lambda x,y:Z.
- match x with
- [ OZ \Rightarrow
- match y with
- [ OZ \Rightarrow True
- | (pos m) \Rightarrow True
- | (neg m) \Rightarrow False ]
- | (pos n) \Rightarrow
- match y with
- [ OZ \Rightarrow False
- | (pos m) \Rightarrow n \leq m
- | (neg m) \Rightarrow False ]
- | (neg n) \Rightarrow
- match y with
- [ OZ \Rightarrow True
- | (pos m) \Rightarrow True
- | (neg m) \Rightarrow m \leq n ]].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer 'less or equal to'" 'leq x y = (cic:/matita/Z/orders/Zle.con x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer 'neither less nor equal to'" 'nleq x y =
- (cic:/matita/logic/connectives/Not.con (cic:/matita/Z/orders/Zle.con x y)).
-
-definition Zlt : Z \to Z \to Prop \def
-\lambda x,y:Z.
- match x with
- [ OZ \Rightarrow
- match y with
- [ OZ \Rightarrow False
- | (pos m) \Rightarrow True
- | (neg m) \Rightarrow False ]
- | (pos n) \Rightarrow
- match y with
- [ OZ \Rightarrow False
- | (pos m) \Rightarrow n<m
- | (neg m) \Rightarrow False ]
- | (neg n) \Rightarrow
- match y with
- [ OZ \Rightarrow True
- | (pos m) \Rightarrow True
- | (neg m) \Rightarrow m<n ]].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer 'less than'" 'lt x y = (cic:/matita/Z/orders/Zlt.con x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer 'not less than'" 'nless x y =
- (cic:/matita/logic/connectives/Not.con (cic:/matita/Z/orders/Zlt.con x y)).
-
-theorem irreflexive_Zlt: irreflexive Z Zlt.
-change with (\forall x:Z. x < x \to False).
-intro.elim x.exact H.
-cut (neg n < neg n \to False).
-apply Hcut.apply H.simplify.unfold lt.apply not_le_Sn_n.
-cut (pos n < pos n \to False).
-apply Hcut.apply H.simplify.unfold lt.apply not_le_Sn_n.
-qed.
-
-theorem irrefl_Zlt: irreflexive Z Zlt
-\def irreflexive_Zlt.
-
-theorem Zlt_neg_neg_to_lt:
-\forall n,m:nat. neg n < neg m \to m < n.
-intros.apply H.
-qed.
-
-theorem lt_to_Zlt_neg_neg: \forall n,m:nat.m < n \to neg n < neg m.
-intros.
-simplify.apply H.
-qed.
-
-theorem Zlt_pos_pos_to_lt:
-\forall n,m:nat. pos n < pos m \to n < m.
-intros.apply H.
-qed.
-
-theorem lt_to_Zlt_pos_pos: \forall n,m:nat.n < m \to pos n < pos m.
-intros.
-simplify.apply H.
-qed.
-
-theorem Zlt_to_Zle: \forall x,y:Z. x < y \to Zsucc x \leq y.
-intros 2.
-elim x.
-(* goal: x=OZ *)
- cut (OZ < y \to Zsucc OZ \leq y).
- apply Hcut. assumption.
- simplify.elim y.
- simplify.exact H1.
- simplify.apply le_O_n.
- simplify.exact H1.
-(* goal: x=pos *)
- exact H.
-(* goal: x=neg *)
- cut (neg n < y \to Zsucc (neg n) \leq y).
- apply Hcut. assumption.
- elim n.
- cut (neg O < y \to Zsucc (neg O) \leq y).
- apply Hcut. assumption.
- simplify.elim y.
- simplify.exact I.
- simplify.exact I.
- simplify.apply (not_le_Sn_O n1 H2).
- cut (neg (S n1) < y \to (Zsucc (neg (S n1))) \leq y).
- apply Hcut. assumption.simplify.
- elim y.
- simplify.exact I.
- simplify.exact I.
- simplify.apply (le_S_S_to_le n2 n1 H3).
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Z/plus".
-
-include "Z/z.ma".
-include "nat/minus.ma".
-
-definition Zplus :Z \to Z \to Z \def
-\lambda x,y.
- match x with
- [ OZ \Rightarrow y
- | (pos m) \Rightarrow
- match y with
- [ OZ \Rightarrow x
- | (pos n) \Rightarrow (pos (pred ((S m)+(S n))))
- | (neg n) \Rightarrow
- match nat_compare m n with
- [ LT \Rightarrow (neg (pred (n-m)))
- | EQ \Rightarrow OZ
- | GT \Rightarrow (pos (pred (m-n)))] ]
- | (neg m) \Rightarrow
- match y with
- [ OZ \Rightarrow x
- | (pos n) \Rightarrow
- match nat_compare m n with
- [ LT \Rightarrow (pos (pred (n-m)))
- | EQ \Rightarrow OZ
- | GT \Rightarrow (neg (pred (m-n)))]
- | (neg n) \Rightarrow (neg (pred ((S m)+(S n))))] ].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer plus" 'plus x y = (cic:/matita/Z/plus/Zplus.con x y).
-
-theorem Zplus_z_OZ: \forall z:Z. z+OZ = z.
-intro.elim z.
-simplify.reflexivity.
-simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-(* theorem symmetric_Zplus: symmetric Z Zplus. *)
-
-theorem sym_Zplus : \forall x,y:Z. x+y = y+x.
-intros.elim x.rewrite > Zplus_z_OZ.reflexivity.
-elim y.simplify.reflexivity.
-simplify.
-rewrite < plus_n_Sm. rewrite < plus_n_Sm.rewrite < sym_plus.reflexivity.
-simplify.
-rewrite > nat_compare_n_m_m_n.
-simplify.elim nat_compare.simplify.reflexivity.
-simplify. reflexivity.
-simplify. reflexivity.
-elim y.simplify.reflexivity.
-simplify.rewrite > nat_compare_n_m_m_n.
-simplify.elim nat_compare.simplify.reflexivity.
-simplify. reflexivity.
-simplify. reflexivity.
-simplify.rewrite < plus_n_Sm. rewrite < plus_n_Sm.rewrite < sym_plus.reflexivity.
-qed.
-
-theorem Zpred_Zplus_neg_O : \forall z:Z. Zpred z = (neg O)+z.
-intros.elim z.
- simplify.reflexivity.
- elim n.
- simplify.reflexivity.
- simplify.reflexivity.
- simplify.reflexivity.
-qed.
-
-theorem Zsucc_Zplus_pos_O : \forall z:Z. Zsucc z = (pos O)+z.
-intros.elim z.
- simplify.reflexivity.
- simplify.reflexivity.
- elim n.
- simplify.reflexivity.
- simplify.reflexivity.
-qed.
-
-theorem Zplus_pos_pos:
-\forall n,m. (pos n)+(pos m) = (Zsucc (pos n))+(Zpred (pos m)).
-intros.
-elim n.elim m.
-simplify.reflexivity.
-simplify.reflexivity.
-elim m.
-simplify.rewrite < plus_n_Sm.
-rewrite < plus_n_O.reflexivity.
-simplify.rewrite < plus_n_Sm.
-rewrite < plus_n_Sm.reflexivity.
-qed.
-
-theorem Zplus_pos_neg:
-\forall n,m. (pos n)+(neg m) = (Zsucc (pos n))+(Zpred (neg m)).
-intros.reflexivity.
-qed.
-
-theorem Zplus_neg_pos :
-\forall n,m. (neg n)+(pos m) = (Zsucc (neg n))+(Zpred (pos m)).
-intros.
-elim n.elim m.
-simplify.reflexivity.
-simplify.reflexivity.
-elim m.
-simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem Zplus_neg_neg:
-\forall n,m. (neg n)+(neg m) = (Zsucc (neg n))+(Zpred (neg m)).
-intros.
-elim n.elim m.
-simplify.reflexivity.
-simplify.reflexivity.
-elim m.
-simplify.rewrite > plus_n_Sm.reflexivity.
-simplify.rewrite > plus_n_Sm.reflexivity.
-qed.
-
-theorem Zplus_Zsucc_Zpred:
-\forall x,y. x+y = (Zsucc x)+(Zpred y).
-intros.elim x.
- elim y.
- simplify.reflexivity.
- rewrite < Zsucc_Zplus_pos_O.rewrite > Zsucc_Zpred.reflexivity.
- simplify.reflexivity.
- elim y.
- simplify.reflexivity.
- apply Zplus_pos_pos.
- apply Zplus_pos_neg.
- elim y.
- rewrite < sym_Zplus.rewrite < (sym_Zplus (Zpred OZ)).
- rewrite < Zpred_Zplus_neg_O.rewrite > Zpred_Zsucc.simplify.reflexivity.
- apply Zplus_neg_pos.
- rewrite < Zplus_neg_neg.reflexivity.
-qed.
-
-theorem Zplus_Zsucc_pos_pos :
-\forall n,m. (Zsucc (pos n))+(pos m) = Zsucc ((pos n)+(pos m)).
-intros.reflexivity.
-qed.
-
-theorem Zplus_Zsucc_pos_neg:
-\forall n,m. (Zsucc (pos n))+(neg m) = (Zsucc ((pos n)+(neg m))).
-intros.
-apply (nat_elim2
-(\lambda n,m. (Zsucc (pos n))+(neg m) = (Zsucc ((pos n)+(neg m))))).intro.
-intros.elim n1.
-simplify. reflexivity.
-elim n2.simplify. reflexivity.
-simplify. reflexivity.
-intros. elim n1.
-simplify. reflexivity.
-simplify.reflexivity.
-intros.
-rewrite < (Zplus_pos_neg ? m1).
-elim H.reflexivity.
-qed.
-
-theorem Zplus_Zsucc_neg_neg :
-\forall n,m. Zsucc (neg n) + neg m = Zsucc (neg n + neg m).
-intros.
-apply (nat_elim2
-(\lambda n,m. Zsucc (neg n) + neg m = Zsucc (neg n + neg m))).intro.
-intros.elim n1.
-simplify. reflexivity.
-elim n2.simplify. reflexivity.
-simplify. reflexivity.
-intros. elim n1.
-simplify. reflexivity.
-simplify.reflexivity.
-intros.
-rewrite < (Zplus_neg_neg ? m1).
-reflexivity.
-qed.
-
-theorem Zplus_Zsucc_neg_pos:
-\forall n,m. Zsucc (neg n)+(pos m) = Zsucc ((neg n)+(pos m)).
-intros.
-apply (nat_elim2
-(\lambda n,m. Zsucc (neg n) + (pos m) = Zsucc (neg n + pos m))).
-intros.elim n1.
-simplify. reflexivity.
-elim n2.simplify. reflexivity.
-simplify. reflexivity.
-intros. elim n1.
-simplify. reflexivity.
-simplify.reflexivity.
-intros.
-rewrite < H.
-rewrite < (Zplus_neg_pos ? (S m1)).
-reflexivity.
-qed.
-
-theorem Zplus_Zsucc : \forall x,y:Z. (Zsucc x)+y = Zsucc (x+y).
-intros.elim x.
- elim y.
- simplify. reflexivity.
- simplify.reflexivity.
- rewrite < Zsucc_Zplus_pos_O.reflexivity.
- elim y.
- rewrite < (sym_Zplus OZ).reflexivity.
- apply Zplus_Zsucc_pos_pos.
- apply Zplus_Zsucc_pos_neg.
- elim y.
- rewrite < sym_Zplus.rewrite < (sym_Zplus OZ).simplify.reflexivity.
- apply Zplus_Zsucc_neg_pos.
- apply Zplus_Zsucc_neg_neg.
-qed.
-
-theorem Zplus_Zpred: \forall x,y:Z. (Zpred x)+y = Zpred (x+y).
-intros.
-cut (Zpred (x+y) = Zpred ((Zsucc (Zpred x))+y)).
-rewrite > Hcut.
-rewrite > Zplus_Zsucc.
-rewrite > Zpred_Zsucc.
-reflexivity.
-rewrite > Zsucc_Zpred.
-reflexivity.
-qed.
-
-
-theorem associative_Zplus: associative Z Zplus.
-change with (\forall x,y,z:Z. (x + y) + z = x + (y + z)).
-(* simplify. *)
-intros.elim x.
- simplify.reflexivity.
- elim n.
- rewrite < Zsucc_Zplus_pos_O.rewrite < Zsucc_Zplus_pos_O.
- rewrite > Zplus_Zsucc.reflexivity.
- rewrite > (Zplus_Zsucc (pos n1)).rewrite > (Zplus_Zsucc (pos n1)).
- rewrite > (Zplus_Zsucc ((pos n1)+y)).apply eq_f.assumption.
- elim n.
- rewrite < (Zpred_Zplus_neg_O (y+z)).rewrite < (Zpred_Zplus_neg_O y).
- rewrite < Zplus_Zpred.reflexivity.
- rewrite > (Zplus_Zpred (neg n1)).rewrite > (Zplus_Zpred (neg n1)).
- rewrite > (Zplus_Zpred ((neg n1)+y)).apply eq_f.assumption.
-qed.
-
-variant assoc_Zplus : \forall x,y,z:Z. (x+y)+z = x+(y+z)
-\def associative_Zplus.
-
-(* Zopp *)
-definition Zopp : Z \to Z \def
-\lambda x:Z. match x with
-[ OZ \Rightarrow OZ
-| (pos n) \Rightarrow (neg n)
-| (neg n) \Rightarrow (pos n) ].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer unary minus" 'uminus x = (cic:/matita/Z/plus/Zopp.con x).
-
-theorem Zopp_Zplus: \forall x,y:Z. -(x+y) = -x + -y.
-intros.
-elim x.elim y.
-simplify. reflexivity.
-simplify. reflexivity.
-simplify. reflexivity.
-elim y.
-simplify. reflexivity.
-simplify. reflexivity.
-simplify. apply nat_compare_elim.
-intro.simplify.reflexivity.
-intro.simplify.reflexivity.
-intro.simplify.reflexivity.
-elim y.
-simplify. reflexivity.
-simplify. apply nat_compare_elim.
-intro.simplify.reflexivity.
-intro.simplify.reflexivity.
-intro.simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem Zopp_Zopp: \forall x:Z. --x = x.
-intro. elim x.
-reflexivity.reflexivity.reflexivity.
-qed.
-
-theorem Zplus_Zopp: \forall x:Z. x+ -x = OZ.
-intro.elim x.
-apply refl_eq.
-simplify.
-rewrite > nat_compare_n_n.
-simplify.apply refl_eq.
-simplify.
-rewrite > nat_compare_n_n.
-simplify.apply refl_eq.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* __ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Z/times".
-
-include "nat/lt_arith.ma".
-include "Z/plus.ma".
-
-definition Ztimes :Z \to Z \to Z \def
-\lambda x,y.
- match x with
- [ OZ \Rightarrow OZ
- | (pos m) \Rightarrow
- match y with
- [ OZ \Rightarrow OZ
- | (pos n) \Rightarrow (pos (pred ((S m) * (S n))))
- | (neg n) \Rightarrow (neg (pred ((S m) * (S n))))]
- | (neg m) \Rightarrow
- match y with
- [ OZ \Rightarrow OZ
- | (pos n) \Rightarrow (neg (pred ((S m) * (S n))))
- | (neg n) \Rightarrow (pos (pred ((S m) * (S n))))]].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "integer times" 'times x y = (cic:/matita/Z/times/Ztimes.con x y).
-
-theorem Ztimes_z_OZ: \forall z:Z. z*OZ = OZ.
-intro.elim z.
-simplify.reflexivity.
-simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem Ztimes_neg_Zopp: \forall n:nat.\forall x:Z.
-neg n * x = - (pos n * x).
-intros.elim x.
-simplify.reflexivity.
-simplify.reflexivity.
-simplify.reflexivity.
-qed.
-theorem symmetric_Ztimes : symmetric Z Ztimes.
-change with (\forall x,y:Z. x*y = y*x).
-intros.elim x.rewrite > Ztimes_z_OZ.reflexivity.
-elim y.simplify.reflexivity.
-change with (pos (pred ((S n) * (S n1))) = pos (pred ((S n1) * (S n)))).
-rewrite < sym_times.reflexivity.
-change with (neg (pred ((S n) * (S n1))) = neg (pred ((S n1) * (S n)))).
-rewrite < sym_times.reflexivity.
-elim y.simplify.reflexivity.
-change with (neg (pred ((S n) * (S n1))) = neg (pred ((S n1) * (S n)))).
-rewrite < sym_times.reflexivity.
-change with (pos (pred ((S n) * (S n1))) = pos (pred ((S n1) * (S n)))).
-rewrite < sym_times.reflexivity.
-qed.
-
-variant sym_Ztimes : \forall x,y:Z. x*y = y*x
-\def symmetric_Ztimes.
-
-theorem associative_Ztimes: associative Z Ztimes.
-change with (\forall x,y,z:Z. (x*y)*z = x*(y*z)).
-intros.elim x.
- simplify.reflexivity.
- elim y.
- simplify.reflexivity.
- elim z.
- simplify.reflexivity.
- change with
- (pos (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- pos (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- change with
- (neg (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- neg (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- elim z.
- simplify.reflexivity.
- change with
- (neg (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- neg (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- change with
- (pos (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- pos(pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- elim y.
- simplify.reflexivity.
- elim z.
- simplify.reflexivity.
- change with
- (neg (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- neg (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- change with
- (pos (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- pos (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- elim z.
- simplify.reflexivity.
- change with
- (pos (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- pos (pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
- change with
- (neg (pred ((S (pred ((S n) * (S n1)))) * (S n2))) =
- neg(pred ((S n) * (S (pred ((S n1) * (S n2))))))).
- rewrite < S_pred.rewrite < S_pred.rewrite < assoc_times.reflexivity.
- apply lt_O_times_S_S.apply lt_O_times_S_S.
-qed.
-
-variant assoc_Ztimes : \forall x,y,z:Z.
-(x * y) * z = x * (y * z) \def
-associative_Ztimes.
-
-lemma times_minus1: \forall n,p,q:nat. lt q p \to
-(S n) * (S (pred ((S p) - (S q)))) =
-pred ((S n) * (S p)) - pred ((S n) * (S q)).
-intros.
-rewrite < S_pred.
-rewrite > minus_pred_pred.
-rewrite < distr_times_minus.
-reflexivity.
-(* we now close all positivity conditions *)
-apply lt_O_times_S_S.
-apply lt_O_times_S_S.
-simplify.unfold lt.
-apply le_SO_minus. exact H.
-qed.
-
-lemma Ztimes_Zplus_pos_neg_pos: \forall n,p,q:nat.
-(pos n)*((neg p)+(pos q)) = (pos n)*(neg p)+ (pos n)*(pos q).
-intros.
-simplify.
-change in match (p + n * (S p)) with (pred ((S n) * (S p))).
-change in match (q + n * (S q)) with (pred ((S n) * (S q))).
-rewrite < nat_compare_pred_pred.
-rewrite < nat_compare_times_l.
-rewrite < nat_compare_S_S.
-apply (nat_compare_elim p q).
-intro.
-(* uff *)
-change with (pos (pred ((S n) * (S (pred ((S q) - (S p)))))) =
- pos (pred ((pred ((S n) * (S q))) - (pred ((S n) * (S p)))))).
-rewrite < (times_minus1 n q p H).reflexivity.
-intro.rewrite < H.simplify.reflexivity.
-intro.
-change with (neg (pred ((S n) * (S (pred ((S p) - (S q)))))) =
- neg (pred ((pred ((S n) * (S p))) - (pred ((S n) * (S q)))))).
-rewrite < (times_minus1 n p q H).reflexivity.
-(* two more positivity conditions from nat_compare_pred_pred *)
-apply lt_O_times_S_S.
-apply lt_O_times_S_S.
-qed.
-
-lemma Ztimes_Zplus_pos_pos_neg: \forall n,p,q:nat.
-(pos n)*((pos p)+(neg q)) = (pos n)*(pos p)+ (pos n)*(neg q).
-intros.
-rewrite < sym_Zplus.
-rewrite > Ztimes_Zplus_pos_neg_pos.
-apply sym_Zplus.
-qed.
-
-lemma distributive2_Ztimes_pos_Zplus:
-distributive2 nat Z (\lambda n,z. (pos n) * z) Zplus.
-change with (\forall n,y,z.
-(pos n) * (y + z) = (pos n) * y + (pos n) * z).
-intros.elim y.
- reflexivity.
- elim z.
- reflexivity.
- change with
- (pos (pred ((S n) * ((S n1) + (S n2)))) =
- pos (pred ((S n) * (S n1) + (S n) * (S n2)))).
- rewrite < distr_times_plus.reflexivity.
- apply Ztimes_Zplus_pos_pos_neg.
- elim z.
- reflexivity.
- apply Ztimes_Zplus_pos_neg_pos.
- change with
- (neg (pred ((S n) * ((S n1) + (S n2)))) =
- neg (pred ((S n) * (S n1) + (S n) * (S n2)))).
- rewrite < distr_times_plus.reflexivity.
-qed.
-
-variant distr_Ztimes_Zplus_pos: \forall n,y,z.
-(pos n) * (y + z) = ((pos n) * y + (pos n) * z) \def
-distributive2_Ztimes_pos_Zplus.
-
-lemma distributive2_Ztimes_neg_Zplus :
-distributive2 nat Z (\lambda n,z. (neg n) * z) Zplus.
-change with (\forall n,y,z.
-(neg n) * (y + z) = (neg n) * y + (neg n) * z).
-intros.
-rewrite > Ztimes_neg_Zopp.
-rewrite > distr_Ztimes_Zplus_pos.
-rewrite > Zopp_Zplus.
-rewrite < Ztimes_neg_Zopp. rewrite < Ztimes_neg_Zopp.
-reflexivity.
-qed.
-
-variant distr_Ztimes_Zplus_neg: \forall n,y,z.
-(neg n) * (y + z) = (neg n) * y + (neg n) * z \def
-distributive2_Ztimes_neg_Zplus.
-
-theorem distributive_Ztimes_Zplus: distributive Z Ztimes Zplus.
-change with (\forall x,y,z:Z. x * (y + z) = x*y + x*z).
-intros.elim x.
-(* case x = OZ *)
-simplify.reflexivity.
-(* case x = pos n *)
-apply distr_Ztimes_Zplus_pos.
-(* case x = neg n *)
-apply distr_Ztimes_Zplus_neg.
-qed.
-
-variant distr_Ztimes_Zplus: \forall x,y,z.
-x * (y + z) = x*y + x*z \def
-distributive_Ztimes_Zplus.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/Z/z".
-
-include "datatypes/bool.ma".
-include "nat/nat.ma".
-
-inductive Z : Set \def
- OZ : Z
-| pos : nat \to Z
-| neg : nat \to Z.
-
-definition Z_of_nat \def
-\lambda n. match n with
-[ O \Rightarrow OZ
-| (S n)\Rightarrow pos n].
-
-coercion Z_of_nat.
-
-definition neg_Z_of_nat \def
-\lambda n. match n with
-[ O \Rightarrow OZ
-| (S n)\Rightarrow neg n].
-
-definition abs \def
-\lambda z.
- match z with
-[ OZ \Rightarrow O
-| (pos n) \Rightarrow n
-| (neg n) \Rightarrow n].
-
-definition OZ_test \def
-\lambda z.
-match z with
-[ OZ \Rightarrow true
-| (pos n) \Rightarrow false
-| (neg n) \Rightarrow false].
-
-theorem OZ_test_to_Prop :\forall z:Z.
-match OZ_test z with
-[true \Rightarrow z=OZ
-|false \Rightarrow z \neq OZ].
-intros.elim z.
-simplify.reflexivity.
-simplify. unfold Not. intros (H).
-discriminate H.
-simplify. unfold Not. intros (H).
-discriminate H.
-qed.
-
-(* discrimination *)
-theorem injective_pos: injective nat Z pos.
-unfold injective.
-intros.
-change with (abs (pos x) = abs (pos y)).
-apply eq_f.assumption.
-qed.
-
-variant inj_pos : \forall n,m:nat. pos n = pos m \to n = m
-\def injective_pos.
-
-theorem injective_neg: injective nat Z neg.
-unfold injective.
-intros.
-change with (abs (neg x) = abs (neg y)).
-apply eq_f.assumption.
-qed.
-
-variant inj_neg : \forall n,m:nat. neg n = neg m \to n = m
-\def injective_neg.
-
-theorem not_eq_OZ_pos: \forall n:nat. OZ \neq pos n.
-unfold Not.intros (n H).
-discriminate H.
-qed.
-
-theorem not_eq_OZ_neg :\forall n:nat. OZ \neq neg n.
-unfold Not.intros (n H).
-discriminate H.
-qed.
-
-theorem not_eq_pos_neg :\forall n,m:nat. pos n \neq neg m.
-unfold Not.intros (n m H).
-discriminate H.
-qed.
-
-theorem decidable_eq_Z : \forall x,y:Z. decidable (x=y).
-intros.unfold decidable.
-elim x.
-(* goal: x=OZ *)
- elim y.
- (* goal: x=OZ y=OZ *)
- left.reflexivity.
- (* goal: x=OZ 2=2 *)
- right.apply not_eq_OZ_pos.
- (* goal: x=OZ 2=3 *)
- right.apply not_eq_OZ_neg.
-(* goal: x=pos *)
- elim y.
- (* goal: x=pos y=OZ *)
- right.unfold Not.intro.
- apply (not_eq_OZ_pos n). symmetry. assumption.
- (* goal: x=pos y=pos *)
- elim (decidable_eq_nat n n1:((n=n1) \lor ((n=n1) \to False))).
- left.apply eq_f.assumption.
- right.unfold Not.intros (H_inj).apply H. injection H_inj. assumption.
- (* goal: x=pos y=neg *)
- right.unfold Not.intro.apply (not_eq_pos_neg n n1). assumption.
-(* goal: x=neg *)
- elim y.
- (* goal: x=neg y=OZ *)
- right.unfold Not.intro.
- apply (not_eq_OZ_neg n). symmetry. assumption.
- (* goal: x=neg y=pos *)
- right. unfold Not.intro. apply (not_eq_pos_neg n1 n). symmetry. assumption.
- (* goal: x=neg y=neg *)
- elim (decidable_eq_nat n n1:((n=n1) \lor ((n=n1) \to False))).
- left.apply eq_f.assumption.
- right.unfold Not.intro.apply H.apply injective_neg.assumption.
-qed.
-
-(* end discrimination *)
-
-definition Zsucc \def
-\lambda z. match z with
-[ OZ \Rightarrow pos O
-| (pos n) \Rightarrow pos (S n)
-| (neg n) \Rightarrow
- match n with
- [ O \Rightarrow OZ
- | (S p) \Rightarrow neg p]].
-
-definition Zpred \def
-\lambda z. match z with
-[ OZ \Rightarrow neg O
-| (pos n) \Rightarrow
- match n with
- [ O \Rightarrow OZ
- | (S p) \Rightarrow pos p]
-| (neg n) \Rightarrow neg (S n)].
-
-theorem Zpred_Zsucc: \forall z:Z. Zpred (Zsucc z) = z.
-intros.
-elim z.
- reflexivity.
- reflexivity.
- elim n.
- reflexivity.
- reflexivity.
-qed.
-
-theorem Zsucc_Zpred: \forall z:Z. Zsucc (Zpred z) = z.
-intros.
-elim z.
- reflexivity.
- elim n.
- reflexivity.
- reflexivity.
- reflexivity.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/datatypes/bool/".
-
-include "logic/equality.ma".
-
-inductive bool : Set \def
- | true : bool
- | false : bool.
-
-theorem bool_elim: \forall P:bool \to Prop. \forall b:bool.
- (b = true \to P true)
- \to (b = false \to P false)
- \to P b.
- intros 2 (P b).
- elim b;
- [ apply H; reflexivity
- | apply H1; reflexivity
- ]
-qed.
-
-theorem not_eq_true_false : true \neq false.
-unfold Not.intro.
-change with
-match true with
-[ true \Rightarrow False
-| flase \Rightarrow True].
-rewrite > H.simplify.exact I.
-qed.
-
-definition notb : bool \to bool \def
-\lambda b:bool.
- match b with
- [ true \Rightarrow false
- | false \Rightarrow true ].
-
-theorem notb_elim: \forall b:bool.\forall P:bool \to Prop.
-match b with
-[ true \Rightarrow P false
-| false \Rightarrow P true] \to P (notb b).
-intros 2.elim b.exact H. exact H.
-qed.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "boolean not" 'not x = (cic:/matita/datatypes/bool/notb.con x).
-
-definition andb : bool \to bool \to bool\def
-\lambda b1,b2:bool.
- match b1 with
- [ true \Rightarrow b2
- | false \Rightarrow false ].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "boolean and" 'and x y = (cic:/matita/datatypes/bool/andb.con x y).
-
-theorem andb_elim: \forall b1,b2:bool. \forall P:bool \to Prop.
-match b1 with
-[ true \Rightarrow P b2
-| false \Rightarrow P false] \to P (b1 \land b2).
-intros 3.elim b1.exact H. exact H.
-qed.
-
-theorem andb_true_true: \forall b1,b2. (b1 \land b2) = true \to b1 = true.
-intro. elim b1.
-reflexivity.
-assumption.
-qed.
-
-definition orb : bool \to bool \to bool\def
-\lambda b1,b2:bool.
- match b1 with
- [ true \Rightarrow true
- | false \Rightarrow b2].
-
-theorem orb_elim: \forall b1,b2:bool. \forall P:bool \to Prop.
-match b1 with
-[ true \Rightarrow P true
-| false \Rightarrow P b2] \to P (orb b1 b2).
-intros 3.elim b1.exact H. exact H.
-qed.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "boolean or" 'or x y = (cic:/matita/datatypes/bool/orb.con x y).
-
-definition if_then_else : bool \to Prop \to Prop \to Prop \def
-\lambda b:bool.\lambda P,Q:Prop.
-match b with
-[ true \Rightarrow P
-| false \Rightarrow Q].
-
-(*CSC: missing notation for if_then_else *)
-
-theorem bool_to_decidable_eq:
- \forall b1,b2:bool. decidable (b1=b2).
- intros.
- unfold decidable.
- elim b1.
- elim b2.
- left. reflexivity.
- right. exact not_eq_true_false.
- elim b2.
- right. unfold Not. intro.
- apply not_eq_true_false.
- symmetry. exact H.
- left. reflexivity.
-qed.
-
-theorem P_x_to_P_x_to_eq:
- \forall A:Set. \forall P: A \to bool.
- \forall x:A. \forall p1,p2:P x = true. p1 = p2.
- intros.
- apply eq_to_eq_to_eq_p_q.
- exact bool_to_decidable_eq.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/datatypes/compare/".
-
-inductive compare :Set \def
-| LT : compare
-| EQ : compare
-| GT : compare.
-
-definition compare_invert: compare \to compare \def
- \lambda c.
- match c with
- [ LT \Rightarrow GT
- | EQ \Rightarrow EQ
- | GT \Rightarrow LT ].
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/datatypes/constructors/".
-include "logic/equality.ma".
-
-inductive void : Set \def.
-
-inductive Prod (A,B:Set) : Set \def
-pair : A \to B \to Prod A B.
-
-definition fst \def \lambda A,B:Set.\lambda p: Prod A B.
-match p with
-[(pair a b) \Rightarrow a].
-
-definition snd \def \lambda A,B:Set.\lambda p: Prod A B.
-match p with
-[(pair a b) \Rightarrow b].
-
-theorem eq_pair_fst_snd: \forall A,B:Set.\forall p: Prod A B.
-p = pair A B (fst A B p) (snd A B p).
-intros.elim p.simplify.reflexivity.
-qed.
-
-inductive Sum (A,B:Set) : Set \def
- inl : A \to Sum A B
-| inr : B \to Sum A B.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/higher_order_defs/functions/".
-
-include "logic/equality.ma".
-
-definition compose \def
- \lambda A,B,C:Type.\lambda f:(B\to C).\lambda g:(A\to B).\lambda x:A.
- f (g x).
-
-notation "hvbox(a break \circ b)"
- left associative with precedence 70
-for @{ 'compose $a $b }.
-
-interpretation "function composition" 'compose f g =
- (cic:/matita/higher_order_defs/functions/compose.con _ _ _ f g).
-
-definition injective: \forall A,B:Type.\forall f:A \to B.Prop
-\def \lambda A,B.\lambda f.
- \forall x,y:A.f x = f y \to x=y.
-
-definition surjective: \forall A,B:Type.\forall f:A \to B.Prop
-\def \lambda A,B.\lambda f.
- \forall z:B. \exists x:A.z=f x.
-
-definition symmetric: \forall A:Type.\forall f:A \to A\to A.Prop
-\def \lambda A.\lambda f.\forall x,y.f x y = f y x.
-
-definition symmetric2: \forall A,B:Type.\forall f:A \to A\to B.Prop
-\def \lambda A,B.\lambda f.\forall x,y.f x y = f y x.
-
-definition associative: \forall A:Type.\forall f:A \to A\to A.Prop
-\def \lambda A.\lambda f.\forall x,y,z.f (f x y) z = f x (f y z).
-
-theorem eq_f_g_h:
- \forall A,B,C,D:Type.
- \forall f:C \to D.\forall g:B \to C.\forall h:A \to B.
- f \circ (g \circ h) = (f \circ g) \circ h.
- intros.
- reflexivity.
-qed.
-
-(* functions and relations *)
-definition monotonic : \forall A:Type.\forall R:A \to A \to Prop.
-\forall f:A \to A.Prop \def
-\lambda A. \lambda R. \lambda f. \forall x,y:A.R x y \to R (f x) (f y).
-
-(* functions and functions *)
-definition distributive: \forall A:Type.\forall f,g:A \to A \to A.Prop
-\def \lambda A.\lambda f,g.\forall x,y,z:A. f x (g y z) = g (f x y) (f x z).
-
-definition distributive2: \forall A,B:Type.\forall f:A \to B \to B.
-\forall g: B\to B\to B. Prop
-\def \lambda A,B.\lambda f,g.\forall x:A.\forall y,z:B. f x (g y z) = g (f x y) (f x z).
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/higher_order_defs/ordering/".
-
-include "logic/equality.ma".
-
-definition antisymmetric: \forall A:Type.\forall R:A \to A \to Prop.Prop
-\def
-\lambda A.\lambda R.\forall x,y:A.R x y \to R y x \to x=y.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/higher_order_defs/relations/".
-
-include "logic/connectives.ma".
-
-definition reflexive: \forall A:Type.\forall R:A \to A \to Prop.Prop
-\def
-\lambda A.\lambda R.\forall x:A.R x x.
-
-definition symmetric: \forall A:Type.\forall R:A \to A \to Prop.Prop
-\def
-\lambda A.\lambda R.\forall x,y:A.R x y \to R y x.
-
-definition transitive: \forall A:Type.\forall R:A \to A \to Prop.Prop
-\def
-\lambda A.\lambda R.\forall x,y,z:A.R x y \to R y z \to R x z.
-
-definition irreflexive: \forall A:Type.\forall R:A \to A \to Prop.Prop
-\def
-\lambda A.\lambda R.\forall x:A.\lnot (R x x).
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/list/".
-include "logic/equality.ma".
-include "higher_order_defs/functions.ma".
-
-notation "hvbox(hd break :: tl)"
- right associative with precedence 46
- for @{'cons $hd $tl}.
-
-notation "[ list0 x sep ; ]"
- non associative with precedence 90
- for ${fold right @'nil rec acc @{'cons $x $acc}}.
-
-notation "hvbox(l1 break @ l2)"
- right associative with precedence 47
- for @{'append $l1 $l2 }.
-
-inductive list (A:Set) : Set :=
- | nil: list A
- | cons: A -> list A -> list A.
-
-interpretation "nil" 'nil = (cic:/matita/list/list.ind#xpointer(1/1/1) _).
-interpretation "cons" 'cons hd tl =
- (cic:/matita/list/list.ind#xpointer(1/1/2) _ hd tl).
-
-(* theorem test_notation: [O; S O; S (S O)] = O :: S O :: S (S O) :: []. *)
-
-theorem nil_cons:
- \forall A:Set.\forall l:list A.\forall a:A.
- a::l <> [].
- intros.
- unfold; intros.
- discriminate H.
-qed.
-
-let rec id_list A (l: list A) on l :=
- match l with
- [ nil => []
- | (cons hd tl) => hd :: id_list A tl ].
-
-let rec append A (l1: list A) l2 on l1 :=
- match l1 with
- [ nil => l2
- | (cons hd tl) => hd :: append A tl l2 ].
-
-definition tail := \lambda A:Set. \lambda l: list A.
- match l with
- [ nil => []
- | (cons hd tl) => tl].
-
-interpretation "append" 'append l1 l2 = (cic:/matita/list/append.con _ l1 l2).
-
-theorem append_nil: \forall A:Set.\forall l:list A.l @ [] = l.
- intros.
- elim l.
- reflexivity.
- simplify.
- rewrite > H.
- reflexivity.
-qed.
-
-theorem associative_append: \forall A:Set.associative (list A) (append A).
- intros; unfold; intros.
- elim x.
- simplify; reflexivity.
- simplify.
- rewrite > H.
- reflexivity.
-qed.
-
-theorem cons_append_commute:
- \forall A:Set.\forall l1,l2:list A.\forall a:A.
- a :: (l1 @ l2) = (a :: l1) @ l2.
- intros.
- reflexivity.
-qed.
-
-(*
-theorem nil_append_nil_both:
- \forall A:Set.\forall l1,l2:list A.
- l1 @ l2 = [] \to l1 = [] \land l2 = [].
-*)
-
-(*
-include "nat/nat.ma".
-
-theorem test_notation: [O; S O; S (S O)] = O :: S O :: S (S O) :: [].
-reflexivity.
-qed.
-
-theorem test_append: [O;O;O;O;O;O] = [O;O;O] @ [O;O] @ [O].
-simplify.
-reflexivity.
-qed.
-*)
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/list/sort/".
-
-include "datatypes/bool.ma".
-include "datatypes/constructors.ma".
-include "list/list.ma".
-
-let rec mem (A:Set) (eq: A → A → bool) x (l: list A) on l ≝
- match l with
- [ nil ⇒ false
- | (cons a l') ⇒
- match eq x a with
- [ true ⇒ true
- | false ⇒ mem A eq x l'
- ]
- ].
-
-let rec ordered (A:Set) (le: A → A → bool) (l: list A) on l ≝
- match l with
- [ nil ⇒ true
- | (cons x l') ⇒
- match l' with
- [ nil ⇒ true
- | (cons y l'') ⇒
- le x y \land ordered A le l'
- ]
- ].
-
-let rec insert (A:Set) (le: A → A → bool) x (l: list A) on l ≝
- match l with
- [ nil ⇒ [x]
- | (cons he l') ⇒
- match le x he with
- [ true ⇒ x::l
- | false ⇒ he::(insert A le x l')
- ]
- ].
-
-lemma insert_ind :
- ∀A:Set. ∀le: A → A → bool. ∀x.
- ∀P:(list A → list A → Prop).
- ∀H:(∀l: list A. l=[] → P [] [x]).
- ∀H2:
- (∀l: list A. ∀he. ∀l'. P l' (insert ? le x l') →
- le x he = false → l=he::l' → P (he::l') (he::(insert ? le x l'))).
- ∀H3:
- (∀l: list A. ∀he. ∀l'. P l' (insert ? le x l') →
- le x he = true → l=he::l' → P (he::l') (x::he::l')).
- ∀l:list A. P l (insert ? le x l).
- intros.
- apply (
- let rec insert_ind (l: list A) \def
- match l in list
- return
- λli.
- l = li → P li (insert ? le x li)
- with
- [ nil ⇒ H l
- | (cons he l') ⇒
- match le x he
- return
- λb. le x he = b → l = he::l' →
- P (he::l')
- (match b with
- [ true ⇒ x::he::l'
- | false ⇒ he::(insert ? le x l') ])
- with
- [ true ⇒ H2 l he l' (insert_ind l')
- | false ⇒ H1 l he l' (insert_ind l')
- ]
- (refl_eq ? (le x he))
- ] (refl_eq ? l) in insert_ind l).
-qed.
-
-
-let rec insertionsort (A:Set) (le: A → A → bool) (l: list A) on l ≝
- match l with
- [ nil ⇒ []
- | (cons he l') ⇒
- let l'' ≝ insertionsort A le l' in
- insert A le he l''
- ].
-
-lemma ordered_injective:
- ∀A:Set. ∀le:A → A → bool.
- ∀l:list A. ordered A le l = true → ordered A le (tail A l) = true.
- intros 3 (A le l).
- elim l
- [ simplify; reflexivity;
- | simplify;
- generalize in match H1;
- clear H1;
- elim l1;
- [ simplify; reflexivity;
- | cut ((le s s1 \land ordered A le (s1::l2)) = true);
- [ generalize in match Hcut;
- apply andb_elim;
- elim (le s s1);
- [ simplify;
- fold simplify (ordered ? le (s1::l2));
- intros; assumption;
- | simplify;
- intros (Habsurd);
- apply False_ind;
- apply (not_eq_true_false);
- symmetry;
- assumption
- ]
- | exact H2;
- ]
- ]
- ].
-qed.
-
-lemma insert_sorted:
- \forall A:Set. \forall le:A\to A\to bool.
- (\forall a,b:A. le a b = false \to le b a = true) \to
- \forall l:list A. \forall x:A.
- ordered A le l = true \to ordered A le (insert A le x l) = true.
- intros 5 (A le H l x).
- apply (insert_ind ? ? ? (λl,il. ordered ? le l = true → ordered ? le il = true));
- clear l; intros; simplify; intros;
- [2: rewrite > H1;
- [ generalize in match (H ? ? H2); clear H2; intro;
- generalize in match H4; clear H4;
- elim l'; simplify;
- [ rewrite > H5;
- reflexivity
- | elim (le x s); simplify;
- [ rewrite > H5;
- reflexivity
- | simplify in H4;
- rewrite > (andb_true_true ? ? H4);
- reflexivity
- ]
- ]
- | apply (ordered_injective ? ? ? H4)
- ]
- | reflexivity
- | rewrite > H2;
- rewrite > H4;
- reflexivity
- ].
-qed.
-
-theorem insertionsort_sorted:
- ∀A:Set.
- ∀le:A → A → bool.∀eq:A → A → bool.
- (∀a,b:A. le a b = false → le b a = true) \to
- ∀l:list A.
- ordered A le (insertionsort A le l) = true.
- intros 5 (A le eq le_tot l).
- elim l;
- [ simplify;
- reflexivity;
- | apply (insert_sorted ? ? le_tot (insertionsort ? le l1) s);
- assumption;
- ]
-qed.
\ No newline at end of file
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/logic/connectives/".
-
-inductive True: Prop \def
-I : True.
-
-default "true" cic:/matita/logic/connectives/True.ind.
-
-inductive False: Prop \def .
-
-default "false" cic:/matita/logic/connectives/False.ind.
-
-definition Not: Prop \to Prop \def
-\lambda A. (A \to False).
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "logical not" 'not x = (cic:/matita/logic/connectives/Not.con x).
-
-theorem absurd : \forall A,C:Prop. A \to \lnot A \to C.
-intros. elim (H1 H).
-qed.
-
-default "absurd" cic:/matita/logic/connectives/absurd.con.
-
-inductive And (A,B:Prop) : Prop \def
- conj : A \to B \to (And A B).
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "logical and" 'and x y = (cic:/matita/logic/connectives/And.ind#xpointer(1/1) x y).
-
-theorem proj1: \forall A,B:Prop. A \land B \to A.
-intros. elim H. assumption.
-qed.
-
-theorem proj2: \forall A,B:Prop. A \land B \to B.
-intros. elim H. assumption.
-qed.
-
-inductive Or (A,B:Prop) : Prop \def
- or_introl : A \to (Or A B)
- | or_intror : B \to (Or A B).
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "logical or" 'or x y =
- (cic:/matita/logic/connectives/Or.ind#xpointer(1/1) x y).
-
-theorem Or_ind':
- \forall A,B:Prop.
- \forall P: A \lor B \to Prop.
- (\forall p:A. P (or_introl ? ? p)) \to
- (\forall q:B. P (or_intror ? ? q)) \to
- \forall p:A \lor B. P p.
- intros.
- apply
- (match p return \lambda p.P p with
- [(or_introl p) \Rightarrow H p
- |(or_intror q) \Rightarrow H1 q]).
-qed.
-
-definition decidable : Prop \to Prop \def \lambda A:Prop. A \lor \lnot A.
-
-inductive ex (A:Type) (P:A \to Prop) : Prop \def
- ex_intro: \forall x:A. P x \to ex A P.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "exists" 'exists \eta.x =
- (cic:/matita/logic/connectives/ex.ind#xpointer(1/1) _ x).
-
-notation < "hvbox(\exists ident i opt (: ty) break . p)"
- right associative with precedence 20
-for @{ 'exists ${default
- @{\lambda ${ident i} : $ty. $p)}
- @{\lambda ${ident i} . $p}}}.
-
-inductive ex2 (A:Type) (P,Q:A \to Prop) : Prop \def
- ex_intro2: \forall x:A. P x \to Q x \to ex2 A P Q.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/logic/equality/".
-
-include "higher_order_defs/relations.ma".
-
-inductive eq (A:Type) (x:A) : A \to Prop \def
- refl_eq : eq A x x.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "leibnitz's equality"
- 'eq x y = (cic:/matita/logic/equality/eq.ind#xpointer(1/1) _ x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "leibnitz's non-equality"
- 'neq x y = (cic:/matita/logic/connectives/Not.con
- (cic:/matita/logic/equality/eq.ind#xpointer(1/1) _ x y)).
-
-theorem eq_ind':
- \forall A. \forall x:A. \forall P: \forall y:A. x=y \to Prop.
- P ? (refl_eq ? x) \to \forall y:A. \forall p:x=y. P y p.
- intros.
- exact
- (match p return \lambda y. \lambda p.P y p with
- [refl_eq \Rightarrow H]).
-qed.
-
-theorem reflexive_eq : \forall A:Type. reflexive A (eq A).
-simplify.intros.apply refl_eq.
-qed.
-
-theorem symmetric_eq: \forall A:Type. symmetric A (eq A).
-unfold symmetric.intros.elim H. apply refl_eq.
-qed.
-
-theorem sym_eq : \forall A:Type.\forall x,y:A. x=y \to y=x
-\def symmetric_eq.
-
-theorem transitive_eq : \forall A:Type. transitive A (eq A).
-unfold transitive.intros.elim H1.assumption.
-qed.
-
-theorem trans_eq : \forall A:Type.\forall x,y,z:A. x=y \to y=z \to x=z
-\def transitive_eq.
-
-theorem eq_elim_r:
- \forall A:Type.\forall x:A. \forall P: A \to Prop.
- P x \to \forall y:A. y=x \to P y.
-intros. elim (sym_eq ? ? ? H1).assumption.
-qed.
-
-default "equality"
- cic:/matita/logic/equality/eq.ind
- cic:/matita/logic/equality/sym_eq.con
- cic:/matita/logic/equality/trans_eq.con
- cic:/matita/logic/equality/eq_ind.con
- cic:/matita/logic/equality/eq_elim_r.con.
-
-theorem eq_f: \forall A,B:Type.\forall f:A\to B.
-\forall x,y:A. x=y \to f x = f y.
-intros.elim H.reflexivity.
-qed.
-
-theorem eq_f2: \forall A,B,C:Type.\forall f:A\to B \to C.
-\forall x1,x2:A. \forall y1,y2:B.
-x1=x2 \to y1=y2 \to f x1 y1 = f x2 y2.
-intros.elim H1.elim H.reflexivity.
-qed.
-
-definition comp \def
- \lambda A.
- \lambda x,y,y':A.
- \lambda eq1:x=y.
- \lambda eq2:x=y'.
- eq_ind ? ? (\lambda a.a=y') eq2 ? eq1.
-
-lemma trans_sym_eq:
- \forall A.
- \forall x,y:A.
- \forall u:x=y.
- comp ? ? ? ? u u = refl_eq ? y.
- intros.
- apply (eq_ind' ? ? ? ? ? u).
- reflexivity.
-qed.
-
-definition nu \def
- \lambda A.
- \lambda H: \forall x,y:A. decidable (x=y).
- \lambda x,y. \lambda p:x=y.
- match H x y with
- [ (or_introl p') \Rightarrow p'
- | (or_intror K) \Rightarrow False_ind ? (K p) ].
-
-theorem nu_constant:
- \forall A.
- \forall H: \forall x,y:A. decidable (x=y).
- \forall x,y:A.
- \forall u,v:x=y.
- nu ? H ? ? u = nu ? H ? ? v.
- intros.
- unfold nu.
- unfold decidable in H.
- apply (Or_ind' ? ? ? ? ? (H x y)); simplify.
- intro; reflexivity.
- intro; elim (q u).
-qed.
-
-definition nu_inv \def
- \lambda A.
- \lambda H: \forall x,y:A. decidable (x=y).
- \lambda x,y:A.
- \lambda v:x=y.
- comp ? ? ? ? (nu ? H ? ? (refl_eq ? x)) v.
-
-theorem nu_left_inv:
- \forall A.
- \forall H: \forall x,y:A. decidable (x=y).
- \forall x,y:A.
- \forall u:x=y.
- nu_inv ? H ? ? (nu ? H ? ? u) = u.
- intros.
- apply (eq_ind' ? ? ? ? ? u).
- unfold nu_inv.
- apply trans_sym_eq.
-qed.
-
-theorem eq_to_eq_to_eq_p_q:
- \forall A. \forall x,y:A.
- (\forall x,y:A. decidable (x=y)) \to
- \forall p,q:x=y. p=q.
- intros.
- rewrite < (nu_left_inv ? H ? ? p).
- rewrite < (nu_left_inv ? H ? ? q).
- elim (nu_constant ? H ? ? q).
- reflexivity.
-qed.
-
-(*CSC: alternative proof that does not pollute the environment with
- technical lemmata. Unfortunately, it is a pain to do without proper
- support for let-ins.
-theorem eq_to_eq_to_eq_p_q:
- \forall A. \forall x,y:A.
- (\forall x,y:A. decidable (x=y)) \to
- \forall p,q:x=y. p=q.
-intros.
-letin nu \def
- (\lambda x,y. \lambda p:x=y.
- match H x y with
- [ (or_introl p') \Rightarrow p'
- | (or_intror K) \Rightarrow False_ind ? (K p) ]).
-cut
- (\forall q:x=y.
- eq_ind ? ? (\lambda z. z=y) (nu ? ? q) ? (nu ? ? (refl_eq ? x))
- = q).
-focus 8.
- clear q; clear p.
- intro.
- apply (eq_ind' ? ? ? ? ? q);
- fold simplify (nu ? ? (refl_eq ? x)).
- generalize in match (nu ? ? (refl_eq ? x)); intro.
- apply
- (eq_ind' A x
- (\lambda y. \lambda u.
- eq_ind A x (\lambda a.a=y) u y u = refl_eq ? y)
- ? x H1).
- reflexivity.
-unfocus.
-rewrite < (Hcut p); fold simplify (nu ? ? p).
-rewrite < (Hcut q); fold simplify (nu ? ? q).
-apply (Or_ind' (x=x) (x \neq x)
- (\lambda p:decidable (x=x). eq_ind A x (\lambda z.z=y) (nu x y p) x
- ([\lambda H1.eq A x x]
- match p with
- [(or_introl p') \Rightarrow p'
- |(or_intror K) \Rightarrow False_ind (x=x) (K (refl_eq A x))]) =
- eq_ind A x (\lambda z.z=y) (nu x y q) x
- ([\lambda H1.eq A x x]
- match p with
- [(or_introl p') \Rightarrow p'
- |(or_intror K) \Rightarrow False_ind (x=x) (K (refl_eq A x))]))
- ? ? (H x x)).
-intro; simplify; reflexivity.
-intro q; elim (q (refl_eq ? x)).
-qed.
-*)
-
-(*
-theorem a:\forall x.x=x\land True.
-[
-2:intros;
- split;
- [
- exact (refl_eq Prop x);
- |
- exact I;
- ]
-1:
- skip
-]
-qed.
-*)
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/chinese_reminder".
-
-include "nat/exp.ma".
-include "nat/gcd.ma".
-include "nat/permutation.ma".
-include "nat/congruence.ma".
-
-theorem and_congruent_congruent: \forall m,n,a,b:nat. O < n \to O < m \to
-gcd n m = (S O) \to ex nat (\lambda x. congruent x a m \land congruent x b n).
-intros.
-cut (\exists c,d.c*n - d*m = (S O) \lor d*m - c*n = (S O)).
-elim Hcut.elim H3.elim H4.
-apply (ex_intro nat ? ((a+b*m)*a1*n-b*a2*m)).
-split.
-(* congruent to a *)
-cut (a1*n = a2*m + (S O)).
-rewrite > assoc_times.
-rewrite > Hcut1.
-rewrite < (sym_plus ? (a2*m)).
-rewrite > distr_times_plus.
-rewrite < times_n_SO.
-rewrite > assoc_plus.
-rewrite < assoc_times.
-rewrite < times_plus_l.
-rewrite > eq_minus_plus_plus_minus.
-rewrite < times_minus_l.
-rewrite > sym_plus.
-apply (eq_times_plus_to_congruent ? ? ? ((b+(a+b*m)*a2)-b*a2)).
-assumption.reflexivity.
-apply le_times_l.
-apply (trans_le ? ((a+b*m)*a2)).
-apply le_times_l.
-apply (trans_le ? (b*m)).
-rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.assumption.
-apply le_plus_n.
-apply le_plus_n.
-apply minus_to_plus.
-apply lt_to_le.
-change with (O + a2*m < a1*n).
-apply lt_minus_to_plus.
-rewrite > H5.unfold lt.apply le_n.
-assumption.
-(* congruent to b *)
-cut (a2*m = a1*n - (S O)).
-rewrite > (assoc_times b a2).
-rewrite > Hcut1.
-rewrite > distr_times_minus.
-rewrite < assoc_times.
-rewrite < eq_plus_minus_minus_minus.
-rewrite < times_n_SO.
-rewrite < times_minus_l.
-rewrite < sym_plus.
-apply (eq_times_plus_to_congruent ? ? ? ((a+b*m)*a1-b*a1)).
-assumption.reflexivity.
-rewrite > assoc_times.
-apply le_times_r.
-apply (trans_le ? (a1*n - a2*m)).
-rewrite > H5.apply le_n.
-apply (le_minus_m ? (a2*m)).
-apply le_times_l.
-apply le_times_l.
-apply (trans_le ? (b*m)).
-rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.assumption.
-apply le_plus_n.
-apply sym_eq. apply plus_to_minus.
-rewrite > sym_plus.
-apply minus_to_plus.
-apply lt_to_le.
-change with (O + a2*m < a1*n).
-apply lt_minus_to_plus.
-rewrite > H5.unfold lt.apply le_n.
-assumption.
-(* and now the symmetric case; the price to pay for working
- in nat instead than Z *)
-apply (ex_intro nat ? ((b+a*n)*a2*m-a*a1*n)).
-split.
-(* congruent to a *)
-cut (a1*n = a2*m - (S O)).
-rewrite > (assoc_times a a1).
-rewrite > Hcut1.
-rewrite > distr_times_minus.
-rewrite < assoc_times.
-rewrite < eq_plus_minus_minus_minus.
-rewrite < times_n_SO.
-rewrite < times_minus_l.
-rewrite < sym_plus.
-apply (eq_times_plus_to_congruent ? ? ? ((b+a*n)*a2-a*a2)).
-assumption.reflexivity.
-rewrite > assoc_times.
-apply le_times_r.
-apply (trans_le ? (a2*m - a1*n)).
-rewrite > H5.apply le_n.
-apply (le_minus_m ? (a1*n)).
-rewrite > assoc_times.rewrite > assoc_times.
-apply le_times_l.
-apply (trans_le ? (a*n)).
-rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.assumption.
-apply le_plus_n.
-apply sym_eq.apply plus_to_minus.
-rewrite > sym_plus.
-apply minus_to_plus.
-apply lt_to_le.
-change with (O + a1*n < a2*m).
-apply lt_minus_to_plus.
-rewrite > H5.unfold lt.apply le_n.
-assumption.
-(* congruent to a *)
-cut (a2*m = a1*n + (S O)).
-rewrite > assoc_times.
-rewrite > Hcut1.
-rewrite > (sym_plus (a1*n)).
-rewrite > distr_times_plus.
-rewrite < times_n_SO.
-rewrite < assoc_times.
-rewrite > assoc_plus.
-rewrite < times_plus_l.
-rewrite > eq_minus_plus_plus_minus.
-rewrite < times_minus_l.
-rewrite > sym_plus.
-apply (eq_times_plus_to_congruent ? ? ? ((a+(b+a*n)*a1)-a*a1)).
-assumption.reflexivity.
-apply le_times_l.
-apply (trans_le ? ((b+a*n)*a1)).
-apply le_times_l.
-apply (trans_le ? (a*n)).
-rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.
-assumption.
-apply le_plus_n.
-apply le_plus_n.
-apply minus_to_plus.
-apply lt_to_le.
-change with (O + a1*n < a2*m).
-apply lt_minus_to_plus.
-rewrite > H5.unfold lt.apply le_n.
-assumption.
-(* proof of the cut *)
-rewrite < H2.
-apply eq_minus_gcd.
-qed.
-
-theorem and_congruent_congruent_lt: \forall m,n,a,b:nat. O < n \to O < m \to
-gcd n m = (S O) \to
-ex nat (\lambda x. (congruent x a m \land congruent x b n) \land
- (x < m*n)).
-intros.elim (and_congruent_congruent m n a b).
-elim H3.
-apply (ex_intro ? ? (a1 \mod (m*n))).
-split.split.
-apply (transitive_congruent m ? a1).
-unfold congruent.
-apply sym_eq.
-change with (congruent a1 (a1 \mod (m*n)) m).
-rewrite < sym_times.
-apply congruent_n_mod_times.
-assumption.assumption.assumption.
-apply (transitive_congruent n ? a1).
-unfold congruent.
-apply sym_eq.
-change with (congruent a1 (a1 \mod (m*n)) n).
-apply congruent_n_mod_times.
-assumption.assumption.assumption.
-apply lt_mod_m_m.
-rewrite > (times_n_O O).
-apply lt_times.assumption.assumption.
-assumption.assumption.assumption.
-qed.
-
-definition cr_pair : nat \to nat \to nat \to nat \to nat \def
-\lambda n,m,a,b.
-min (pred (n*m)) (\lambda x. andb (eqb (x \mod n) a) (eqb (x \mod m) b)).
-
-theorem cr_pair1: cr_pair (S (S O)) (S (S (S O))) O O = O.
-reflexivity.
-qed.
-
-theorem cr_pair2: cr_pair (S(S O)) (S(S(S O))) (S O) O = (S(S(S O))).
-simplify.
-reflexivity.
-qed.
-
-theorem cr_pair3: cr_pair (S(S O)) (S(S(S O))) (S O) (S(S O)) = (S(S(S(S(S O))))).
-reflexivity.
-qed.
-
-theorem cr_pair4: cr_pair (S(S(S(S(S O))))) (S(S(S(S(S(S(S O))))))) (S(S(S O))) (S(S O)) =
-(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S(S O))))))))))))))))))))))).
-reflexivity.
-qed.
-
-theorem mod_cr_pair : \forall m,n,a,b. a \lt m \to b \lt n \to
-gcd n m = (S O) \to
-(cr_pair m n a b) \mod m = a \land (cr_pair m n a b) \mod n = b.
-intros.
-cut (andb (eqb ((cr_pair m n a b) \mod m) a)
- (eqb ((cr_pair m n a b) \mod n) b) = true).
-generalize in match Hcut.
-apply andb_elim.
-apply eqb_elim.intro.
-rewrite > H3.
-change with
-(eqb ((cr_pair m n a b) \mod n) b = true \to
-a = a \land (cr_pair m n a b) \mod n = b).
-intro.split.reflexivity.
-apply eqb_true_to_eq.assumption.
-intro.
-change with (false = true \to
-(cr_pair m n a b) \mod m = a \land (cr_pair m n a b) \mod n = b).
-intro.apply False_ind.
-apply not_eq_true_false.apply sym_eq.assumption.
-apply (f_min_aux_true
-(\lambda x. andb (eqb (x \mod m) a) (eqb (x \mod n) b)) (pred (m*n)) (pred (m*n))).
-elim (and_congruent_congruent_lt m n a b).
-apply (ex_intro ? ? a1).split.split.
-rewrite < minus_n_n.apply le_O_n.
-elim H3.apply le_S_S_to_le.apply (trans_le ? (m*n)).
-assumption.apply (nat_case (m*n)).apply le_O_n.
-intro.
-rewrite < pred_Sn.apply le_n.
-elim H3.elim H4.
-apply andb_elim.
-cut (a1 \mod m = a).
-cut (a1 \mod n = b).
-rewrite > (eq_to_eqb_true ? ? Hcut).
-rewrite > (eq_to_eqb_true ? ? Hcut1).
-simplify.reflexivity.
-rewrite < (lt_to_eq_mod b n).assumption.
-assumption.
-rewrite < (lt_to_eq_mod a m).assumption.
-assumption.
-apply (le_to_lt_to_lt ? b).apply le_O_n.assumption.
-apply (le_to_lt_to_lt ? a).apply le_O_n.assumption.
-assumption.
-qed.
\ No newline at end of file
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/compare".
-
-include "datatypes/bool.ma".
-include "datatypes/compare.ma".
-include "nat/orders.ma".
-
-let rec eqb n m \def
-match n with
- [ O \Rightarrow
- match m with
- [ O \Rightarrow true
- | (S q) \Rightarrow false]
- | (S p) \Rightarrow
- match m with
- [ O \Rightarrow false
- | (S q) \Rightarrow eqb p q]].
-
-theorem eqb_to_Prop: \forall n,m:nat.
-match (eqb n m) with
-[ true \Rightarrow n = m
-| false \Rightarrow n \neq m].
-intros.
-apply (nat_elim2
-(\lambda n,m:nat.match (eqb n m) with
-[ true \Rightarrow n = m
-| false \Rightarrow n \neq m])).
-intro.elim n1.
-simplify.reflexivity.
-simplify.apply not_eq_O_S.
-intro.
-simplify.unfold Not.
-intro. apply (not_eq_O_S n1).apply sym_eq.assumption.
-intros.simplify.
-generalize in match H.
-elim ((eqb n1 m1)).
-simplify.apply eq_f.apply H1.
-simplify.unfold Not.intro.apply H1.apply inj_S.assumption.
-qed.
-
-theorem eqb_elim : \forall n,m:nat.\forall P:bool \to Prop.
-(n=m \to (P true)) \to (n \neq m \to (P false)) \to (P (eqb n m)).
-intros.
-cut
-(match (eqb n m) with
-[ true \Rightarrow n = m
-| false \Rightarrow n \neq m] \to (P (eqb n m))).
-apply Hcut.apply eqb_to_Prop.
-elim (eqb n m).
-apply ((H H2)).
-apply ((H1 H2)).
-qed.
-
-theorem eqb_n_n: \forall n. eqb n n = true.
-intro.elim n.simplify.reflexivity.
-simplify.assumption.
-qed.
-
-theorem eqb_true_to_eq: \forall n,m:nat.
-eqb n m = true \to n = m.
-intros.
-change with
-match true with
-[ true \Rightarrow n = m
-| false \Rightarrow n \neq m].
-rewrite < H.
-apply eqb_to_Prop.
-qed.
-
-theorem eqb_false_to_not_eq: \forall n,m:nat.
-eqb n m = false \to n \neq m.
-intros.
-change with
-match false with
-[ true \Rightarrow n = m
-| false \Rightarrow n \neq m].
-rewrite < H.
-apply eqb_to_Prop.
-qed.
-
-theorem eq_to_eqb_true: \forall n,m:nat.
-n = m \to eqb n m = true.
-intros.apply (eqb_elim n m).
-intros. reflexivity.
-intros.apply False_ind.apply (H1 H).
-qed.
-
-theorem not_eq_to_eqb_false: \forall n,m:nat.
-\lnot (n = m) \to eqb n m = false.
-intros.apply (eqb_elim n m).
-intros. apply False_ind.apply (H H1).
-intros.reflexivity.
-qed.
-
-let rec leb n m \def
-match n with
- [ O \Rightarrow true
- | (S p) \Rightarrow
- match m with
- [ O \Rightarrow false
- | (S q) \Rightarrow leb p q]].
-
-theorem leb_to_Prop: \forall n,m:nat.
-match (leb n m) with
-[ true \Rightarrow n \leq m
-| false \Rightarrow n \nleq m].
-intros.
-apply (nat_elim2
-(\lambda n,m:nat.match (leb n m) with
-[ true \Rightarrow n \leq m
-| false \Rightarrow n \nleq m])).
-simplify.exact le_O_n.
-simplify.exact not_le_Sn_O.
-intros 2.simplify.elim ((leb n1 m1)).
-simplify.apply le_S_S.apply H.
-simplify.unfold Not.intros.apply H.apply le_S_S_to_le.assumption.
-qed.
-
-theorem leb_elim: \forall n,m:nat. \forall P:bool \to Prop.
-(n \leq m \to (P true)) \to (n \nleq m \to (P false)) \to
-P (leb n m).
-intros.
-cut
-(match (leb n m) with
-[ true \Rightarrow n \leq m
-| false \Rightarrow n \nleq m] \to (P (leb n m))).
-apply Hcut.apply leb_to_Prop.
-elim (leb n m).
-apply ((H H2)).
-apply ((H1 H2)).
-qed.
-
-let rec nat_compare n m: compare \def
-match n with
-[ O \Rightarrow
- match m with
- [ O \Rightarrow EQ
- | (S q) \Rightarrow LT ]
-| (S p) \Rightarrow
- match m with
- [ O \Rightarrow GT
- | (S q) \Rightarrow nat_compare p q]].
-
-theorem nat_compare_n_n: \forall n:nat. nat_compare n n = EQ.
-intro.elim n.
-simplify.reflexivity.
-simplify.assumption.
-qed.
-
-theorem nat_compare_S_S: \forall n,m:nat.
-nat_compare n m = nat_compare (S n) (S m).
-intros.simplify.reflexivity.
-qed.
-
-theorem S_pred: \forall n:nat.lt O n \to eq nat n (S (pred n)).
-intro.elim n.apply False_ind.exact (not_le_Sn_O O H).
-apply eq_f.apply pred_Sn.
-qed.
-
-theorem nat_compare_pred_pred:
-\forall n,m:nat.lt O n \to lt O m \to
-eq compare (nat_compare n m) (nat_compare (pred n) (pred m)).
-intros.
-apply (lt_O_n_elim n H).
-apply (lt_O_n_elim m H1).
-intros.
-simplify.reflexivity.
-qed.
-
-theorem nat_compare_to_Prop: \forall n,m:nat.
-match (nat_compare n m) with
- [ LT \Rightarrow n < m
- | EQ \Rightarrow n=m
- | GT \Rightarrow m < n ].
-intros.
-apply (nat_elim2 (\lambda n,m.match (nat_compare n m) with
- [ LT \Rightarrow n < m
- | EQ \Rightarrow n=m
- | GT \Rightarrow m < n ])).
-intro.elim n1.simplify.reflexivity.
-simplify.unfold lt.apply le_S_S.apply le_O_n.
-intro.simplify.unfold lt.apply le_S_S. apply le_O_n.
-intros 2.simplify.elim ((nat_compare n1 m1)).
-simplify. unfold lt. apply le_S_S.apply H.
-simplify. apply eq_f. apply H.
-simplify. unfold lt.apply le_S_S.apply H.
-qed.
-
-theorem nat_compare_n_m_m_n: \forall n,m:nat.
-nat_compare n m = compare_invert (nat_compare m n).
-intros.
-apply (nat_elim2 (\lambda n,m. nat_compare n m = compare_invert (nat_compare m n))).
-intros.elim n1.simplify.reflexivity.
-simplify.reflexivity.
-intro.elim n1.simplify.reflexivity.
-simplify.reflexivity.
-intros.simplify.elim H.reflexivity.
-qed.
-
-theorem nat_compare_elim : \forall n,m:nat. \forall P:compare \to Prop.
-(n < m \to P LT) \to (n=m \to P EQ) \to (m < n \to P GT) \to
-(P (nat_compare n m)).
-intros.
-cut (match (nat_compare n m) with
-[ LT \Rightarrow n < m
-| EQ \Rightarrow n=m
-| GT \Rightarrow m < n] \to
-(P (nat_compare n m))).
-apply Hcut.apply nat_compare_to_Prop.
-elim ((nat_compare n m)).
-apply ((H H3)).
-apply ((H1 H3)).
-apply ((H2 H3)).
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/congruence".
-
-include "nat/relevant_equations.ma".
-include "nat/primes.ma".
-
-definition S_mod: nat \to nat \to nat \def
-\lambda n,m:nat. (S m) \mod n.
-
-definition congruent: nat \to nat \to nat \to Prop \def
-\lambda n,m,p:nat. mod n p = mod m p.
-
-theorem congruent_n_n: \forall n,p:nat.congruent n n p.
-intros.unfold congruent.reflexivity.
-qed.
-
-theorem transitive_congruent: \forall p:nat. transitive nat
-(\lambda n,m. congruent n m p).
-intros.unfold transitive.unfold congruent.intros.
-whd.apply (trans_eq ? ? (y \mod p)).
-apply H.apply H1.
-qed.
-
-theorem le_to_mod: \forall n,m:nat. n \lt m \to n = n \mod m.
-intros.
-apply (div_mod_spec_to_eq2 n m O n (n/m) (n \mod m)).
-constructor 1.assumption.simplify.reflexivity.
-apply div_mod_spec_div_mod.
-apply (le_to_lt_to_lt O n m).apply le_O_n.assumption.
-qed.
-
-theorem mod_mod : \forall n,p:nat. O<p \to n \mod p = (n \mod p) \mod p.
-intros.
-rewrite > (div_mod (n \mod p) p) in \vdash (? ? % ?).
-rewrite > (eq_div_O ? p).reflexivity.
-(* uffa: hint non lo trova lt vs. le*)
-apply lt_mod_m_m.
-assumption.
-assumption.
-qed.
-
-theorem mod_times_mod : \forall n,m,p:nat. O<p \to O<m \to n \mod p = (n \mod (m*p)) \mod p.
-intros.
-apply (div_mod_spec_to_eq2 n p (n/p) (n \mod p)
-(n/(m*p)*m + (n \mod (m*p)/p))).
-apply div_mod_spec_div_mod.assumption.
-constructor 1.
-apply lt_mod_m_m.assumption.
-rewrite > times_plus_l.
-rewrite > assoc_plus.
-rewrite < div_mod.
-rewrite > assoc_times.
-rewrite < div_mod.
-reflexivity.
-rewrite > (times_n_O O).
-apply lt_times.
-assumption.assumption.assumption.
-qed.
-
-theorem congruent_n_mod_n :
-\forall n,p:nat. O < p \to congruent n (n \mod p) p.
-intros.unfold congruent.
-apply mod_mod.assumption.
-qed.
-
-theorem congruent_n_mod_times :
-\forall n,m,p:nat. O < p \to O < m \to congruent n (n \mod (m*p)) p.
-intros.unfold congruent.
-apply mod_times_mod.assumption.assumption.
-qed.
-
-theorem eq_times_plus_to_congruent: \forall n,m,p,r:nat. O< p \to
-n = r*p+m \to congruent n m p.
-intros.unfold congruent.
-apply (div_mod_spec_to_eq2 n p (div n p) (mod n p) (r +(div m p)) (mod m p)).
-apply div_mod_spec_div_mod.assumption.
-constructor 1.
-apply lt_mod_m_m.assumption.
-rewrite > sym_times.
-rewrite > distr_times_plus.
-rewrite > sym_times.
-rewrite > (sym_times p).
-rewrite > assoc_plus.
-rewrite < div_mod.
-assumption.assumption.
-qed.
-
-theorem divides_to_congruent: \forall n,m,p:nat. O < p \to m \le n \to
-divides p (n - m) \to congruent n m p.
-intros.elim H2.
-apply (eq_times_plus_to_congruent n m p n2).
-assumption.
-rewrite < sym_plus.
-apply minus_to_plus.assumption.
-rewrite > sym_times. assumption.
-qed.
-
-theorem congruent_to_divides: \forall n,m,p:nat.
-O < p \to congruent n m p \to divides p (n - m).
-intros.unfold congruent in H1.
-apply (witness ? ? ((n / p)-(m / p))).
-rewrite > sym_times.
-rewrite > (div_mod n p) in \vdash (? ? % ?).
-rewrite > (div_mod m p) in \vdash (? ? % ?).
-rewrite < (sym_plus (m \mod p)).
-rewrite < H1.
-rewrite < (eq_minus_minus_minus_plus ? (n \mod p)).
-rewrite < minus_plus_m_m.
-apply sym_eq.
-apply times_minus_l.
-assumption.assumption.
-qed.
-
-theorem mod_times: \forall n,m,p:nat.
-O < p \to mod (n*m) p = mod ((mod n p)*(mod m p)) p.
-intros.
-change with (congruent (n*m) ((mod n p)*(mod m p)) p).
-apply (eq_times_plus_to_congruent ? ? p
-((n / p)*p*(m / p) + (n / p)*(m \mod p) + (n \mod p)*(m / p))).
-assumption.
-apply (trans_eq ? ? (((n/p)*p+(n \mod p))*((m/p)*p+(m \mod p)))).
-apply eq_f2.
-apply div_mod.assumption.
-apply div_mod.assumption.
-apply (trans_eq ? ? (((n/p)*p)*((m/p)*p) + (n/p)*p*(m \mod p) +
-(n \mod p)*((m / p)*p) + (n \mod p)*(m \mod p))).
-apply times_plus_plus.
-apply eq_f2.
-rewrite < assoc_times.
-rewrite > (assoc_times (n/p) p (m \mod p)).
-rewrite > (sym_times p (m \mod p)).
-rewrite < (assoc_times (n/p) (m \mod p) p).
-rewrite < times_plus_l.
-rewrite < (assoc_times (n \mod p)).
-rewrite < times_plus_l.
-apply eq_f2.
-apply eq_f2.reflexivity.
-reflexivity.reflexivity.
-reflexivity.
-qed.
-
-theorem congruent_times: \forall n,m,n1,m1,p. O < p \to congruent n n1 p \to
-congruent m m1 p \to congruent (n*m) (n1*m1) p.
-unfold congruent.
-intros.
-rewrite > (mod_times n m p H).
-rewrite > H1.
-rewrite > H2.
-apply sym_eq.
-apply mod_times.assumption.
-qed.
-
-theorem congruent_pi: \forall f:nat \to nat. \forall n,m,p:nat.O < p \to
-congruent (pi n f m) (pi n (\lambda m. mod (f m) p) m) p.
-intros.
-elim n.change with (congruent (f m) (f m \mod p) p).
-apply congruent_n_mod_n.assumption.
-change with (congruent ((f (S n1+m))*(pi n1 f m))
-(((f (S n1+m))\mod p)*(pi n1 (\lambda m.(f m) \mod p) m)) p).
-apply congruent_times.
-assumption.
-apply congruent_n_mod_n.assumption.
-assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* __ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/count".
-
-include "nat/relevant_equations.ma".
-include "nat/sigma_and_pi.ma".
-include "nat/permutation.ma".
-
-theorem sigma_f_g : \forall n,m:nat.\forall f,g:nat \to nat.
-sigma n (\lambda p.f p + g p) m = sigma n f m + sigma n g m.
-intros.elim n.
-simplify.reflexivity.
-simplify.rewrite > H.
-rewrite > assoc_plus.
-rewrite < (assoc_plus (g (S (n1+m)))).
-rewrite > (sym_plus (g (S (n1+m)))).
-rewrite > (assoc_plus (sigma n1 f m)).
-rewrite < assoc_plus.
-reflexivity.
-qed.
-
-theorem sigma_plus: \forall n,p,m:nat.\forall f:nat \to nat.
-sigma (S (p+n)) f m = sigma p (\lambda x.(f ((S n) + x))) m + sigma n f m.
-intros. elim p.
-simplify.
-rewrite < (sym_plus n m).reflexivity.
-simplify.
-rewrite > assoc_plus in \vdash (? ? ? %).
-rewrite < H.
-simplify.
-rewrite < plus_n_Sm.
-rewrite > (sym_plus n).
-rewrite > assoc_plus.
-rewrite < (sym_plus m).
-rewrite < (assoc_plus n1).
-reflexivity.
-qed.
-
-theorem sigma_plus1: \forall n,p,m:nat.\forall f:nat \to nat.
-sigma (p+(S n)) f m = sigma p (\lambda x.(f ((S n) + x))) m + sigma n f m.
-intros. elim p.
-simplify.reflexivity.
-simplify.
-rewrite > assoc_plus in \vdash (? ? ? %).
-rewrite < H.
-rewrite < plus_n_Sm.
-rewrite < plus_n_Sm.simplify.
-rewrite < (sym_plus n).
-rewrite > assoc_plus.
-rewrite < (sym_plus m).
-rewrite < (assoc_plus n).
-reflexivity.
-qed.
-
-theorem eq_sigma_sigma : \forall n,m:nat.\forall f:nat \to nat.
-sigma (pred ((S n)*(S m))) f O =
-sigma m (\lambda a.(sigma n (\lambda b.f (b*(S m) + a)) O)) O.
-intro.elim n.simplify.
-rewrite < plus_n_O.
-apply eq_sigma.intros.reflexivity.
-change with
-(sigma (m+(S n1)*(S m)) f O =
-sigma m (\lambda a.(f ((S(n1+O))*(S m)+a)) + (sigma n1 (\lambda b.f (b*(S m)+a)) O)) O).
-rewrite > sigma_f_g.
-rewrite < plus_n_O.
-rewrite < H.
-rewrite > (S_pred ((S n1)*(S m))).
-apply sigma_plus1.
-simplify.unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-theorem eq_sigma_sigma1 : \forall n,m:nat.\forall f:nat \to nat.
-sigma (pred ((S n)*(S m))) f O =
-sigma n (\lambda a.(sigma m (\lambda b.f (b*(S n) + a)) O)) O.
-intros.
-rewrite > sym_times.
-apply eq_sigma_sigma.
-qed.
-
-theorem sigma_times: \forall n,m,p:nat.\forall f:nat \to nat.
-(sigma n f m)*p = sigma n (\lambda i.(f i) * p) m.
-intro. elim n.simplify.reflexivity.
-simplify.rewrite < H.
-apply times_plus_l.
-qed.
-
-definition bool_to_nat: bool \to nat \def
-\lambda b. match b with
-[ true \Rightarrow (S O)
-| false \Rightarrow O ].
-
-theorem bool_to_nat_andb: \forall a,b:bool.
-bool_to_nat (andb a b) = (bool_to_nat a)*(bool_to_nat b).
-intros. elim a.elim b.
-simplify.reflexivity.
-reflexivity.
-reflexivity.
-qed.
-
-definition count : nat \to (nat \to bool) \to nat \def
-\lambda n.\lambda f. sigma (pred n) (\lambda n.(bool_to_nat (f n))) O.
-
-theorem count_times:\forall n,m:nat.
-\forall f,f1,f2:nat \to bool.
-\forall g:nat \to nat \to nat.
-\forall g1,g2: nat \to nat.
-(\forall a,b:nat. a < (S n) \to b < (S m) \to (g b a) < (S n)*(S m)) \to
-(\forall a,b:nat. a < (S n) \to b < (S m) \to (g1 (g b a)) = a) \to
-(\forall a,b:nat. a < (S n) \to b < (S m) \to (g2 (g b a)) = b) \to
-(\forall a,b:nat. a < (S n) \to b < (S m) \to f (g b a) = andb (f2 b) (f1 a)) \to
-(count ((S n)*(S m)) f) = (count (S n) f1)*(count (S m) f2).
-intros.unfold count.
-rewrite < eq_map_iter_i_sigma.
-rewrite > (permut_to_eq_map_iter_i plus assoc_plus sym_plus ? ? ?
- (\lambda i.g (div i (S n)) (mod i (S n)))).
-rewrite > eq_map_iter_i_sigma.
-rewrite > eq_sigma_sigma1.
-apply (trans_eq ? ?
-(sigma n (\lambda a.
- sigma m (\lambda b.(bool_to_nat (f2 b))*(bool_to_nat (f1 a))) O) O)).
-apply eq_sigma.intros.
-apply eq_sigma.intros.
-rewrite > (div_mod_spec_to_eq (i1*(S n) + i) (S n) ((i1*(S n) + i)/(S n))
- ((i1*(S n) + i) \mod (S n)) i1 i).
-rewrite > (div_mod_spec_to_eq2 (i1*(S n) + i) (S n) ((i1*(S n) + i)/(S n))
- ((i1*(S n) + i) \mod (S n)) i1 i).
-rewrite > H3.
-apply bool_to_nat_andb.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-apply div_mod_spec_div_mod.
-unfold lt.apply le_S_S.apply le_O_n.
-constructor 1.unfold lt.apply le_S_S.assumption.
-reflexivity.
-apply div_mod_spec_div_mod.
-unfold lt.apply le_S_S.apply le_O_n.
-constructor 1.unfold lt.apply le_S_S.assumption.
-reflexivity.
-apply (trans_eq ? ?
-(sigma n (\lambda n.((bool_to_nat (f1 n)) *
-(sigma m (\lambda n.bool_to_nat (f2 n)) O))) O)).
-apply eq_sigma.
-intros.
-rewrite > sym_times.
-apply (trans_eq ? ?
-(sigma m (\lambda n.(bool_to_nat (f2 n))*(bool_to_nat (f1 i))) O)).
-reflexivity.
-apply sym_eq. apply sigma_times.
-change in match (pred (S n)) with n.
-change in match (pred (S m)) with m.
-apply sym_eq. apply sigma_times.
-unfold permut.
-split.
-intros.
-rewrite < plus_n_O.
-apply le_S_S_to_le.
-rewrite < S_pred in \vdash (? ? %).
-change with ((g (i/(S n)) (i \mod (S n))) \lt (S n)*(S m)).
-apply H.
-apply lt_mod_m_m.
-unfold lt. apply le_S_S.apply le_O_n.
-apply (lt_times_to_lt_l n).
-apply (le_to_lt_to_lt ? i).
-rewrite > (div_mod i (S n)) in \vdash (? ? %).
-rewrite > sym_plus.
-apply le_plus_n.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt.
-rewrite > S_pred in \vdash (? ? %).
-apply le_S_S.
-rewrite > plus_n_O in \vdash (? ? %).
-rewrite > sym_times. assumption.
-rewrite > (times_n_O O).
-apply lt_times.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt. apply le_S_S.apply le_O_n.
-rewrite > (times_n_O O).
-apply lt_times.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt. apply le_S_S.apply le_O_n.
-rewrite < plus_n_O.
-unfold injn.
-intros.
-cut (i < (S n)*(S m)).
-cut (j < (S n)*(S m)).
-cut ((i \mod (S n)) < (S n)).
-cut ((i/(S n)) < (S m)).
-cut ((j \mod (S n)) < (S n)).
-cut ((j/(S n)) < (S m)).
-rewrite > (div_mod i (S n)).
-rewrite > (div_mod j (S n)).
-rewrite < (H1 (i \mod (S n)) (i/(S n)) Hcut2 Hcut3).
-rewrite < (H2 (i \mod (S n)) (i/(S n)) Hcut2 Hcut3) in \vdash (? ? (? % ?) ?).
-rewrite < (H1 (j \mod (S n)) (j/(S n)) Hcut4 Hcut5).
-rewrite < (H2 (j \mod (S n)) (j/(S n)) Hcut4 Hcut5) in \vdash (? ? ? (? % ?)).
-rewrite > H6.reflexivity.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt. apply le_S_S.apply le_O_n.
-apply (lt_times_to_lt_l n).
-apply (le_to_lt_to_lt ? j).
-rewrite > (div_mod j (S n)) in \vdash (? ? %).
-rewrite > sym_plus.
-apply le_plus_n.
-unfold lt. apply le_S_S.apply le_O_n.
-rewrite < sym_times. assumption.
-apply lt_mod_m_m.
-unfold lt. apply le_S_S.apply le_O_n.
-apply (lt_times_to_lt_l n).
-apply (le_to_lt_to_lt ? i).
-rewrite > (div_mod i (S n)) in \vdash (? ? %).
-rewrite > sym_plus.
-apply le_plus_n.
-unfold lt. apply le_S_S.apply le_O_n.
-rewrite < sym_times. assumption.
-apply lt_mod_m_m.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt.
-rewrite > S_pred in \vdash (? ? %).
-apply le_S_S.assumption.
-rewrite > (times_n_O O).
-apply lt_times.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt.
-rewrite > S_pred in \vdash (? ? %).
-apply le_S_S.assumption.
-rewrite > (times_n_O O).
-apply lt_times.
-unfold lt. apply le_S_S.apply le_O_n.
-unfold lt. apply le_S_S.apply le_O_n.
-intros.
-apply False_ind.
-apply (not_le_Sn_O m1 H4).
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/div_and_mod".
-
-include "nat/minus.ma".
-
-let rec mod_aux p m n: nat \def
-match (leb m n) with
-[ true \Rightarrow m
-| false \Rightarrow
- match p with
- [O \Rightarrow m
- |(S q) \Rightarrow mod_aux q (m-(S n)) n]].
-
-definition mod : nat \to nat \to nat \def
-\lambda n,m.
-match m with
-[O \Rightarrow m
-| (S p) \Rightarrow mod_aux n n p].
-
-interpretation "natural remainder" 'module x y =
- (cic:/matita/nat/div_and_mod/mod.con x y).
-
-let rec div_aux p m n : nat \def
-match (leb m n) with
-[ true \Rightarrow O
-| false \Rightarrow
- match p with
- [O \Rightarrow O
- |(S q) \Rightarrow S (div_aux q (m-(S n)) n)]].
-
-definition div : nat \to nat \to nat \def
-\lambda n,m.
-match m with
-[O \Rightarrow S n
-| (S p) \Rightarrow div_aux n n p].
-
-interpretation "natural divide" 'divide x y =
- (cic:/matita/nat/div_and_mod/div.con x y).
-
-theorem le_mod_aux_m_m:
-\forall p,n,m. n \leq p \to (mod_aux p n m) \leq m.
-intro.elim p.
-apply (le_n_O_elim n H (\lambda n.(mod_aux O n m) \leq m)).
-simplify.apply le_O_n.
-simplify.
-apply (leb_elim n1 m).
-simplify.intro.assumption.
-simplify.intro.apply H.
-cut (n1 \leq (S n) \to n1-(S m) \leq n).
-apply Hcut.assumption.
-elim n1.
-simplify.apply le_O_n.
-simplify.apply (trans_le ? n2 n).
-apply le_minus_m.apply le_S_S_to_le.assumption.
-qed.
-
-theorem lt_mod_m_m: \forall n,m. O < m \to (n \mod m) < m.
-intros 2.elim m.apply False_ind.
-apply (not_le_Sn_O O H).
-simplify.unfold lt.apply le_S_S.apply le_mod_aux_m_m.
-apply le_n.
-qed.
-
-theorem div_aux_mod_aux: \forall p,n,m:nat.
-(n=(div_aux p n m)*(S m) + (mod_aux p n m)).
-intro.elim p.
-simplify.elim (leb n m).
-simplify.apply refl_eq.
-simplify.apply refl_eq.
-simplify.
-apply (leb_elim n1 m).
-simplify.intro.apply refl_eq.
-simplify.intro.
-rewrite > assoc_plus.
-elim (H (n1-(S m)) m).
-change with (n1=(S m)+(n1-(S m))).
-rewrite < sym_plus.
-apply plus_minus_m_m.
-change with (m < n1).
-apply not_le_to_lt.exact H1.
-qed.
-
-theorem div_mod: \forall n,m:nat. O < m \to n=(n / m)*m+(n \mod m).
-intros 2.elim m.elim (not_le_Sn_O O H).
-simplify.
-apply div_aux_mod_aux.
-qed.
-
-inductive div_mod_spec (n,m,q,r:nat) : Prop \def
-div_mod_spec_intro: r < m \to n=q*m+r \to (div_mod_spec n m q r).
-
-(*
-definition div_mod_spec : nat \to nat \to nat \to nat \to Prop \def
-\lambda n,m,q,r:nat.r < m \land n=q*m+r).
-*)
-
-theorem div_mod_spec_to_not_eq_O: \forall n,m,q,r.(div_mod_spec n m q r) \to m \neq O.
-intros 4.unfold Not.intros.elim H.absurd (le (S r) O).
-rewrite < H1.assumption.
-exact (not_le_Sn_O r).
-qed.
-
-theorem div_mod_spec_div_mod:
-\forall n,m. O < m \to (div_mod_spec n m (n / m) (n \mod m)).
-intros.
-apply div_mod_spec_intro.
-apply lt_mod_m_m.assumption.
-apply div_mod.assumption.
-qed.
-
-theorem div_mod_spec_to_eq :\forall a,b,q,r,q1,r1.
-(div_mod_spec a b q r) \to (div_mod_spec a b q1 r1) \to
-(eq nat q q1).
-intros.elim H.elim H1.
-apply (nat_compare_elim q q1).intro.
-apply False_ind.
-cut (eq nat ((q1-q)*b+r1) r).
-cut (b \leq (q1-q)*b+r1).
-cut (b \leq r).
-apply (lt_to_not_le r b H2 Hcut2).
-elim Hcut.assumption.
-apply (trans_le ? ((q1-q)*b)).
-apply le_times_n.
-apply le_SO_minus.exact H6.
-rewrite < sym_plus.
-apply le_plus_n.
-rewrite < sym_times.
-rewrite > distr_times_minus.
-rewrite > plus_minus.
-rewrite > sym_times.
-rewrite < H5.
-rewrite < sym_times.
-apply plus_to_minus.
-apply H3.
-apply le_times_r.
-apply lt_to_le.
-apply H6.
-(* eq case *)
-intros.assumption.
-(* the following case is symmetric *)
-intro.
-apply False_ind.
-cut (eq nat ((q-q1)*b+r) r1).
-cut (b \leq (q-q1)*b+r).
-cut (b \leq r1).
-apply (lt_to_not_le r1 b H4 Hcut2).
-elim Hcut.assumption.
-apply (trans_le ? ((q-q1)*b)).
-apply le_times_n.
-apply le_SO_minus.exact H6.
-rewrite < sym_plus.
-apply le_plus_n.
-rewrite < sym_times.
-rewrite > distr_times_minus.
-rewrite > plus_minus.
-rewrite > sym_times.
-rewrite < H3.
-rewrite < sym_times.
-apply plus_to_minus.
-apply H5.
-apply le_times_r.
-apply lt_to_le.
-apply H6.
-qed.
-
-theorem div_mod_spec_to_eq2 :\forall a,b,q,r,q1,r1.
-(div_mod_spec a b q r) \to (div_mod_spec a b q1 r1) \to
-(eq nat r r1).
-intros.elim H.elim H1.
-apply (inj_plus_r (q*b)).
-rewrite < H3.
-rewrite > (div_mod_spec_to_eq a b q r q1 r1 H H1).
-assumption.
-qed.
-
-theorem div_mod_spec_times : \forall n,m:nat.div_mod_spec ((S n)*m) (S n) m O.
-intros.constructor 1.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite < plus_n_O.rewrite < sym_times.reflexivity.
-qed.
-
-(* some properties of div and mod *)
-theorem div_times: \forall n,m:nat. ((S n)*m) / (S n) = m.
-intros.
-apply (div_mod_spec_to_eq ((S n)*m) (S n) ? ? ? O).
-goal 15. (* ?11 is closed with the following tactics *)
-apply div_mod_spec_div_mod.
-unfold lt.apply le_S_S.apply le_O_n.
-apply div_mod_spec_times.
-qed.
-
-theorem div_n_n: \forall n:nat. O < n \to n / n = S O.
-intros.
-apply (div_mod_spec_to_eq n n (n / n) (n \mod n) (S O) O).
-apply div_mod_spec_div_mod.assumption.
-constructor 1.assumption.
-rewrite < plus_n_O.simplify.rewrite < plus_n_O.reflexivity.
-qed.
-
-theorem eq_div_O: \forall n,m. n < m \to n / m = O.
-intros.
-apply (div_mod_spec_to_eq n m (n/m) (n \mod m) O n).
-apply div_mod_spec_div_mod.
-apply (le_to_lt_to_lt O n m).
-apply le_O_n.assumption.
-constructor 1.assumption.reflexivity.
-qed.
-
-theorem mod_n_n: \forall n:nat. O < n \to n \mod n = O.
-intros.
-apply (div_mod_spec_to_eq2 n n (n / n) (n \mod n) (S O) O).
-apply div_mod_spec_div_mod.assumption.
-constructor 1.assumption.
-rewrite < plus_n_O.simplify.rewrite < plus_n_O.reflexivity.
-qed.
-
-theorem mod_S: \forall n,m:nat. O < m \to S (n \mod m) < m \to
-((S n) \mod m) = S (n \mod m).
-intros.
-apply (div_mod_spec_to_eq2 (S n) m ((S n) / m) ((S n) \mod m) (n / m) (S (n \mod m))).
-apply div_mod_spec_div_mod.assumption.
-constructor 1.assumption.rewrite < plus_n_Sm.
-apply eq_f.
-apply div_mod.
-assumption.
-qed.
-
-theorem mod_O_n: \forall n:nat.O \mod n = O.
-intro.elim n.simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem lt_to_eq_mod:\forall n,m:nat. n < m \to n \mod m = n.
-intros.
-apply (div_mod_spec_to_eq2 n m (n/m) (n \mod m) O n).
-apply div_mod_spec_div_mod.
-apply (le_to_lt_to_lt O n m).apply le_O_n.assumption.
-constructor 1.
-assumption.reflexivity.
-qed.
-
-(* injectivity *)
-theorem injective_times_r: \forall n:nat.injective nat nat (\lambda m:nat.(S n)*m).
-change with (\forall n,p,q:nat.(S n)*p = (S n)*q \to p=q).
-intros.
-rewrite < (div_times n).
-rewrite < (div_times n q).
-apply eq_f2.assumption.
-reflexivity.
-qed.
-
-variant inj_times_r : \forall n,p,q:nat.(S n)*p = (S n)*q \to p=q \def
-injective_times_r.
-
-theorem lt_O_to_injective_times_r: \forall n:nat. O < n \to injective nat nat (\lambda m:nat.n*m).
-change with (\forall n. O < n \to \forall p,q:nat.n*p = n*q \to p=q).
-intros 4.
-apply (lt_O_n_elim n H).intros.
-apply (inj_times_r m).assumption.
-qed.
-
-variant inj_times_r1:\forall n. O < n \to \forall p,q:nat.n*p = n*q \to p=q
-\def lt_O_to_injective_times_r.
-
-theorem injective_times_l: \forall n:nat.injective nat nat (\lambda m:nat.m*(S n)).
-change with (\forall n,p,q:nat.p*(S n) = q*(S n) \to p=q).
-intros.
-apply (inj_times_r n p q).
-rewrite < sym_times.
-rewrite < (sym_times q).
-assumption.
-qed.
-
-variant inj_times_l : \forall n,p,q:nat. p*(S n) = q*(S n) \to p=q \def
-injective_times_l.
-
-theorem lt_O_to_injective_times_l: \forall n:nat. O < n \to injective nat nat (\lambda m:nat.m*n).
-change with (\forall n. O < n \to \forall p,q:nat.p*n = q*n \to p=q).
-intros 4.
-apply (lt_O_n_elim n H).intros.
-apply (inj_times_l m).assumption.
-qed.
-
-variant inj_times_l1:\forall n. O < n \to \forall p,q:nat.p*n = q*n \to p=q
-\def lt_O_to_injective_times_l.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/exp".
-
-include "nat/div_and_mod.ma".
-
-let rec exp n m on m\def
- match m with
- [ O \Rightarrow (S O)
- | (S p) \Rightarrow (times n (exp n p)) ].
-
-interpretation "natural exponent" 'exp a b = (cic:/matita/nat/exp/exp.con a b).
-
-theorem exp_plus_times : \forall n,p,q:nat.
-n \sup (p + q) = (n \sup p) * (n \sup q).
-intros.elim p.
-simplify.rewrite < plus_n_O.reflexivity.
-simplify.rewrite > H.symmetry.
-apply assoc_times.
-qed.
-
-theorem exp_n_O : \forall n:nat. S O = n \sup O.
-intro.simplify.reflexivity.
-qed.
-
-theorem exp_n_SO : \forall n:nat. n = n \sup (S O).
-intro.simplify.rewrite < times_n_SO.reflexivity.
-qed.
-
-theorem exp_exp_times : \forall n,p,q:nat.
-(n \sup p) \sup q = n \sup (p * q).
-intros.
-elim q.simplify.rewrite < times_n_O.simplify.reflexivity.
-simplify.rewrite > H.rewrite < exp_plus_times.
-rewrite < times_n_Sm.reflexivity.
-qed.
-
-theorem lt_O_exp: \forall n,m:nat. O < n \to O < n \sup m.
-intros.elim m.simplify.unfold lt.apply le_n.
-simplify.unfold lt.rewrite > times_n_SO.
-apply le_times.assumption.assumption.
-qed.
-
-theorem lt_m_exp_nm: \forall n,m:nat. (S O) < n \to m < n \sup m.
-intros.elim m.simplify.unfold lt.reflexivity.
-simplify.unfold lt.
-apply (trans_le ? ((S(S O))*(S n1))).
-simplify.
-rewrite < plus_n_Sm.apply le_S_S.apply le_S_S.
-rewrite < sym_plus.
-apply le_plus_n.
-apply le_times.assumption.assumption.
-qed.
-
-theorem exp_to_eq_O: \forall n,m:nat. (S O) < n
-\to n \sup m = (S O) \to m = O.
-intros.apply antisym_le.apply le_S_S_to_le.
-rewrite < H1.change with (m < n \sup m).
-apply lt_m_exp_nm.assumption.
-apply le_O_n.
-qed.
-
-theorem injective_exp_r: \forall n:nat. (S O) < n \to
-injective nat nat (\lambda m:nat. n \sup m).
-simplify.intros 4.
-apply (nat_elim2 (\lambda x,y.n \sup x = n \sup y \to x = y)).
-intros.apply sym_eq.apply (exp_to_eq_O n).assumption.
-rewrite < H1.reflexivity.
-intros.apply (exp_to_eq_O n).assumption.assumption.
-intros.apply eq_f.
-apply H1.
-(* esprimere inj_times senza S *)
-cut (\forall a,b:nat.O < n \to n*a=n*b \to a=b).
-apply Hcut.simplify.unfold lt.apply le_S_S_to_le. apply le_S. assumption.
-assumption.
-intros 2.
-apply (nat_case n).
-intros.apply False_ind.apply (not_le_Sn_O O H3).
-intros.
-apply (inj_times_r m1).assumption.
-qed.
-
-variant inj_exp_r: \forall p:nat. (S O) < p \to \forall n,m:nat.
-p \sup n = p \sup m \to n = m \def
-injective_exp_r.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/factorial".
-
-include "nat/le_arith.ma".
-
-let rec fact n \def
- match n with
- [ O \Rightarrow (S O)
- | (S m) \Rightarrow (S m)*(fact m)].
-
-interpretation "factorial" 'fact n = (cic:/matita/nat/factorial/fact.con n).
-
-theorem le_SO_fact : \forall n. (S O) \le n!.
-intro.elim n.simplify.apply le_n.
-change with ((S O) \le (S n1)*n1!).
-apply (trans_le ? ((S n1)*(S O))).simplify.
-apply le_S_S.apply le_O_n.
-apply le_times_r.assumption.
-qed.
-
-theorem le_SSO_fact : \forall n. (S O) < n \to (S(S O)) \le n!.
-intro.apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_O (S O) H).
-intros.change with ((S (S O)) \le (S m)*m!).
-apply (trans_le ? ((S(S O))*(S O))).apply le_n.
-apply le_times.exact H.apply le_SO_fact.
-qed.
-
-theorem le_n_fact_n: \forall n. n \le n!.
-intro. elim n.apply le_O_n.
-change with (S n1 \le (S n1)*n1!).
-apply (trans_le ? ((S n1)*(S O))).
-rewrite < times_n_SO.apply le_n.
-apply le_times.apply le_n.
-apply le_SO_fact.
-qed.
-
-theorem lt_n_fact_n: \forall n. (S(S O)) < n \to n < n!.
-intro.apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_O (S(S O)) H).
-intros.change with ((S m) < (S m)*m!).
-apply (lt_to_le_to_lt ? ((S m)*(S (S O)))).
-rewrite < sym_times.
-simplify.unfold lt.
-apply le_S_S.rewrite < plus_n_O.
-apply le_plus_n.
-apply le_times_r.apply le_SSO_fact.
-simplify.unfold lt.apply le_S_S_to_le.exact H.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/factorization".
-
-include "nat/ord.ma".
-include "nat/gcd.ma".
-include "nat/nth_prime.ma".
-
-(* the following factorization algorithm looks for the largest prime
- factor. *)
-definition max_prime_factor \def \lambda n:nat.
-(max n (\lambda p:nat.eqb (n \mod (nth_prime p)) O)).
-
-(* max_prime_factor is indeed a factor *)
-theorem divides_max_prime_factor_n: \forall n:nat. (S O) < n \to
-nth_prime (max_prime_factor n) \divides n.
-intros.apply divides_b_true_to_divides.
-apply lt_O_nth_prime_n.
-apply (f_max_true (\lambda p:nat.eqb (n \mod (nth_prime p)) O) n).
-cut (\exists i. nth_prime i = smallest_factor n).
-elim Hcut.
-apply (ex_intro nat ? a).
-split.
-apply (trans_le a (nth_prime a)).
-apply le_n_fn.
-exact lt_nth_prime_n_nth_prime_Sn.
-rewrite > H1. apply le_smallest_factor_n.
-rewrite > H1.
-change with (divides_b (smallest_factor n) n = true).
-apply divides_to_divides_b_true.
-apply (trans_lt ? (S O)).unfold lt. apply le_n.
-apply lt_SO_smallest_factor.assumption.
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)). unfold lt. apply le_n. assumption.
-apply prime_to_nth_prime.
-apply prime_smallest_factor_n.assumption.
-qed.
-
-theorem divides_to_max_prime_factor : \forall n,m. (S O) < n \to O < m \to n \divides m \to
-max_prime_factor n \le max_prime_factor m.
-intros.change with
-((max n (\lambda p:nat.eqb (n \mod (nth_prime p)) O)) \le
-(max m (\lambda p:nat.eqb (m \mod (nth_prime p)) O))).
-apply f_m_to_le_max.
-apply (trans_le ? n).
-apply le_max_n.apply divides_to_le.assumption.assumption.
-change with (divides_b (nth_prime (max_prime_factor n)) m = true).
-apply divides_to_divides_b_true.
-cut (prime (nth_prime (max_prime_factor n))).
-apply lt_O_nth_prime_n.apply prime_nth_prime.
-cut (nth_prime (max_prime_factor n) \divides n).
-apply (transitive_divides ? n).
-apply divides_max_prime_factor_n.
-assumption.assumption.
-apply divides_b_true_to_divides.
-apply lt_O_nth_prime_n.
-apply divides_to_divides_b_true.
-apply lt_O_nth_prime_n.
-apply divides_max_prime_factor_n.
-assumption.
-qed.
-
-theorem p_ord_to_lt_max_prime_factor: \forall n,p,q,r. O < n \to
-p = max_prime_factor n \to
-(pair nat nat q r) = p_ord n (nth_prime p) \to
-(S O) < r \to max_prime_factor r < p.
-intros.
-rewrite > H1.
-cut (max_prime_factor r \lt max_prime_factor n \lor
- max_prime_factor r = max_prime_factor n).
-elim Hcut.assumption.
-absurd (nth_prime (max_prime_factor n) \divides r).
-rewrite < H4.
-apply divides_max_prime_factor_n.
-assumption.
-change with (nth_prime (max_prime_factor n) \divides r \to False).
-intro.
-cut (r \mod (nth_prime (max_prime_factor n)) \neq O).
-apply Hcut1.apply divides_to_mod_O.
-apply lt_O_nth_prime_n.assumption.
-apply (p_ord_aux_to_not_mod_O n n ? q r).
-apply lt_SO_nth_prime_n.assumption.
-apply le_n.
-rewrite < H1.assumption.
-apply (le_to_or_lt_eq (max_prime_factor r) (max_prime_factor n)).
-apply divides_to_max_prime_factor.
-assumption.assumption.
-apply (witness r n ((nth_prime p) \sup q)).
-rewrite < sym_times.
-apply (p_ord_aux_to_exp n n ? q r).
-apply lt_O_nth_prime_n.assumption.
-qed.
-
-theorem p_ord_to_lt_max_prime_factor1: \forall n,p,q,r. O < n \to
-max_prime_factor n \le p \to
-(pair nat nat q r) = p_ord n (nth_prime p) \to
-(S O) < r \to max_prime_factor r < p.
-intros.
-cut (max_prime_factor n < p \lor max_prime_factor n = p).
-elim Hcut.apply (le_to_lt_to_lt ? (max_prime_factor n)).
-apply divides_to_max_prime_factor.assumption.assumption.
-apply (witness r n ((nth_prime p) \sup q)).
-rewrite > sym_times.
-apply (p_ord_aux_to_exp n n).
-apply lt_O_nth_prime_n.
-assumption.assumption.
-apply (p_ord_to_lt_max_prime_factor n ? q).
-assumption.apply sym_eq.assumption.assumption.assumption.
-apply (le_to_or_lt_eq ? p H1).
-qed.
-
-(* datatypes and functions *)
-
-inductive nat_fact : Set \def
- nf_last : nat \to nat_fact
- | nf_cons : nat \to nat_fact \to nat_fact.
-
-inductive nat_fact_all : Set \def
- nfa_zero : nat_fact_all
- | nfa_one : nat_fact_all
- | nfa_proper : nat_fact \to nat_fact_all.
-
-let rec factorize_aux p n acc \def
- match p with
- [ O \Rightarrow acc
- | (S p1) \Rightarrow
- match p_ord n (nth_prime p1) with
- [ (pair q r) \Rightarrow
- factorize_aux p1 r (nf_cons q acc)]].
-
-definition factorize : nat \to nat_fact_all \def \lambda n:nat.
- match n with
- [ O \Rightarrow nfa_zero
- | (S n1) \Rightarrow
- match n1 with
- [ O \Rightarrow nfa_one
- | (S n2) \Rightarrow
- let p \def (max (S(S n2)) (\lambda p:nat.eqb ((S(S n2)) \mod (nth_prime p)) O)) in
- match p_ord (S(S n2)) (nth_prime p) with
- [ (pair q r) \Rightarrow
- nfa_proper (factorize_aux p r (nf_last (pred q)))]]].
-
-let rec defactorize_aux f i \def
- match f with
- [ (nf_last n) \Rightarrow (nth_prime i) \sup (S n)
- | (nf_cons n g) \Rightarrow
- (nth_prime i) \sup n *(defactorize_aux g (S i))].
-
-definition defactorize : nat_fact_all \to nat \def
-\lambda f : nat_fact_all.
-match f with
-[ nfa_zero \Rightarrow O
-| nfa_one \Rightarrow (S O)
-| (nfa_proper g) \Rightarrow defactorize_aux g O].
-
-theorem lt_O_defactorize_aux: \forall f:nat_fact.\forall i:nat.
-O < defactorize_aux f i.
-intro.elim f.simplify.unfold lt.
-rewrite > times_n_SO.
-apply le_times.
-change with (O < nth_prime i).
-apply lt_O_nth_prime_n.
-change with (O < exp (nth_prime i) n).
-apply lt_O_exp.
-apply lt_O_nth_prime_n.
-simplify.unfold lt.
-rewrite > times_n_SO.
-apply le_times.
-change with (O < exp (nth_prime i) n).
-apply lt_O_exp.
-apply lt_O_nth_prime_n.
-change with (O < defactorize_aux n1 (S i)).
-apply H.
-qed.
-
-theorem lt_SO_defactorize_aux: \forall f:nat_fact.\forall i:nat.
-S O < defactorize_aux f i.
-intro.elim f.simplify.unfold lt.
-rewrite > times_n_SO.
-apply le_times.
-change with (S O < nth_prime i).
-apply lt_SO_nth_prime_n.
-change with (O < exp (nth_prime i) n).
-apply lt_O_exp.
-apply lt_O_nth_prime_n.
-simplify.unfold lt.
-rewrite > times_n_SO.
-rewrite > sym_times.
-apply le_times.
-change with (O < exp (nth_prime i) n).
-apply lt_O_exp.
-apply lt_O_nth_prime_n.
-change with (S O < defactorize_aux n1 (S i)).
-apply H.
-qed.
-
-theorem defactorize_aux_factorize_aux :
-\forall p,n:nat.\forall acc:nat_fact.O < n \to
-((n=(S O) \land p=O) \lor max_prime_factor n < p) \to
-defactorize_aux (factorize_aux p n acc) O = n*(defactorize_aux acc p).
-intro.elim p.simplify.
-elim H1.elim H2.rewrite > H3.
-rewrite > sym_times. apply times_n_SO.
-apply False_ind.apply (not_le_Sn_O (max_prime_factor n) H2).
-simplify.
-(* generalizing the goal: I guess there exists a better way *)
-cut (\forall q,r.(pair nat nat q r) = (p_ord_aux n1 n1 (nth_prime n)) \to
-defactorize_aux match (p_ord_aux n1 n1 (nth_prime n)) with
-[(pair q r) \Rightarrow (factorize_aux n r (nf_cons q acc))] O =
-n1*defactorize_aux acc (S n)).
-apply (Hcut (fst ? ? (p_ord_aux n1 n1 (nth_prime n)))
-(snd ? ? (p_ord_aux n1 n1 (nth_prime n)))).
-apply sym_eq.apply eq_pair_fst_snd.
-intros.
-rewrite < H3.
-simplify.
-cut (n1 = r * (nth_prime n) \sup q).
-rewrite > H.
-simplify.rewrite < assoc_times.
-rewrite < Hcut.reflexivity.
-cut (O < r \lor O = r).
-elim Hcut1.assumption.absurd (n1 = O).
-rewrite > Hcut.rewrite < H4.reflexivity.
-unfold Not. intro.apply (not_le_Sn_O O).
-rewrite < H5 in \vdash (? ? %).assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-cut ((S O) < r \lor (S O) \nlt r).
-elim Hcut1.
-right.
-apply (p_ord_to_lt_max_prime_factor1 n1 ? q r).
-assumption.elim H2.
-elim H5.
-apply False_ind.
-apply (not_eq_O_S n).apply sym_eq.assumption.
-apply le_S_S_to_le.
-exact H5.
-assumption.assumption.
-cut (r=(S O)).
-apply (nat_case n).
-left.split.assumption.reflexivity.
-intro.right.rewrite > Hcut2.
-simplify.unfold lt.apply le_S_S.apply le_O_n.
-cut (r \lt (S O) \or r=(S O)).
-elim Hcut2.absurd (O=r).
-apply le_n_O_to_eq.apply le_S_S_to_le.exact H5.
-unfold Not.intro.
-cut (O=n1).
-apply (not_le_Sn_O O).
-rewrite > Hcut3 in \vdash (? ? %).
-assumption.rewrite > Hcut.
-rewrite < H6.reflexivity.
-assumption.
-apply (le_to_or_lt_eq r (S O)).
-apply not_lt_to_le.assumption.
-apply (decidable_lt (S O) r).
-rewrite > sym_times.
-apply (p_ord_aux_to_exp n1 n1).
-apply lt_O_nth_prime_n.assumption.
-qed.
-
-theorem defactorize_factorize: \forall n:nat.defactorize (factorize n) = n.
-intro.
-apply (nat_case n).reflexivity.
-intro.apply (nat_case m).reflexivity.
-intro.change with
-(let p \def (max (S(S m1)) (\lambda p:nat.eqb ((S(S m1)) \mod (nth_prime p)) O)) in
-defactorize (match p_ord (S(S m1)) (nth_prime p) with
-[ (pair q r) \Rightarrow
- nfa_proper (factorize_aux p r (nf_last (pred q)))])=(S(S m1))).
-intro.
-(* generalizing the goal; find a better way *)
-cut (\forall q,r.(pair nat nat q r) = (p_ord (S(S m1)) (nth_prime p)) \to
-defactorize (match p_ord (S(S m1)) (nth_prime p) with
-[ (pair q r) \Rightarrow
- nfa_proper (factorize_aux p r (nf_last (pred q)))])=(S(S m1))).
-apply (Hcut (fst ? ? (p_ord (S(S m1)) (nth_prime p)))
-(snd ? ? (p_ord (S(S m1)) (nth_prime p)))).
-apply sym_eq.apply eq_pair_fst_snd.
-intros.
-rewrite < H.
-change with
-(defactorize_aux (factorize_aux p r (nf_last (pred q))) O = (S(S m1))).
-cut ((S(S m1)) = (nth_prime p) \sup q *r).
-cut (O<r).
-rewrite > defactorize_aux_factorize_aux.
-change with (r*(nth_prime p) \sup (S (pred q)) = (S(S m1))).
-cut ((S (pred q)) = q).
-rewrite > Hcut2.
-rewrite > sym_times.
-apply sym_eq.
-apply (p_ord_aux_to_exp (S(S m1))).
-apply lt_O_nth_prime_n.
-assumption.
-(* O < q *)
-apply sym_eq. apply S_pred.
-cut (O < q \lor O = q).
-elim Hcut2.assumption.
-absurd (nth_prime p \divides S (S m1)).
-apply (divides_max_prime_factor_n (S (S m1))).
-unfold lt.apply le_S_S.apply le_S_S. apply le_O_n.
-cut ((S(S m1)) = r).
-rewrite > Hcut3 in \vdash (? (? ? %)).
-change with (nth_prime p \divides r \to False).
-intro.
-apply (p_ord_aux_to_not_mod_O (S(S m1)) (S(S m1)) (nth_prime p) q r).
-apply lt_SO_nth_prime_n.
-unfold lt.apply le_S_S.apply le_O_n.apply le_n.
-assumption.
-apply divides_to_mod_O.apply lt_O_nth_prime_n.assumption.
-rewrite > times_n_SO in \vdash (? ? ? %).
-rewrite < sym_times.
-rewrite > (exp_n_O (nth_prime p)).
-rewrite > H1 in \vdash (? ? ? (? (? ? %) ?)).
-assumption.
-apply le_to_or_lt_eq.apply le_O_n.assumption.
-(* e adesso l'ultimo goal. TASSI: che ora non e' piu' l'ultimo :P *)
-cut ((S O) < r \lor S O \nlt r).
-elim Hcut2.
-right.
-apply (p_ord_to_lt_max_prime_factor1 (S(S m1)) ? q r).
-unfold lt.apply le_S_S. apply le_O_n.
-apply le_n.
-assumption.assumption.
-cut (r=(S O)).
-apply (nat_case p).
-left.split.assumption.reflexivity.
-intro.right.rewrite > Hcut3.
-simplify.unfold lt.apply le_S_S.apply le_O_n.
-cut (r \lt (S O) \or r=(S O)).
-elim Hcut3.absurd (O=r).
-apply le_n_O_to_eq.apply le_S_S_to_le.exact H2.
-unfold Not.intro.
-apply (not_le_Sn_O O).
-rewrite > H3 in \vdash (? ? %).assumption.assumption.
-apply (le_to_or_lt_eq r (S O)).
-apply not_lt_to_le.assumption.
-apply (decidable_lt (S O) r).
-(* O < r *)
-cut (O < r \lor O = r).
-elim Hcut1.assumption.
-apply False_ind.
-apply (not_eq_O_S (S m1)).
-rewrite > Hcut.rewrite < H1.rewrite < times_n_O.reflexivity.
-apply le_to_or_lt_eq.apply le_O_n.
-(* prova del cut *)
-goal 20.
-apply (p_ord_aux_to_exp (S(S m1))).
-apply lt_O_nth_prime_n.
-assumption.
-(* fine prova cut *)
-qed.
-
-let rec max_p f \def
-match f with
-[ (nf_last n) \Rightarrow O
-| (nf_cons n g) \Rightarrow S (max_p g)].
-
-let rec max_p_exponent f \def
-match f with
-[ (nf_last n) \Rightarrow n
-| (nf_cons n g) \Rightarrow max_p_exponent g].
-
-theorem divides_max_p_defactorize: \forall f:nat_fact.\forall i:nat.
-nth_prime ((max_p f)+i) \divides defactorize_aux f i.
-intro.
-elim f.simplify.apply (witness ? ? ((nth_prime i) \sup n)).
-reflexivity.
-change with
-(nth_prime (S(max_p n1)+i) \divides
-(nth_prime i) \sup n *(defactorize_aux n1 (S i))).
-elim (H (S i)).
-rewrite > H1.
-rewrite < sym_times.
-rewrite > assoc_times.
-rewrite < plus_n_Sm.
-apply (witness ? ? (n2* (nth_prime i) \sup n)).
-reflexivity.
-qed.
-
-theorem divides_exp_to_divides:
-\forall p,n,m:nat. prime p \to
-p \divides n \sup m \to p \divides n.
-intros 3.elim m.simplify in H1.
-apply (transitive_divides p (S O)).assumption.
-apply divides_SO_n.
-cut (p \divides n \lor p \divides n \sup n1).
-elim Hcut.assumption.
-apply H.assumption.assumption.
-apply divides_times_to_divides.assumption.
-exact H2.
-qed.
-
-theorem divides_exp_to_eq:
-\forall p,q,m:nat. prime p \to prime q \to
-p \divides q \sup m \to p = q.
-intros.
-unfold prime in H1.
-elim H1.apply H4.
-apply (divides_exp_to_divides p q m).
-assumption.assumption.
-unfold prime in H.elim H.assumption.
-qed.
-
-theorem not_divides_defactorize_aux: \forall f:nat_fact. \forall i,j:nat.
-i < j \to nth_prime i \ndivides defactorize_aux f j.
-intro.elim f.
-change with
-(nth_prime i \divides (nth_prime j) \sup (S n) \to False).
-intro.absurd ((nth_prime i) = (nth_prime j)).
-apply (divides_exp_to_eq ? ? (S n)).
-apply prime_nth_prime.apply prime_nth_prime.
-assumption.
-change with ((nth_prime i) = (nth_prime j) \to False).
-intro.cut (i = j).
-apply (not_le_Sn_n i).rewrite > Hcut in \vdash (? ? %).assumption.
-apply (injective_nth_prime ? ? H2).
-change with
-(nth_prime i \divides (nth_prime j) \sup n *(defactorize_aux n1 (S j)) \to False).
-intro.
-cut (nth_prime i \divides (nth_prime j) \sup n
-\lor nth_prime i \divides defactorize_aux n1 (S j)).
-elim Hcut.
-absurd ((nth_prime i) = (nth_prime j)).
-apply (divides_exp_to_eq ? ? n).
-apply prime_nth_prime.apply prime_nth_prime.
-assumption.
-change with ((nth_prime i) = (nth_prime j) \to False).
-intro.
-cut (i = j).
-apply (not_le_Sn_n i).rewrite > Hcut1 in \vdash (? ? %).assumption.
-apply (injective_nth_prime ? ? H4).
-apply (H i (S j)).
-apply (trans_lt ? j).assumption.unfold lt.apply le_n.
-assumption.
-apply divides_times_to_divides.
-apply prime_nth_prime.assumption.
-qed.
-
-lemma not_eq_nf_last_nf_cons: \forall g:nat_fact.\forall n,m,i:nat.
-\lnot (defactorize_aux (nf_last n) i= defactorize_aux (nf_cons m g) i).
-intros.
-change with
-(exp (nth_prime i) (S n) = defactorize_aux (nf_cons m g) i \to False).
-intro.
-cut (S(max_p g)+i= i).
-apply (not_le_Sn_n i).
-rewrite < Hcut in \vdash (? ? %).
-simplify.apply le_S_S.
-apply le_plus_n.
-apply injective_nth_prime.
-(* uffa, perche' semplifica ? *)
-change with (nth_prime (S(max_p g)+i)= nth_prime i).
-apply (divides_exp_to_eq ? ? (S n)).
-apply prime_nth_prime.apply prime_nth_prime.
-rewrite > H.
-change with (divides (nth_prime ((max_p (nf_cons m g))+i))
-(defactorize_aux (nf_cons m g) i)).
-apply divides_max_p_defactorize.
-qed.
-
-lemma not_eq_nf_cons_O_nf_cons: \forall f,g:nat_fact.\forall n,i:nat.
-\lnot (defactorize_aux (nf_cons O f) i= defactorize_aux (nf_cons (S n) g) i).
-intros.
-simplify.unfold Not.rewrite < plus_n_O.
-intro.
-apply (not_divides_defactorize_aux f i (S i) ?).
-unfold lt.apply le_n.
-rewrite > H.
-rewrite > assoc_times.
-apply (witness ? ? ((exp (nth_prime i) n)*(defactorize_aux g (S i)))).
-reflexivity.
-qed.
-
-theorem eq_defactorize_aux_to_eq: \forall f,g:nat_fact.\forall i:nat.
-defactorize_aux f i = defactorize_aux g i \to f = g.
-intro.
-elim f.
-generalize in match H.
-elim g.
-apply eq_f.
-apply inj_S. apply (inj_exp_r (nth_prime i)).
-apply lt_SO_nth_prime_n.
-assumption.
-apply False_ind.
-apply (not_eq_nf_last_nf_cons n2 n n1 i H2).
-generalize in match H1.
-elim g.
-apply False_ind.
-apply (not_eq_nf_last_nf_cons n1 n2 n i).
-apply sym_eq. assumption.
-simplify in H3.
-generalize in match H3.
-apply (nat_elim2 (\lambda n,n2.
-((nth_prime i) \sup n)*(defactorize_aux n1 (S i)) =
-((nth_prime i) \sup n2)*(defactorize_aux n3 (S i)) \to
-nf_cons n n1 = nf_cons n2 n3)).
-intro.
-elim n4. apply eq_f.
-apply (H n3 (S i)).
-simplify in H4.
-rewrite > plus_n_O.
-rewrite > (plus_n_O (defactorize_aux n3 (S i))).assumption.
-apply False_ind.
-apply (not_eq_nf_cons_O_nf_cons n1 n3 n5 i).assumption.
-intros.
-apply False_ind.
-apply (not_eq_nf_cons_O_nf_cons n3 n1 n4 i).
-apply sym_eq.assumption.
-intros.
-cut (nf_cons n4 n1 = nf_cons m n3).
-cut (n4=m).
-cut (n1=n3).
-rewrite > Hcut1.rewrite > Hcut2.reflexivity.
-change with
-(match nf_cons n4 n1 with
-[ (nf_last m) \Rightarrow n1
-| (nf_cons m g) \Rightarrow g ] = n3).
-rewrite > Hcut.simplify.reflexivity.
-change with
-(match nf_cons n4 n1 with
-[ (nf_last m) \Rightarrow m
-| (nf_cons m g) \Rightarrow m ] = m).
-rewrite > Hcut.simplify.reflexivity.
-apply H4.simplify in H5.
-apply (inj_times_r1 (nth_prime i)).
-apply lt_O_nth_prime_n.
-rewrite < assoc_times.rewrite < assoc_times.assumption.
-qed.
-
-theorem injective_defactorize_aux: \forall i:nat.
-injective nat_fact nat (\lambda f.defactorize_aux f i).
-change with (\forall i:nat.\forall f,g:nat_fact.
-defactorize_aux f i = defactorize_aux g i \to f = g).
-intros.
-apply (eq_defactorize_aux_to_eq f g i H).
-qed.
-
-theorem injective_defactorize:
-injective nat_fact_all nat defactorize.
-change with (\forall f,g:nat_fact_all.
-defactorize f = defactorize g \to f = g).
-intro.elim f.
-generalize in match H.elim g.
-(* zero - zero *)
-reflexivity.
-(* zero - one *)
-simplify in H1.
-apply False_ind.
-apply (not_eq_O_S O H1).
-(* zero - proper *)
-simplify in H1.
-apply False_ind.
-apply (not_le_Sn_n O).
-rewrite > H1 in \vdash (? ? %).
-change with (O < defactorize_aux n O).
-apply lt_O_defactorize_aux.
-generalize in match H.
-elim g.
-(* one - zero *)
-simplify in H1.
-apply False_ind.
-apply (not_eq_O_S O).apply sym_eq. assumption.
-(* one - one *)
-reflexivity.
-(* one - proper *)
-simplify in H1.
-apply False_ind.
-apply (not_le_Sn_n (S O)).
-rewrite > H1 in \vdash (? ? %).
-change with ((S O) < defactorize_aux n O).
-apply lt_SO_defactorize_aux.
-generalize in match H.elim g.
-(* proper - zero *)
-simplify in H1.
-apply False_ind.
-apply (not_le_Sn_n O).
-rewrite < H1 in \vdash (? ? %).
-change with (O < defactorize_aux n O).
-apply lt_O_defactorize_aux.
-(* proper - one *)
-simplify in H1.
-apply False_ind.
-apply (not_le_Sn_n (S O)).
-rewrite < H1 in \vdash (? ? %).
-change with ((S O) < defactorize_aux n O).
-apply lt_SO_defactorize_aux.
-(* proper - proper *)
-apply eq_f.
-apply (injective_defactorize_aux O).
-exact H1.
-qed.
-
-theorem factorize_defactorize:
-\forall f,g: nat_fact_all. factorize (defactorize f) = f.
-intros.
-apply injective_defactorize.
-(* uffa: perche' semplifica ??? *)
-change with (defactorize(factorize (defactorize f)) = (defactorize f)).
-apply defactorize_factorize.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/fermat_little_theorem".
-
-include "nat/exp.ma".
-include "nat/gcd.ma".
-include "nat/permutation.ma".
-include "nat/congruence.ma".
-
-theorem permut_S_mod: \forall n:nat. permut (S_mod (S n)) n.
-intro.unfold permut.split.intros.
-unfold S_mod.
-apply le_S_S_to_le.
-change with ((S i) \mod (S n) < S n).
-apply lt_mod_m_m.
-unfold lt.apply le_S_S.apply le_O_n.
-unfold injn.intros.
-apply inj_S.
-rewrite < (lt_to_eq_mod i (S n)).
-rewrite < (lt_to_eq_mod j (S n)).
-cut (i < n \lor i = n).
-cut (j < n \lor j = n).
-elim Hcut.
-elim Hcut1.
-(* i < n, j< n *)
-rewrite < mod_S.
-rewrite < mod_S.
-apply H2.unfold lt.apply le_S_S.apply le_O_n.
-rewrite > lt_to_eq_mod.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite > lt_to_eq_mod.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-(* i < n, j=n *)
-unfold S_mod in H2.
-simplify.
-apply False_ind.
-apply (not_eq_O_S (i \mod (S n))).
-apply sym_eq.
-rewrite < (mod_n_n (S n)).
-rewrite < H4 in \vdash (? ? ? (? %?)).
-rewrite < mod_S.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite > lt_to_eq_mod.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-(* i = n, j < n *)
-elim Hcut1.
-apply False_ind.
-apply (not_eq_O_S (j \mod (S n))).
-rewrite < (mod_n_n (S n)).
-rewrite < H3 in \vdash (? ? (? %?) ?).
-rewrite < mod_S.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite > lt_to_eq_mod.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-(* i = n, j= n*)
-rewrite > H3.
-rewrite > H4.
-reflexivity.
-apply le_to_or_lt_eq.assumption.
-apply le_to_or_lt_eq.assumption.
-unfold lt.apply le_S_S.assumption.
-unfold lt.apply le_S_S.assumption.
-qed.
-
-(*
-theorem eq_fact_pi: \forall n,m:nat. n < m \to n! = pi n (S_mod m).
-intro.elim n.
-simplify.reflexivity.
-change with (S n1)*n1!=(S_mod m n1)*(pi n1 (S_mod m)).
-unfold S_mod in \vdash (? ? ? (? % ?)).
-rewrite > lt_to_eq_mod.
-apply eq_f.apply H.apply (trans_lt ? (S n1)).
-simplify. apply le_n.assumption.assumption.
-qed.
-*)
-
-theorem prime_to_not_divides_fact: \forall p:nat. prime p \to \forall n:nat.
-n \lt p \to \not divides p n!.
-intros 3.elim n.unfold Not.intros.
-apply (lt_to_not_le (S O) p).
-unfold prime in H.elim H.
-assumption.apply divides_to_le.unfold lt.apply le_n.
-assumption.
-change with (divides p ((S n1)*n1!) \to False).
-intro.
-cut (divides p (S n1) \lor divides p n1!).
-elim Hcut.apply (lt_to_not_le (S n1) p).
-assumption.
-apply divides_to_le.unfold lt.apply le_S_S.apply le_O_n.
-assumption.apply H1.
-apply (trans_lt ? (S n1)).unfold lt. apply le_n.
-assumption.assumption.
-apply divides_times_to_divides.
-assumption.assumption.
-qed.
-
-theorem permut_mod: \forall p,a:nat. prime p \to
-\lnot divides p a\to permut (\lambda n.(mod (a*n) p)) (pred p).
-unfold permut.intros.
-split.intros.apply le_S_S_to_le.
-apply (trans_le ? p).
-change with (mod (a*i) p < p).
-apply lt_mod_m_m.
-unfold prime in H.elim H.
-unfold lt.apply (trans_le ? (S (S O))).
-apply le_n_Sn.assumption.
-rewrite < S_pred.apply le_n.
-unfold prime in H.
-elim H.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.assumption.
-unfold injn.intros.
-apply (nat_compare_elim i j).
-(* i < j *)
-intro.
-absurd (j-i \lt p).
-unfold lt.
-rewrite > (S_pred p).
-apply le_S_S.
-apply le_plus_to_minus.
-apply (trans_le ? (pred p)).assumption.
-rewrite > sym_plus.
-apply le_plus_n.
-unfold prime in H.
-elim H.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.assumption.
-apply (le_to_not_lt p (j-i)).
-apply divides_to_le.unfold lt.
-apply le_SO_minus.assumption.
-cut (divides p a \lor divides p (j-i)).
-elim Hcut.apply False_ind.apply H1.assumption.assumption.
-apply divides_times_to_divides.assumption.
-rewrite > distr_times_minus.
-apply eq_mod_to_divides.
-unfold prime in H.
-elim H.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.assumption.
-apply sym_eq.
-apply H4.
-(* i = j *)
-intro. assumption.
-(* j < i *)
-intro.
-absurd (i-j \lt p).
-unfold lt.
-rewrite > (S_pred p).
-apply le_S_S.
-apply le_plus_to_minus.
-apply (trans_le ? (pred p)).assumption.
-rewrite > sym_plus.
-apply le_plus_n.
-unfold prime in H.
-elim H.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.assumption.
-apply (le_to_not_lt p (i-j)).
-apply divides_to_le.unfold lt.
-apply le_SO_minus.assumption.
-cut (divides p a \lor divides p (i-j)).
-elim Hcut.apply False_ind.apply H1.assumption.assumption.
-apply divides_times_to_divides.assumption.
-rewrite > distr_times_minus.
-apply eq_mod_to_divides.
-unfold prime in H.
-elim H.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.assumption.
-apply H4.
-qed.
-
-theorem congruent_exp_pred_SO: \forall p,a:nat. prime p \to \lnot divides p a \to
-congruent (exp a (pred p)) (S O) p.
-intros.
-cut (O < a).
-cut (O < p).
-cut (O < pred p).
-apply divides_to_congruent.
-assumption.
-change with (O < exp a (pred p)).
-apply lt_O_exp.assumption.
-cut (divides p (exp a (pred p)-(S O)) \lor divides p (pred p)!).
-elim Hcut3.
-assumption.
-apply False_ind.
-apply (prime_to_not_divides_fact p H (pred p)).
-change with (S (pred p) \le p).
-rewrite < S_pred.apply le_n.
-assumption.assumption.
-apply divides_times_to_divides.
-assumption.
-rewrite > times_minus_l.
-rewrite > (sym_times (S O)).
-rewrite < times_n_SO.
-rewrite > (S_pred (pred p)).
-rewrite > eq_fact_pi.
-(* in \vdash (? ? (? % ?)). *)
-rewrite > exp_pi_l.
-apply congruent_to_divides.
-assumption.
-apply (transitive_congruent p ?
-(pi (pred (pred p)) (\lambda m. a*m \mod p) (S O))).
-apply (congruent_pi (\lambda m. a*m)).
-assumption.
-cut (pi (pred(pred p)) (\lambda m.m) (S O)
-= pi (pred(pred p)) (\lambda m.a*m \mod p) (S O)).
-rewrite > Hcut3.apply congruent_n_n.
-rewrite < eq_map_iter_i_pi.
-rewrite < eq_map_iter_i_pi.
-apply permut_to_eq_map_iter_i.
-apply assoc_times.
-apply sym_times.
-rewrite < plus_n_Sm.rewrite < plus_n_O.
-rewrite < S_pred.
-apply permut_mod.assumption.
-assumption.assumption.
-intros.cut (m=O).
-rewrite > Hcut3.rewrite < times_n_O.
-apply mod_O_n.apply sym_eq.apply le_n_O_to_eq.
-apply le_S_S_to_le.assumption.
-assumption.
-change with ((S O) \le pred p).
-apply le_S_S_to_le.rewrite < S_pred.
-unfold prime in H.elim H.assumption.assumption.
-unfold prime in H.elim H.apply (trans_lt ? (S O)).
-unfold lt.apply le_n.assumption.
-cut (O < a \lor O = a).
-elim Hcut.assumption.
-apply False_ind.apply H1.
-rewrite < H2.
-apply (witness ? ? O).apply times_n_O.
-apply le_to_or_lt_eq.
-apply le_O_n.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/gcd".
-
-include "nat/primes.ma".
-
-let rec gcd_aux p m n: nat \def
-match divides_b n m with
-[ true \Rightarrow n
-| false \Rightarrow
- match p with
- [O \Rightarrow n
- |(S q) \Rightarrow gcd_aux q n (m \mod n)]].
-
-definition gcd : nat \to nat \to nat \def
-\lambda n,m:nat.
- match leb n m with
- [ true \Rightarrow
- match n with
- [ O \Rightarrow m
- | (S p) \Rightarrow gcd_aux (S p) m (S p) ]
- | false \Rightarrow
- match m with
- [ O \Rightarrow n
- | (S p) \Rightarrow gcd_aux (S p) n (S p) ]].
-
-theorem divides_mod: \forall p,m,n:nat. O < n \to p \divides m \to p \divides n \to
-p \divides (m \mod n).
-intros.elim H1.elim H2.
-apply (witness ? ? (n2 - n1*(m / n))).
-rewrite > distr_times_minus.
-rewrite < H3.
-rewrite < assoc_times.
-rewrite < H4.
-apply sym_eq.
-apply plus_to_minus.
-rewrite > sym_times.
-apply div_mod.
-assumption.
-qed.
-
-theorem divides_mod_to_divides: \forall p,m,n:nat. O < n \to
-p \divides (m \mod n) \to p \divides n \to p \divides m.
-intros.elim H1.elim H2.
-apply (witness p m ((n1*(m / n))+n2)).
-rewrite > distr_times_plus.
-rewrite < H3.
-rewrite < assoc_times.
-rewrite < H4.rewrite < sym_times.
-apply div_mod.assumption.
-qed.
-
-theorem divides_gcd_aux_mn: \forall p,m,n. O < n \to n \le m \to n \le p \to
-gcd_aux p m n \divides m \land gcd_aux p m n \divides n.
-intro.elim p.
-absurd (O < n).assumption.apply le_to_not_lt.assumption.
-cut ((n1 \divides m) \lor (n1 \ndivides m)).
-change with
-((match divides_b n1 m with
-[ true \Rightarrow n1
-| false \Rightarrow gcd_aux n n1 (m \mod n1)]) \divides m \land
-(match divides_b n1 m with
-[ true \Rightarrow n1
-| false \Rightarrow gcd_aux n n1 (m \mod n1)]) \divides n1).
-elim Hcut.rewrite > divides_to_divides_b_true.
-simplify.
-split.assumption.apply (witness n1 n1 (S O)).apply times_n_SO.
-assumption.assumption.
-rewrite > not_divides_to_divides_b_false.
-change with
-(gcd_aux n n1 (m \mod n1) \divides m \land
-gcd_aux n n1 (m \mod n1) \divides n1).
-cut (gcd_aux n n1 (m \mod n1) \divides n1 \land
-gcd_aux n n1 (m \mod n1) \divides mod m n1).
-elim Hcut1.
-split.apply (divides_mod_to_divides ? ? n1).
-assumption.assumption.assumption.assumption.
-apply H.
-cut (O \lt m \mod n1 \lor O = mod m n1).
-elim Hcut1.assumption.
-apply False_ind.apply H4.apply mod_O_to_divides.
-assumption.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-apply lt_to_le.
-apply lt_mod_m_m.assumption.
-apply le_S_S_to_le.
-apply (trans_le ? n1).
-change with (m \mod n1 < n1).
-apply lt_mod_m_m.assumption.assumption.
-assumption.assumption.
-apply (decidable_divides n1 m).assumption.
-qed.
-
-theorem divides_gcd_nm: \forall n,m.
-gcd n m \divides m \land gcd n m \divides n.
-intros.
-change with
-(match leb n m with
- [ true \Rightarrow
- match n with
- [ O \Rightarrow m
- | (S p) \Rightarrow gcd_aux (S p) m (S p) ]
- | false \Rightarrow
- match m with
- [ O \Rightarrow n
- | (S p) \Rightarrow gcd_aux (S p) n (S p) ] ] \divides m
-\land
-match leb n m with
- [ true \Rightarrow
- match n with
- [ O \Rightarrow m
- | (S p) \Rightarrow gcd_aux (S p) m (S p) ]
- | false \Rightarrow
- match m with
- [ O \Rightarrow n
- | (S p) \Rightarrow gcd_aux (S p) n (S p) ] ] \divides n).
-apply (leb_elim n m).
-apply (nat_case1 n).
-simplify.intros.split.
-apply (witness m m (S O)).apply times_n_SO.
-apply (witness m O O).apply times_n_O.
-intros.change with
-(gcd_aux (S m1) m (S m1) \divides m
-\land
-gcd_aux (S m1) m (S m1) \divides (S m1)).
-apply divides_gcd_aux_mn.
-unfold lt.apply le_S_S.apply le_O_n.
-assumption.apply le_n.
-simplify.intro.
-apply (nat_case1 m).
-simplify.intros.split.
-apply (witness n O O).apply times_n_O.
-apply (witness n n (S O)).apply times_n_SO.
-intros.change with
-(gcd_aux (S m1) n (S m1) \divides (S m1)
-\land
-gcd_aux (S m1) n (S m1) \divides n).
-cut (gcd_aux (S m1) n (S m1) \divides n
-\land
-gcd_aux (S m1) n (S m1) \divides S m1).
-elim Hcut.split.assumption.assumption.
-apply divides_gcd_aux_mn.
-unfold lt.apply le_S_S.apply le_O_n.
-apply not_lt_to_le.unfold Not. unfold lt.intro.apply H.
-rewrite > H1.apply (trans_le ? (S n)).
-apply le_n_Sn.assumption.apply le_n.
-qed.
-
-theorem divides_gcd_n: \forall n,m. gcd n m \divides n.
-intros.
-exact (proj2 ? ? (divides_gcd_nm n m)).
-qed.
-
-theorem divides_gcd_m: \forall n,m. gcd n m \divides m.
-intros.
-exact (proj1 ? ? (divides_gcd_nm n m)).
-qed.
-
-theorem divides_gcd_aux: \forall p,m,n,d. O < n \to n \le m \to n \le p \to
-d \divides m \to d \divides n \to d \divides gcd_aux p m n.
-intro.elim p.
-absurd (O < n).assumption.apply le_to_not_lt.assumption.
-change with
-(d \divides
-(match divides_b n1 m with
-[ true \Rightarrow n1
-| false \Rightarrow gcd_aux n n1 (m \mod n1)])).
-cut (n1 \divides m \lor n1 \ndivides m).
-elim Hcut.
-rewrite > divides_to_divides_b_true.
-simplify.assumption.
-assumption.assumption.
-rewrite > not_divides_to_divides_b_false.
-change with (d \divides gcd_aux n n1 (m \mod n1)).
-apply H.
-cut (O \lt m \mod n1 \lor O = m \mod n1).
-elim Hcut1.assumption.
-absurd (n1 \divides m).apply mod_O_to_divides.
-assumption.apply sym_eq.assumption.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-apply lt_to_le.
-apply lt_mod_m_m.assumption.
-apply le_S_S_to_le.
-apply (trans_le ? n1).
-change with (m \mod n1 < n1).
-apply lt_mod_m_m.assumption.assumption.
-assumption.
-apply divides_mod.assumption.assumption.assumption.
-assumption.assumption.
-apply (decidable_divides n1 m).assumption.
-qed.
-
-theorem divides_d_gcd: \forall m,n,d.
-d \divides m \to d \divides n \to d \divides gcd n m.
-intros.
-change with
-(d \divides
-match leb n m with
- [ true \Rightarrow
- match n with
- [ O \Rightarrow m
- | (S p) \Rightarrow gcd_aux (S p) m (S p) ]
- | false \Rightarrow
- match m with
- [ O \Rightarrow n
- | (S p) \Rightarrow gcd_aux (S p) n (S p) ]]).
-apply (leb_elim n m).
-apply (nat_case1 n).simplify.intros.assumption.
-intros.
-change with (d \divides gcd_aux (S m1) m (S m1)).
-apply divides_gcd_aux.
-unfold lt.apply le_S_S.apply le_O_n.assumption.apply le_n.assumption.
-rewrite < H2.assumption.
-apply (nat_case1 m).simplify.intros.assumption.
-intros.
-change with (d \divides gcd_aux (S m1) n (S m1)).
-apply divides_gcd_aux.
-unfold lt.apply le_S_S.apply le_O_n.
-apply lt_to_le.apply not_le_to_lt.assumption.apply le_n.assumption.
-rewrite < H2.assumption.
-qed.
-
-theorem eq_minus_gcd_aux: \forall p,m,n.O < n \to n \le m \to n \le p \to
-\exists a,b. a*n - b*m = gcd_aux p m n \lor b*m - a*n = gcd_aux p m n.
-intro.
-elim p.
-absurd (O < n).assumption.apply le_to_not_lt.assumption.
-cut (O < m).
-cut (n1 \divides m \lor n1 \ndivides m).
-change with
-(\exists a,b.
-a*n1 - b*m = match divides_b n1 m with
-[ true \Rightarrow n1
-| false \Rightarrow gcd_aux n n1 (m \mod n1)]
-\lor
-b*m - a*n1 = match divides_b n1 m with
-[ true \Rightarrow n1
-| false \Rightarrow gcd_aux n n1 (m \mod n1)]).
-elim Hcut1.
-rewrite > divides_to_divides_b_true.
-simplify.
-apply (ex_intro ? ? (S O)).
-apply (ex_intro ? ? O).
-left.simplify.rewrite < plus_n_O.
-apply sym_eq.apply minus_n_O.
-assumption.assumption.
-rewrite > not_divides_to_divides_b_false.
-change with
-(\exists a,b.
-a*n1 - b*m = gcd_aux n n1 (m \mod n1)
-\lor
-b*m - a*n1 = gcd_aux n n1 (m \mod n1)).
-cut
-(\exists a,b.
-a*(m \mod n1) - b*n1= gcd_aux n n1 (m \mod n1)
-\lor
-b*n1 - a*(m \mod n1) = gcd_aux n n1 (m \mod n1)).
-elim Hcut2.elim H5.elim H6.
-(* first case *)
-rewrite < H7.
-apply (ex_intro ? ? (a1+a*(m / n1))).
-apply (ex_intro ? ? a).
-right.
-rewrite < sym_plus.
-rewrite < (sym_times n1).
-rewrite > distr_times_plus.
-rewrite > (sym_times n1).
-rewrite > (sym_times n1).
-rewrite > (div_mod m n1) in \vdash (? ? (? % ?) ?).
-rewrite > assoc_times.
-rewrite < sym_plus.
-rewrite > distr_times_plus.
-rewrite < eq_minus_minus_minus_plus.
-rewrite < sym_plus.
-rewrite < plus_minus.
-rewrite < minus_n_n.reflexivity.
-apply le_n.
-assumption.
-(* second case *)
-rewrite < H7.
-apply (ex_intro ? ? (a1+a*(m / n1))).
-apply (ex_intro ? ? a).
-left.
-(* clear Hcut2.clear H5.clear H6.clear H. *)
-rewrite > sym_times.
-rewrite > distr_times_plus.
-rewrite > sym_times.
-rewrite > (sym_times n1).
-rewrite > (div_mod m n1) in \vdash (? ? (? ? %) ?).
-rewrite > distr_times_plus.
-rewrite > assoc_times.
-rewrite < eq_minus_minus_minus_plus.
-rewrite < sym_plus.
-rewrite < plus_minus.
-rewrite < minus_n_n.reflexivity.
-apply le_n.
-assumption.
-apply (H n1 (m \mod n1)).
-cut (O \lt m \mod n1 \lor O = m \mod n1).
-elim Hcut2.assumption.
-absurd (n1 \divides m).apply mod_O_to_divides.
-assumption.
-symmetry.assumption.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-apply lt_to_le.
-apply lt_mod_m_m.assumption.
-apply le_S_S_to_le.
-apply (trans_le ? n1).
-change with (m \mod n1 < n1).
-apply lt_mod_m_m.
-assumption.assumption.assumption.assumption.
-apply (decidable_divides n1 m).assumption.
-apply (lt_to_le_to_lt ? n1).assumption.assumption.
-qed.
-
-theorem eq_minus_gcd:
- \forall m,n.\exists a,b.a*n - b*m = (gcd n m) \lor b*m - a*n = (gcd n m).
-intros.
-unfold gcd.
-apply (leb_elim n m).
-apply (nat_case1 n).
-simplify.intros.
-apply (ex_intro ? ? O).
-apply (ex_intro ? ? (S O)).
-right.simplify.
-rewrite < plus_n_O.
-apply sym_eq.apply minus_n_O.
-intros.
-change with
-(\exists a,b.
-a*(S m1) - b*m = (gcd_aux (S m1) m (S m1))
-\lor b*m - a*(S m1) = (gcd_aux (S m1) m (S m1))).
-apply eq_minus_gcd_aux.
-unfold lt. apply le_S_S.apply le_O_n.
-assumption.apply le_n.
-apply (nat_case1 m).
-simplify.intros.
-apply (ex_intro ? ? (S O)).
-apply (ex_intro ? ? O).
-left.simplify.
-rewrite < plus_n_O.
-apply sym_eq.apply minus_n_O.
-intros.
-change with
-(\exists a,b.
-a*n - b*(S m1) = (gcd_aux (S m1) n (S m1))
-\lor b*(S m1) - a*n = (gcd_aux (S m1) n (S m1))).
-cut
-(\exists a,b.
-a*(S m1) - b*n = (gcd_aux (S m1) n (S m1))
-\lor
-b*n - a*(S m1) = (gcd_aux (S m1) n (S m1))).
-elim Hcut.elim H2.elim H3.
-apply (ex_intro ? ? a1).
-apply (ex_intro ? ? a).
-right.assumption.
-apply (ex_intro ? ? a1).
-apply (ex_intro ? ? a).
-left.assumption.
-apply eq_minus_gcd_aux.
-unfold lt. apply le_S_S.apply le_O_n.
-apply lt_to_le.apply not_le_to_lt.assumption.
-apply le_n.
-qed.
-
-(* some properties of gcd *)
-
-theorem gcd_O_n: \forall n:nat. gcd O n = n.
-intro.simplify.reflexivity.
-qed.
-
-theorem gcd_O_to_eq_O:\forall m,n:nat. (gcd m n) = O \to
-m = O \land n = O.
-intros.cut (O \divides n \land O \divides m).
-elim Hcut.elim H2.split.
-assumption.elim H1.assumption.
-rewrite < H.
-apply divides_gcd_nm.
-qed.
-
-theorem lt_O_gcd:\forall m,n:nat. O < n \to O < gcd m n.
-intros.
-apply (nat_case1 (gcd m n)).
-intros.
-generalize in match (gcd_O_to_eq_O m n H1).
-intros.elim H2.
-rewrite < H4 in \vdash (? ? %).assumption.
-intros.unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-theorem symmetric_gcd: symmetric nat gcd.
-change with
-(\forall n,m:nat. gcd n m = gcd m n).
-intros.
-cut (O < (gcd n m) \lor O = (gcd n m)).
-elim Hcut.
-cut (O < (gcd m n) \lor O = (gcd m n)).
-elim Hcut1.
-apply antisym_le.
-apply divides_to_le.assumption.
-apply divides_d_gcd.apply divides_gcd_n.apply divides_gcd_m.
-apply divides_to_le.assumption.
-apply divides_d_gcd.apply divides_gcd_n.apply divides_gcd_m.
-rewrite < H1.
-cut (m=O \land n=O).
-elim Hcut2.rewrite > H2.rewrite > H3.reflexivity.
-apply gcd_O_to_eq_O.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-rewrite < H.
-cut (n=O \land m=O).
-elim Hcut1.rewrite > H1.rewrite > H2.reflexivity.
-apply gcd_O_to_eq_O.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-qed.
-
-variant sym_gcd: \forall n,m:nat. gcd n m = gcd m n \def
-symmetric_gcd.
-
-theorem le_gcd_times: \forall m,n,p:nat. O< p \to gcd m n \le gcd m (n*p).
-intros.
-apply (nat_case n).reflexivity.
-intro.
-apply divides_to_le.
-apply lt_O_gcd.
-rewrite > (times_n_O O).
-apply lt_times.unfold lt.apply le_S_S.apply le_O_n.assumption.
-apply divides_d_gcd.
-apply (transitive_divides ? (S m1)).
-apply divides_gcd_m.
-apply (witness ? ? p).reflexivity.
-apply divides_gcd_n.
-qed.
-
-theorem gcd_times_SO_to_gcd_SO: \forall m,n,p:nat. O < n \to O < p \to
-gcd m (n*p) = (S O) \to gcd m n = (S O).
-intros.
-apply antisymmetric_le.
-rewrite < H2.
-apply le_gcd_times.assumption.
-change with (O < gcd m n).
-apply lt_O_gcd.assumption.
-qed.
-
-(* for the "converse" of the previous result see the end of this development *)
-
-theorem gcd_SO_n: \forall n:nat. gcd (S O) n = (S O).
-intro.
-apply antisym_le.apply divides_to_le.unfold lt.apply le_n.
-apply divides_gcd_n.
-cut (O < gcd (S O) n \lor O = gcd (S O) n).
-elim Hcut.assumption.
-apply False_ind.
-apply (not_eq_O_S O).
-cut ((S O)=O \land n=O).
-elim Hcut1.apply sym_eq.assumption.
-apply gcd_O_to_eq_O.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-qed.
-
-theorem divides_gcd_mod: \forall m,n:nat. O < n \to
-divides (gcd m n) (gcd n (m \mod n)).
-intros.
-apply divides_d_gcd.
-apply divides_mod.assumption.
-apply divides_gcd_n.
-apply divides_gcd_m.
-apply divides_gcd_m.
-qed.
-
-theorem divides_mod_gcd: \forall m,n:nat. O < n \to
-divides (gcd n (m \mod n)) (gcd m n) .
-intros.
-apply divides_d_gcd.
-apply divides_gcd_n.
-apply (divides_mod_to_divides ? ? n).
-assumption.
-apply divides_gcd_m.
-apply divides_gcd_n.
-qed.
-
-theorem gcd_mod: \forall m,n:nat. O < n \to
-(gcd n (m \mod n)) = (gcd m n) .
-intros.
-apply antisymmetric_divides.
-apply divides_mod_gcd.assumption.
-apply divides_gcd_mod.assumption.
-qed.
-
-(* gcd and primes *)
-
-theorem prime_to_gcd_SO: \forall n,m:nat. prime n \to n \ndivides m \to
-gcd n m = (S O).
-intros.unfold prime in H.change with (gcd n m = (S O)).
-elim H.
-apply antisym_le.
-apply not_lt_to_le.
-change with ((S (S O)) \le gcd n m \to False).intro.
-apply H1.rewrite < (H3 (gcd n m)).
-apply divides_gcd_m.
-apply divides_gcd_n.assumption.
-cut (O < gcd n m \lor O = gcd n m).
-elim Hcut.assumption.
-apply False_ind.
-apply (not_le_Sn_O (S O)).
-cut (n=O \land m=O).
-elim Hcut1.rewrite < H5 in \vdash (? ? %).assumption.
-apply gcd_O_to_eq_O.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-qed.
-
-theorem divides_times_to_divides: \forall n,p,q:nat.prime n \to n \divides p*q \to
-n \divides p \lor n \divides q.
-intros.
-cut (n \divides p \lor n \ndivides p).
-elim Hcut.
-left.assumption.
-right.
-cut (\exists a,b. a*n - b*p = (S O) \lor b*p - a*n = (S O)).
-elim Hcut1.elim H3.elim H4.
-(* first case *)
-rewrite > (times_n_SO q).rewrite < H5.
-rewrite > distr_times_minus.
-rewrite > (sym_times q (a1*p)).
-rewrite > (assoc_times a1).
-elim H1.rewrite > H6.
-rewrite < (sym_times n).rewrite < assoc_times.
-rewrite > (sym_times q).rewrite > assoc_times.
-rewrite < (assoc_times a1).rewrite < (sym_times n).
-rewrite > (assoc_times n).
-rewrite < distr_times_minus.
-apply (witness ? ? (q*a-a1*n2)).reflexivity.
-(* second case *)
-rewrite > (times_n_SO q).rewrite < H5.
-rewrite > distr_times_minus.
-rewrite > (sym_times q (a1*p)).
-rewrite > (assoc_times a1).
-elim H1.rewrite > H6.
-rewrite < sym_times.rewrite > assoc_times.
-rewrite < (assoc_times q).
-rewrite < (sym_times n).
-rewrite < distr_times_minus.
-apply (witness ? ? (n2*a1-q*a)).reflexivity.
-(* end second case *)
-rewrite < (prime_to_gcd_SO n p).
-apply eq_minus_gcd.
-assumption.assumption.
-apply (decidable_divides n p).
-apply (trans_lt ? (S O)).unfold lt.apply le_n.
-unfold prime in H.elim H. assumption.
-qed.
-
-theorem eq_gcd_times_SO: \forall m,n,p:nat. O < n \to O < p \to
-gcd m n = (S O) \to gcd m p = (S O) \to gcd m (n*p) = (S O).
-intros.
-apply antisymmetric_le.
-apply not_lt_to_le.
-unfold Not.intro.
-cut (divides (smallest_factor (gcd m (n*p))) n \lor
- divides (smallest_factor (gcd m (n*p))) p).
-elim Hcut.
-apply (not_le_Sn_n (S O)).
-change with ((S O) < (S O)).
-rewrite < H2 in \vdash (? ? %).
-apply (lt_to_le_to_lt ? (smallest_factor (gcd m (n*p)))).
-apply lt_SO_smallest_factor.assumption.
-apply divides_to_le.
-rewrite > H2.unfold lt.apply le_n.
-apply divides_d_gcd.assumption.
-apply (transitive_divides ? (gcd m (n*p))).
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)). unfold lt. apply le_n. assumption.
-apply divides_gcd_n.
-apply (not_le_Sn_n (S O)).
-change with ((S O) < (S O)).
-rewrite < H3 in \vdash (? ? %).
-apply (lt_to_le_to_lt ? (smallest_factor (gcd m (n*p)))).
-apply lt_SO_smallest_factor.assumption.
-apply divides_to_le.
-rewrite > H3.unfold lt.apply le_n.
-apply divides_d_gcd.assumption.
-apply (transitive_divides ? (gcd m (n*p))).
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)). unfold lt. apply le_n. assumption.
-apply divides_gcd_n.
-apply divides_times_to_divides.
-apply prime_smallest_factor_n.
-assumption.
-apply (transitive_divides ? (gcd m (n*p))).
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)).unfold lt. apply le_n. assumption.
-apply divides_gcd_m.
-change with (O < gcd m (n*p)).
-apply lt_O_gcd.
-rewrite > (times_n_O O).
-apply lt_times.assumption.assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/le_arith".
-
-include "nat/times.ma".
-include "nat/orders.ma".
-
-(* plus *)
-theorem monotonic_le_plus_r:
-\forall n:nat.monotonic nat le (\lambda m.n + m).
-simplify.intros.elim n.
-simplify.assumption.
-simplify.apply le_S_S.assumption.
-qed.
-
-theorem le_plus_r: \forall p,n,m:nat. n \le m \to p + n \le p + m
-\def monotonic_le_plus_r.
-
-theorem monotonic_le_plus_l:
-\forall m:nat.monotonic nat le (\lambda n.n + m).
-simplify.intros.
-rewrite < sym_plus.rewrite < (sym_plus m).
-apply le_plus_r.assumption.
-qed.
-
-theorem le_plus_l: \forall p,n,m:nat. n \le m \to n + p \le m + p
-\def monotonic_le_plus_l.
-
-theorem le_plus: \forall n1,n2,m1,m2:nat. n1 \le n2 \to m1 \le m2
-\to n1 + m1 \le n2 + m2.
-intros.
-apply (trans_le ? (n2 + m1)).
-apply le_plus_l.assumption.
-apply le_plus_r.assumption.
-qed.
-
-theorem le_plus_n :\forall n,m:nat. m \le n + m.
-intros.change with (O+m \le n+m).
-apply le_plus_l.apply le_O_n.
-qed.
-
-theorem eq_plus_to_le: \forall n,m,p:nat.n=m+p \to m \le n.
-intros.rewrite > H.
-rewrite < sym_plus.
-apply le_plus_n.
-qed.
-
-(* times *)
-theorem monotonic_le_times_r:
-\forall n:nat.monotonic nat le (\lambda m. n * m).
-simplify.intros.elim n.
-simplify.apply le_O_n.
-simplify.apply le_plus.
-assumption.
-assumption.
-qed.
-
-theorem le_times_r: \forall p,n,m:nat. n \le m \to p*n \le p*m
-\def monotonic_le_times_r.
-
-theorem monotonic_le_times_l:
-\forall m:nat.monotonic nat le (\lambda n.n*m).
-simplify.intros.
-rewrite < sym_times.rewrite < (sym_times m).
-apply le_times_r.assumption.
-qed.
-
-theorem le_times_l: \forall p,n,m:nat. n \le m \to n*p \le m*p
-\def monotonic_le_times_l.
-
-theorem le_times: \forall n1,n2,m1,m2:nat. n1 \le n2 \to m1 \le m2
-\to n1*m1 \le n2*m2.
-intros.
-apply (trans_le ? (n2*m1)).
-apply le_times_l.assumption.
-apply le_times_r.assumption.
-qed.
-
-theorem le_times_n: \forall n,m:nat.(S O) \le n \to m \le n*m.
-intros.elim H.simplify.
-elim (plus_n_O ?).apply le_n.
-simplify.rewrite < sym_plus.apply le_plus_n.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/lt_arith".
-
-include "nat/div_and_mod.ma".
-
-(* plus *)
-theorem monotonic_lt_plus_r:
-\forall n:nat.monotonic nat lt (\lambda m.n+m).
-simplify.intros.
-elim n.simplify.assumption.
-simplify.unfold lt.
-apply le_S_S.assumption.
-qed.
-
-variant lt_plus_r: \forall n,p,q:nat. p < q \to n + p < n + q \def
-monotonic_lt_plus_r.
-
-theorem monotonic_lt_plus_l:
-\forall n:nat.monotonic nat lt (\lambda m.m+n).
-change with (\forall n,p,q:nat. p < q \to p + n < q + n).
-intros.
-rewrite < sym_plus. rewrite < (sym_plus n).
-apply lt_plus_r.assumption.
-qed.
-
-variant lt_plus_l: \forall n,p,q:nat. p < q \to p + n < q + n \def
-monotonic_lt_plus_l.
-
-theorem lt_plus: \forall n,m,p,q:nat. n < m \to p < q \to n + p < m + q.
-intros.
-apply (trans_lt ? (n + q)).
-apply lt_plus_r.assumption.
-apply lt_plus_l.assumption.
-qed.
-
-theorem lt_plus_to_lt_l :\forall n,p,q:nat. p+n < q+n \to p<q.
-intro.elim n.
-rewrite > plus_n_O.
-rewrite > (plus_n_O q).assumption.
-apply H.
-unfold lt.apply le_S_S_to_le.
-rewrite > plus_n_Sm.
-rewrite > (plus_n_Sm q).
-exact H1.
-qed.
-
-theorem lt_plus_to_lt_r :\forall n,p,q:nat. n+p < n+q \to p<q.
-intros.apply (lt_plus_to_lt_l n).
-rewrite > sym_plus.
-rewrite > (sym_plus q).assumption.
-qed.
-
-(* times and zero *)
-theorem lt_O_times_S_S: \forall n,m:nat.O < (S n)*(S m).
-intros.simplify.unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-(* times *)
-theorem monotonic_lt_times_r:
-\forall n:nat.monotonic nat lt (\lambda m.(S n)*m).
-change with (\forall n,p,q:nat. p < q \to (S n) * p < (S n) * q).
-intros.elim n.
-simplify.rewrite < plus_n_O.rewrite < plus_n_O.assumption.
-change with (p + (S n1) * p < q + (S n1) * q).
-apply lt_plus.assumption.assumption.
-qed.
-
-theorem lt_times_r: \forall n,p,q:nat. p < q \to (S n) * p < (S n) * q
-\def monotonic_lt_times_r.
-
-theorem monotonic_lt_times_l:
-\forall m:nat.monotonic nat lt (\lambda n.n * (S m)).
-change with
-(\forall n,p,q:nat. p < q \to p*(S n) < q*(S n)).
-intros.
-rewrite < sym_times.rewrite < (sym_times (S n)).
-apply lt_times_r.assumption.
-qed.
-
-variant lt_times_l: \forall n,p,q:nat. p<q \to p*(S n) < q*(S n)
-\def monotonic_lt_times_l.
-
-theorem lt_times:\forall n,m,p,q:nat. n<m \to p<q \to n*p < m*q.
-intro.
-elim n.
-apply (lt_O_n_elim m H).
-intro.
-cut (lt O q).
-apply (lt_O_n_elim q Hcut).
-intro.change with (O < (S m1)*(S m2)).
-apply lt_O_times_S_S.
-apply (ltn_to_ltO p q H1).
-apply (trans_lt ? ((S n1)*q)).
-apply lt_times_r.assumption.
-cut (lt O q).
-apply (lt_O_n_elim q Hcut).
-intro.
-apply lt_times_l.
-assumption.
-apply (ltn_to_ltO p q H2).
-qed.
-
-theorem lt_times_to_lt_l:
-\forall n,p,q:nat. p*(S n) < q*(S n) \to p < q.
-intros.
-cut (p < q \lor p \nlt q).
-elim Hcut.
-assumption.
-absurd (p * (S n) < q * (S n)).
-assumption.
-apply le_to_not_lt.
-apply le_times_l.
-apply not_lt_to_le.
-assumption.
-exact (decidable_lt p q).
-qed.
-
-theorem lt_times_to_lt_r:
-\forall n,p,q:nat. (S n)*p < (S n)*q \to lt p q.
-intros.
-apply (lt_times_to_lt_l n).
-rewrite < sym_times.
-rewrite < (sym_times (S n)).
-assumption.
-qed.
-
-theorem nat_compare_times_l : \forall n,p,q:nat.
-nat_compare p q = nat_compare ((S n) * p) ((S n) * q).
-intros.apply nat_compare_elim.intro.
-apply nat_compare_elim.
-intro.reflexivity.
-intro.absurd (p=q).
-apply (inj_times_r n).assumption.
-apply lt_to_not_eq. assumption.
-intro.absurd (q<p).
-apply (lt_times_to_lt_r n).assumption.
-apply le_to_not_lt.apply lt_to_le.assumption.
-intro.rewrite < H.rewrite > nat_compare_n_n.reflexivity.
-intro.apply nat_compare_elim.intro.
-absurd (p<q).
-apply (lt_times_to_lt_r n).assumption.
-apply le_to_not_lt.apply lt_to_le.assumption.
-intro.absurd (q=p).
-symmetry.
-apply (inj_times_r n).assumption.
-apply lt_to_not_eq.assumption.
-intro.reflexivity.
-qed.
-
-(* div *)
-
-theorem eq_mod_O_to_lt_O_div: \forall n,m:nat. O < m \to O < n\to n \mod m = O \to O < n / m.
-intros 4.apply (lt_O_n_elim m H).intros.
-apply (lt_times_to_lt_r m1).
-rewrite < times_n_O.
-rewrite > (plus_n_O ((S m1)*(n / (S m1)))).
-rewrite < H2.
-rewrite < sym_times.
-rewrite < div_mod.
-rewrite > H2.
-assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-theorem lt_div_n_m_n: \forall n,m:nat. (S O) < m \to O < n \to n / m \lt n.
-intros.
-apply (nat_case1 (n / m)).intro.
-assumption.intros.rewrite < H2.
-rewrite > (div_mod n m) in \vdash (? ? %).
-apply (lt_to_le_to_lt ? ((n / m)*m)).
-apply (lt_to_le_to_lt ? ((n / m)*(S (S O)))).
-rewrite < sym_times.
-rewrite > H2.
-simplify.unfold lt.
-rewrite < plus_n_O.
-rewrite < plus_n_Sm.
-apply le_S_S.
-apply le_S_S.
-apply le_plus_n.
-apply le_times_r.
-assumption.
-rewrite < sym_plus.
-apply le_plus_n.
-apply (trans_lt ? (S O)).
-unfold lt. apply le_n.assumption.
-qed.
-
-(* general properties of functions *)
-theorem monotonic_to_injective: \forall f:nat\to nat.
-monotonic nat lt f \to injective nat nat f.
-unfold injective.intros.
-apply (nat_compare_elim x y).
-intro.apply False_ind.apply (not_le_Sn_n (f x)).
-rewrite > H1 in \vdash (? ? %).apply H.apply H2.
-intros.assumption.
-intro.apply False_ind.apply (not_le_Sn_n (f y)).
-rewrite < H1 in \vdash (? ? %).apply H.apply H2.
-qed.
-
-theorem increasing_to_injective: \forall f:nat\to nat.
-increasing f \to injective nat nat f.
-intros.apply monotonic_to_injective.
-apply increasing_to_monotonic.assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/minimization".
-
-include "nat/minus.ma".
-
-let rec max i f \def
- match (f i) with
- [ true \Rightarrow i
- | false \Rightarrow
- match i with
- [ O \Rightarrow O
- | (S j) \Rightarrow max j f ]].
-
-theorem max_O_f : \forall f: nat \to bool. max O f = O.
-intro. simplify.
-elim (f O).
-simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem max_S_max : \forall f: nat \to bool. \forall n:nat.
-(f (S n) = true \land max (S n) f = (S n)) \lor
-(f (S n) = false \land max (S n) f = max n f).
-intros.simplify.elim (f (S n)).
-simplify.left.split.reflexivity.reflexivity.
-simplify.right.split.reflexivity.reflexivity.
-qed.
-
-theorem le_max_n : \forall f: nat \to bool. \forall n:nat.
-max n f \le n.
-intros.elim n.rewrite > max_O_f.apply le_n.
-simplify.elim (f (S n1)).simplify.apply le_n.
-simplify.apply le_S.assumption.
-qed.
-
-theorem le_to_le_max : \forall f: nat \to bool. \forall n,m:nat.
-n\le m \to max n f \le max m f.
-intros.elim H.
-apply le_n.
-apply (trans_le ? (max n1 f)).apply H2.
-cut ((f (S n1) = true \land max (S n1) f = (S n1)) \lor
-(f (S n1) = false \land max (S n1) f = max n1 f)).
-elim Hcut.elim H3.
-rewrite > H5.
-apply le_S.apply le_max_n.
-elim H3.rewrite > H5.apply le_n.
-apply max_S_max.
-qed.
-
-theorem f_m_to_le_max: \forall f: nat \to bool. \forall n,m:nat.
-m\le n \to f m = true \to m \le max n f.
-intros 3.elim n.apply (le_n_O_elim m H).
-apply le_O_n.
-apply (le_n_Sm_elim m n1 H1).
-intro.apply (trans_le ? (max n1 f)).
-apply H.apply le_S_S_to_le.assumption.assumption.
-apply le_to_le_max.apply le_n_Sn.
-intro.simplify.rewrite < H3.
-rewrite > H2.simplify.apply le_n.
-qed.
-
-
-definition max_spec \def \lambda f:nat \to bool.\lambda n: nat.
-\exists i. (le i n) \land (f i = true) \to
-(f n) = true \land (\forall i. i < n \to (f i = false)).
-
-theorem f_max_true : \forall f:nat \to bool. \forall n:nat.
-(\exists i:nat. le i n \land f i = true) \to f (max n f) = true.
-intros 2.
-elim n.elim H.elim H1.generalize in match H3.
-apply (le_n_O_elim a H2).intro.simplify.rewrite > H4.
-simplify.assumption.
-simplify.
-apply (bool_ind (\lambda b:bool.
-(f (S n1) = b) \to (f (match b in bool with
-[ true \Rightarrow (S n1)
-| false \Rightarrow (max n1 f)])) = true)).
-simplify.intro.assumption.
-simplify.intro.apply H.
-elim H1.elim H3.generalize in match H5.
-apply (le_n_Sm_elim a n1 H4).
-intros.
-apply (ex_intro nat ? a).
-split.apply le_S_S_to_le.assumption.assumption.
-intros.apply False_ind.apply not_eq_true_false.
-rewrite < H2.rewrite < H7.rewrite > H6. reflexivity.
-reflexivity.
-qed.
-
-theorem lt_max_to_false : \forall f:nat \to bool.
-\forall n,m:nat. (max n f) < m \to m \leq n \to f m = false.
-intros 2.
-elim n.absurd (le m O).assumption.
-cut (O < m).apply (lt_O_n_elim m Hcut).exact not_le_Sn_O.
-rewrite < (max_O_f f).assumption.
-generalize in match H1.
-elim (max_S_max f n1).
-elim H3.
-absurd (m \le S n1).assumption.
-apply lt_to_not_le.rewrite < H6.assumption.
-elim H3.
-apply (le_n_Sm_elim m n1 H2).
-intro.
-apply H.rewrite < H6.assumption.
-apply le_S_S_to_le.assumption.
-intro.rewrite > H7.assumption.
-qed.
-
-let rec min_aux off n f \def
- match f (n-off) with
- [ true \Rightarrow (n-off)
- | false \Rightarrow
- match off with
- [ O \Rightarrow n
- | (S p) \Rightarrow min_aux p n f]].
-
-definition min : nat \to (nat \to bool) \to nat \def
-\lambda n.\lambda f. min_aux n n f.
-
-theorem min_aux_O_f: \forall f:nat \to bool. \forall i :nat.
-min_aux O i f = i.
-intros.simplify.rewrite < minus_n_O.
-elim (f i).reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem min_O_f : \forall f:nat \to bool.
-min O f = O.
-intro.apply (min_aux_O_f f O).
-qed.
-
-theorem min_aux_S : \forall f: nat \to bool. \forall i,n:nat.
-(f (n -(S i)) = true \land min_aux (S i) n f = (n - (S i))) \lor
-(f (n -(S i)) = false \land min_aux (S i) n f = min_aux i n f).
-intros.simplify.elim (f (n - (S i))).
-simplify.left.split.reflexivity.reflexivity.
-simplify.right.split.reflexivity.reflexivity.
-qed.
-
-theorem f_min_aux_true: \forall f:nat \to bool. \forall off,m:nat.
-(\exists i. le (m-off) i \land le i m \land f i = true) \to
-f (min_aux off m f) = true.
-intros 2.
-elim off.elim H.elim H1.elim H2.
-cut (a = m).
-rewrite > (min_aux_O_f f).rewrite < Hcut.assumption.
-apply (antisym_le a m).assumption.rewrite > (minus_n_O m).assumption.
-simplify.
-apply (bool_ind (\lambda b:bool.
-(f (m-(S n)) = b) \to (f (match b in bool with
-[ true \Rightarrow m-(S n)
-| false \Rightarrow (min_aux n m f)])) = true)).
-simplify.intro.assumption.
-simplify.intro.apply H.
-elim H1.elim H3.elim H4.
-elim (le_to_or_lt_eq (m-(S n)) a H6).
-apply (ex_intro nat ? a).
-split.split.
-apply lt_minus_S_n_to_le_minus_n.assumption.
-assumption.assumption.
-absurd (f a = false).rewrite < H8.assumption.
-rewrite > H5.
-apply not_eq_true_false.
-reflexivity.
-qed.
-
-theorem lt_min_aux_to_false : \forall f:nat \to bool.
-\forall n,off,m:nat. (n-off) \leq m \to m < (min_aux off n f) \to f m = false.
-intros 3.
-elim off.absurd (le n m).rewrite > minus_n_O.assumption.
-apply lt_to_not_le.rewrite < (min_aux_O_f f n).assumption.
-generalize in match H1.
-elim (min_aux_S f n1 n).
-elim H3.
-absurd (n - S n1 \le m).assumption.
-apply lt_to_not_le.rewrite < H6.assumption.
-elim H3.
-elim (le_to_or_lt_eq (n -(S n1)) m).
-apply H.apply lt_minus_S_n_to_le_minus_n.assumption.
-rewrite < H6.assumption.
-rewrite < H7.assumption.
-assumption.
-qed.
-
-theorem le_min_aux : \forall f:nat \to bool.
-\forall n,off:nat. (n-off) \leq (min_aux off n f).
-intros 3.
-elim off.rewrite < minus_n_O.
-rewrite > (min_aux_O_f f n).apply le_n.
-elim (min_aux_S f n1 n).
-elim H1.rewrite > H3.apply le_n.
-elim H1.rewrite > H3.
-apply (trans_le (n-(S n1)) (n-n1)).
-apply monotonic_le_minus_r.
-apply le_n_Sn.
-assumption.
-qed.
-
-theorem le_min_aux_r : \forall f:nat \to bool.
-\forall n,off:nat. (min_aux off n f) \le n.
-intros.
-elim off.simplify.rewrite < minus_n_O.
-elim (f n).simplify.apply le_n.
-simplify.apply le_n.
-simplify.elim (f (n -(S n1))).
-simplify.apply le_plus_to_minus.
-rewrite < sym_plus.apply le_plus_n.
-simplify.assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-
-set "baseuri" "cic:/matita/nat/minus".
-
-include "nat/le_arith.ma".
-include "nat/compare.ma".
-
-let rec minus n m \def
- match n with
- [ O \Rightarrow O
- | (S p) \Rightarrow
- match m with
- [O \Rightarrow (S p)
- | (S q) \Rightarrow minus p q ]].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural minus" 'minus x y = (cic:/matita/nat/minus/minus.con x y).
-
-theorem minus_n_O: \forall n:nat.n=n-O.
-intros.elim n.simplify.reflexivity.
-simplify.reflexivity.
-qed.
-
-theorem minus_n_n: \forall n:nat.O=n-n.
-intros.elim n.simplify.
-reflexivity.
-simplify.apply H.
-qed.
-
-theorem minus_Sn_n: \forall n:nat. S O = (S n)-n.
-intro.elim n.
-simplify.reflexivity.
-elim H.reflexivity.
-qed.
-
-theorem minus_Sn_m: \forall n,m:nat. m \leq n \to (S n)-m = S (n-m).
-intros 2.
-apply (nat_elim2
-(\lambda n,m.m \leq n \to (S n)-m = S (n-m))).
-intros.apply (le_n_O_elim n1 H).
-simplify.reflexivity.
-intros.simplify.reflexivity.
-intros.rewrite < H.reflexivity.
-apply le_S_S_to_le. assumption.
-qed.
-
-theorem plus_minus:
-\forall n,m,p:nat. m \leq n \to (n-m)+p = (n+p)-m.
-intros 2.
-apply (nat_elim2
-(\lambda n,m.\forall p:nat.m \leq n \to (n-m)+p = (n+p)-m)).
-intros.apply (le_n_O_elim ? H).
-simplify.rewrite < minus_n_O.reflexivity.
-intros.simplify.reflexivity.
-intros.simplify.apply H.apply le_S_S_to_le.assumption.
-qed.
-
-theorem minus_plus_m_m: \forall n,m:nat.n = (n+m)-m.
-intros 2.
-generalize in match n.
-elim m.
-rewrite < minus_n_O.apply plus_n_O.
-elim n2.simplify.
-apply minus_n_n.
-rewrite < plus_n_Sm.
-change with (S n3 = (S n3 + n1)-n1).
-apply H.
-qed.
-
-theorem plus_minus_m_m: \forall n,m:nat.
-m \leq n \to n = (n-m)+m.
-intros 2.
-apply (nat_elim2 (\lambda n,m.m \leq n \to n = (n-m)+m)).
-intros.apply (le_n_O_elim n1 H).
-reflexivity.
-intros.simplify.rewrite < plus_n_O.reflexivity.
-intros.simplify.rewrite < sym_plus.simplify.
-apply eq_f.rewrite < sym_plus.apply H.
-apply le_S_S_to_le.assumption.
-qed.
-
-theorem minus_to_plus :\forall n,m,p:nat.m \leq n \to n-m = p \to
-n = m+p.
-intros.apply (trans_eq ? ? ((n-m)+m)).
-apply plus_minus_m_m.
-apply H.elim H1.
-apply sym_plus.
-qed.
-
-theorem plus_to_minus :\forall n,m,p:nat.
-n = m+p \to n-m = p.
-intros.
-apply (inj_plus_r m).
-rewrite < H.
-rewrite < sym_plus.
-symmetry.
-apply plus_minus_m_m.rewrite > H.
-rewrite > sym_plus.
-apply le_plus_n.
-qed.
-
-theorem minus_S_S : \forall n,m:nat.
-eq nat (minus (S n) (S m)) (minus n m).
-intros.
-reflexivity.
-qed.
-
-theorem minus_pred_pred : \forall n,m:nat. lt O n \to lt O m \to
-eq nat (minus (pred n) (pred m)) (minus n m).
-intros.
-apply (lt_O_n_elim n H).intro.
-apply (lt_O_n_elim m H1).intro.
-simplify.reflexivity.
-qed.
-
-theorem eq_minus_n_m_O: \forall n,m:nat.
-n \leq m \to n-m = O.
-intros 2.
-apply (nat_elim2 (\lambda n,m.n \leq m \to n-m = O)).
-intros.simplify.reflexivity.
-intros.apply False_ind.
-apply not_le_Sn_O.
-goal 13.apply H.
-intros.
-simplify.apply H.apply le_S_S_to_le. apply H1.
-qed.
-
-theorem le_SO_minus: \forall n,m:nat.S n \leq m \to S O \leq m-n.
-intros.elim H.elim (minus_Sn_n n).apply le_n.
-rewrite > minus_Sn_m.
-apply le_S.assumption.
-apply lt_to_le.assumption.
-qed.
-
-theorem minus_le_S_minus_S: \forall n,m:nat. m-n \leq S (m-(S n)).
-intros.apply (nat_elim2 (\lambda n,m.m-n \leq S (m-(S n)))).
-intro.elim n1.simplify.apply le_n_Sn.
-simplify.rewrite < minus_n_O.apply le_n.
-intros.simplify.apply le_n_Sn.
-intros.simplify.apply H.
-qed.
-
-theorem lt_minus_S_n_to_le_minus_n : \forall n,m,p:nat. m-(S n) < p \to m-n \leq p.
-intros 3.simplify.intro.
-apply (trans_le (m-n) (S (m-(S n))) p).
-apply minus_le_S_minus_S.
-assumption.
-qed.
-
-theorem le_minus_m: \forall n,m:nat. n-m \leq n.
-intros.apply (nat_elim2 (\lambda m,n. n-m \leq n)).
-intros.rewrite < minus_n_O.apply le_n.
-intros.simplify.apply le_n.
-intros.simplify.apply le_S.assumption.
-qed.
-
-theorem lt_minus_m: \forall n,m:nat. O < n \to O < m \to n-m \lt n.
-intros.apply (lt_O_n_elim n H).intro.
-apply (lt_O_n_elim m H1).intro.
-simplify.unfold lt.apply le_S_S.apply le_minus_m.
-qed.
-
-theorem minus_le_O_to_le: \forall n,m:nat. n-m \leq O \to n \leq m.
-intros 2.
-apply (nat_elim2 (\lambda n,m:nat.n-m \leq O \to n \leq m)).
-intros.apply le_O_n.
-simplify.intros. assumption.
-simplify.intros.apply le_S_S.apply H.assumption.
-qed.
-
-(* galois *)
-theorem monotonic_le_minus_r:
-\forall p,q,n:nat. q \leq p \to n-p \le n-q.
-simplify.intros 2.apply (nat_elim2
-(\lambda p,q.\forall a.q \leq p \to a-p \leq a-q)).
-intros.apply (le_n_O_elim n H).apply le_n.
-intros.rewrite < minus_n_O.
-apply le_minus_m.
-intros.elim a.simplify.apply le_n.
-simplify.apply H.apply le_S_S_to_le.assumption.
-qed.
-
-theorem le_minus_to_plus: \forall n,m,p. (le (n-m) p) \to (le n (p+m)).
-intros 2.apply (nat_elim2 (\lambda n,m.\forall p.(le (n-m) p) \to (le n (p+m)))).
-intros.apply le_O_n.
-simplify.intros.rewrite < plus_n_O.assumption.
-intros.
-rewrite < plus_n_Sm.
-apply le_S_S.apply H.
-exact H1.
-qed.
-
-theorem le_plus_to_minus: \forall n,m,p. (le n (p+m)) \to (le (n-m) p).
-intros 2.apply (nat_elim2 (\lambda n,m.\forall p.(le n (p+m)) \to (le (n-m) p))).
-intros.simplify.apply le_O_n.
-intros 2.rewrite < plus_n_O.intro.simplify.assumption.
-intros.simplify.apply H.
-apply le_S_S_to_le.rewrite > plus_n_Sm.assumption.
-qed.
-
-(* the converse of le_plus_to_minus does not hold *)
-theorem le_plus_to_minus_r: \forall n,m,p. (le (n+m) p) \to (le n (p-m)).
-intros 3.apply (nat_elim2 (\lambda m,p.(le (n+m) p) \to (le n (p-m)))).
-intro.rewrite < plus_n_O.rewrite < minus_n_O.intro.assumption.
-intro.intro.cut (n=O).rewrite > Hcut.apply le_O_n.
-apply sym_eq. apply le_n_O_to_eq.
-apply (trans_le ? (n+(S n1))).
-rewrite < sym_plus.
-apply le_plus_n.assumption.
-intros.simplify.
-apply H.apply le_S_S_to_le.
-rewrite > plus_n_Sm.assumption.
-qed.
-
-(* minus and lt - to be completed *)
-theorem lt_minus_to_plus: \forall n,m,p. (lt n (p-m)) \to (lt (n+m) p).
-intros 3.apply (nat_elim2 (\lambda m,p.(lt n (p-m)) \to (lt (n+m) p))).
-intro.rewrite < plus_n_O.rewrite < minus_n_O.intro.assumption.
-simplify.intros.apply False_ind.apply (not_le_Sn_O n H).
-simplify.intros.unfold lt.
-apply le_S_S.
-rewrite < plus_n_Sm.
-apply H.apply H1.
-qed.
-
-theorem distributive_times_minus: distributive nat times minus.
-unfold distributive.
-intros.
-apply ((leb_elim z y)).
- intro.cut (x*(y-z)+x*z = (x*y-x*z)+x*z).
- apply (inj_plus_l (x*z)).assumption.
- apply (trans_eq nat ? (x*y)).
- rewrite < distr_times_plus.rewrite < (plus_minus_m_m ? ? H).reflexivity.
- rewrite < plus_minus_m_m.
- reflexivity.
- apply le_times_r.assumption.
- intro.rewrite > eq_minus_n_m_O.
- rewrite > (eq_minus_n_m_O (x*y)).
- rewrite < sym_times.simplify.reflexivity.
- apply le_times_r.apply lt_to_le.apply not_le_to_lt.assumption.
- apply lt_to_le.apply not_le_to_lt.assumption.
-qed.
-
-theorem distr_times_minus: \forall n,m,p:nat. n*(m-p) = n*m-n*p
-\def distributive_times_minus.
-
-theorem eq_minus_plus_plus_minus: \forall n,m,p:nat. p \le m \to (n+m)-p = n+(m-p).
-intros.
-apply plus_to_minus.
-rewrite > sym_plus in \vdash (? ? ? %).
-rewrite > assoc_plus.
-rewrite < plus_minus_m_m.
-reflexivity.assumption.
-qed.
-
-theorem eq_minus_minus_minus_plus: \forall n,m,p:nat. (n-m)-p = n-(m+p).
-intros.
-cut (m+p \le n \or m+p \nleq n).
- elim Hcut.
- symmetry.apply plus_to_minus.
- rewrite > assoc_plus.rewrite > (sym_plus p).rewrite < plus_minus_m_m.
- rewrite > sym_plus.rewrite < plus_minus_m_m.
- reflexivity.
- apply (trans_le ? (m+p)).
- rewrite < sym_plus.apply le_plus_n.
- assumption.
- apply le_plus_to_minus_r.rewrite > sym_plus.assumption.
- rewrite > (eq_minus_n_m_O n (m+p)).
- rewrite > (eq_minus_n_m_O (n-m) p).
- reflexivity.
- apply le_plus_to_minus.apply lt_to_le. rewrite < sym_plus.
- apply not_le_to_lt. assumption.
- apply lt_to_le.apply not_le_to_lt.assumption.
- apply (decidable_le (m+p) n).
-qed.
-
-theorem eq_plus_minus_minus_minus: \forall n,m,p:nat. p \le m \to m \le n \to
-p+(n-m) = n-(m-p).
-intros.
-apply sym_eq.
-apply plus_to_minus.
-rewrite < assoc_plus.
-rewrite < plus_minus_m_m.
-rewrite < sym_plus.
-rewrite < plus_minus_m_m.reflexivity.
-assumption.assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/nat".
-
-include "higher_order_defs/functions.ma".
-
-inductive nat : Set \def
- | O : nat
- | S : nat \to nat.
-
-definition pred: nat \to nat \def
-\lambda n:nat. match n with
-[ O \Rightarrow O
-| (S p) \Rightarrow p ].
-
-theorem pred_Sn : \forall n:nat.n=(pred (S n)).
-intros. reflexivity.
-qed.
-
-theorem injective_S : injective nat nat S.
-unfold injective.
-intros.
-rewrite > pred_Sn.
-rewrite > (pred_Sn y).
-apply eq_f. assumption.
-qed.
-
-theorem inj_S : \forall n,m:nat.(S n)=(S m) \to n=m
-\def injective_S.
-
-theorem not_eq_S : \forall n,m:nat.
-\lnot n=m \to S n \neq S m.
-intros. unfold Not. intros.
-apply H. apply injective_S. assumption.
-qed.
-
-definition not_zero : nat \to Prop \def
-\lambda n: nat.
- match n with
- [ O \Rightarrow False
- | (S p) \Rightarrow True ].
-
-theorem not_eq_O_S : \forall n:nat. O \neq S n.
-intros. unfold Not. intros.
-cut (not_zero O).
-exact Hcut.
-rewrite > H.exact I.
-qed.
-
-theorem not_eq_n_Sn : \forall n:nat. n \neq S n.
-intros.elim n.
-apply not_eq_O_S.
-apply not_eq_S.assumption.
-qed.
-
-theorem nat_case:
-\forall n:nat.\forall P:nat \to Prop.
-P O \to (\forall m:nat. P (S m)) \to P n.
-intros.elim n.assumption.apply H1.
-qed.
-
-theorem nat_case1:
-\forall n:nat.\forall P:nat \to Prop.
-(n=O \to P O) \to (\forall m:nat. (n=(S m) \to P (S m))) \to P n.
-intros 2.elim n.
-apply H.reflexivity.
-apply H2.reflexivity.
-qed.
-
-theorem nat_elim2 :
-\forall R:nat \to nat \to Prop.
-(\forall n:nat. R O n) \to
-(\forall n:nat. R (S n) O) \to
-(\forall n,m:nat. R n m \to R (S n) (S m)) \to \forall n,m:nat. R n m.
-intros 5.elim n.
-apply H.
-apply (nat_case m).apply H1.
-intros.apply H2. apply H3.
-qed.
-
-theorem decidable_eq_nat : \forall n,m:nat.decidable (n=m).
-intros.unfold decidable.
-apply (nat_elim2 (\lambda n,m.(Or (n=m) ((n=m) \to False)))).
-intro.elim n1.
-left.reflexivity.
-right.apply not_eq_O_S.
-intro.right.intro.
-apply (not_eq_O_S n1).
-apply sym_eq.assumption.
-intros.elim H.
-left.apply eq_f. assumption.
-right.intro.apply H1.apply inj_S.assumption.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/nth_prime".
-
-include "nat/primes.ma".
-include "nat/lt_arith.ma".
-
-(* upper bound by Bertrand's conjecture. *)
-(* Too difficult to prove.
-let rec nth_prime n \def
-match n with
- [ O \Rightarrow (S(S O))
- | (S p) \Rightarrow
- let previous_prime \def S (nth_prime p) in
- min_aux previous_prime ((S(S O))*previous_prime) primeb].
-
-theorem example8 : nth_prime (S(S O)) = (S(S(S(S(S O))))).
-normalize.reflexivity.
-qed.
-
-theorem example9 : nth_prime (S(S(S O))) = (S(S(S(S(S(S(S O))))))).
-normalize.reflexivity.
-qed.
-
-theorem example10 : nth_prime (S(S(S(S O)))) = (S(S(S(S(S(S(S(S(S(S(S O))))))))))).
-normalize.reflexivity.
-qed. *)
-
-theorem smallest_factor_fact: \forall n:nat.
-n < smallest_factor (S n!).
-intros.
-apply not_le_to_lt.
-change with (smallest_factor (S n!) \le n \to False).intro.
-apply (not_divides_S_fact n (smallest_factor(S n!))).
-apply lt_SO_smallest_factor.
-unfold lt.apply le_S_S.apply le_SO_fact.
-assumption.
-apply divides_smallest_factor_n.
-unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-theorem ex_prime: \forall n. (S O) \le n \to \exists m.
-n < m \land m \le S n! \land (prime m).
-intros.
-elim H.
-apply (ex_intro nat ? (S(S O))).
-split.split.apply (le_n (S(S O))).
-apply (le_n (S(S O))).apply (primeb_to_Prop (S(S O))).
-apply (ex_intro nat ? (smallest_factor (S (S n1)!))).
-split.split.
-apply smallest_factor_fact.
-apply le_smallest_factor_n.
-(* Andrea: ancora hint non lo trova *)
-apply prime_smallest_factor_n.
-change with ((S(S O)) \le S (S n1)!).
-apply le_S.apply le_SSO_fact.
-unfold lt.apply le_S_S.assumption.
-qed.
-
-let rec nth_prime n \def
-match n with
- [ O \Rightarrow (S(S O))
- | (S p) \Rightarrow
- let previous_prime \def (nth_prime p) in
- let upper_bound \def S previous_prime! in
- min_aux (upper_bound - (S previous_prime)) upper_bound primeb].
-
-(* it works, but nth_prime 4 takes already a few minutes -
-it must compute factorial of 7 ...
-
-theorem example11 : nth_prime (S(S O)) = (S(S(S(S(S O))))).
-normalize.reflexivity.
-qed.
-
-theorem example12: nth_prime (S(S(S O))) = (S(S(S(S(S(S(S O))))))).
-normalize.reflexivity.
-qed.
-
-theorem example13 : nth_prime (S(S(S(S O)))) = (S(S(S(S(S(S(S(S(S(S(S O))))))))))).
-normalize.reflexivity.
-*)
-
-theorem prime_nth_prime : \forall n:nat.prime (nth_prime n).
-intro.
-apply (nat_case n).
-change with (prime (S(S O))).
-apply (primeb_to_Prop (S(S O))).
-intro.
-change with
-(let previous_prime \def (nth_prime m) in
-let upper_bound \def S previous_prime! in
-prime (min_aux (upper_bound - (S previous_prime)) upper_bound primeb)).
-apply primeb_true_to_prime.
-apply f_min_aux_true.
-apply (ex_intro nat ? (smallest_factor (S (nth_prime m)!))).
-split.split.
-cut (S (nth_prime m)!-(S (nth_prime m)! - (S (nth_prime m))) = (S (nth_prime m))).
-rewrite > Hcut.exact (smallest_factor_fact (nth_prime m)).
-(* maybe we could factorize this proof *)
-apply plus_to_minus.
-apply plus_minus_m_m.
-apply le_S_S.
-apply le_n_fact_n.
-apply le_smallest_factor_n.
-apply prime_to_primeb_true.
-apply prime_smallest_factor_n.
-change with ((S(S O)) \le S (nth_prime m)!).
-apply le_S_S.apply le_SO_fact.
-qed.
-
-(* properties of nth_prime *)
-theorem increasing_nth_prime: increasing nth_prime.
-change with (\forall n:nat. (nth_prime n) < (nth_prime (S n))).
-intros.
-change with
-(let previous_prime \def (nth_prime n) in
-let upper_bound \def S previous_prime! in
-(S previous_prime) \le min_aux (upper_bound - (S previous_prime)) upper_bound primeb).
-intros.
-cut (upper_bound - (upper_bound -(S previous_prime)) = (S previous_prime)).
-rewrite < Hcut in \vdash (? % ?).
-apply le_min_aux.
-apply plus_to_minus.
-apply plus_minus_m_m.
-apply le_S_S.
-apply le_n_fact_n.
-qed.
-
-variant lt_nth_prime_n_nth_prime_Sn :\forall n:nat.
-(nth_prime n) < (nth_prime (S n)) \def increasing_nth_prime.
-
-theorem injective_nth_prime: injective nat nat nth_prime.
-apply increasing_to_injective.
-apply increasing_nth_prime.
-qed.
-
-theorem lt_SO_nth_prime_n : \forall n:nat. (S O) \lt nth_prime n.
-intros. elim n.unfold lt.apply le_n.
-apply (trans_lt ? (nth_prime n1)).
-assumption.apply lt_nth_prime_n_nth_prime_Sn.
-qed.
-
-theorem lt_O_nth_prime_n : \forall n:nat. O \lt nth_prime n.
-intros.apply (trans_lt O (S O)).
-unfold lt. apply le_n.apply lt_SO_nth_prime_n.
-qed.
-
-theorem ex_m_le_n_nth_prime_m:
-\forall n: nat. nth_prime O \le n \to
-\exists m. nth_prime m \le n \land n < nth_prime (S m).
-intros.
-apply increasing_to_le2.
-exact lt_nth_prime_n_nth_prime_Sn.assumption.
-qed.
-
-theorem lt_nth_prime_to_not_prime: \forall n,m. nth_prime n < m \to m < nth_prime (S n)
-\to \lnot (prime m).
-intros.
-apply primeb_false_to_not_prime.
-letin previous_prime \def (nth_prime n).
-letin upper_bound \def (S previous_prime!).
-apply (lt_min_aux_to_false primeb upper_bound (upper_bound - (S previous_prime)) m).
-cut (S (nth_prime n)!-(S (nth_prime n)! - (S (nth_prime n))) = (S (nth_prime n))).
-rewrite > Hcut.assumption.
-apply plus_to_minus.
-apply plus_minus_m_m.
-apply le_S_S.
-apply le_n_fact_n.
-assumption.
-qed.
-
-(* nth_prime enumerates all primes *)
-theorem prime_to_nth_prime : \forall p:nat. prime p \to
-\exists i. nth_prime i = p.
-intros.
-cut (\exists m. nth_prime m \le p \land p < nth_prime (S m)).
-elim Hcut.elim H1.
-cut (nth_prime a < p \lor nth_prime a = p).
-elim Hcut1.
-absurd (prime p).
-assumption.
-apply (lt_nth_prime_to_not_prime a).assumption.assumption.
-apply (ex_intro nat ? a).assumption.
-apply le_to_or_lt_eq.assumption.
-apply ex_m_le_n_nth_prime_m.
-simplify.unfold prime in H.elim H.assumption.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/log".
-
-include "datatypes/constructors.ma".
-include "nat/exp.ma".
-include "nat/lt_arith.ma".
-include "nat/primes.ma".
-
-(* this definition of log is based on pairs, with a remainder *)
-
-let rec p_ord_aux p n m \def
- match n \mod m with
- [ O \Rightarrow
- match p with
- [ O \Rightarrow pair nat nat O n
- | (S p) \Rightarrow
- match (p_ord_aux p (n / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r] ]
- | (S a) \Rightarrow pair nat nat O n].
-
-(* p_ord n m = <q,r> if m divides n q times, with remainder r *)
-definition p_ord \def \lambda n,m:nat.p_ord_aux n n m.
-
-theorem p_ord_aux_to_Prop: \forall p,n,m. O < m \to
- match p_ord_aux p n m with
- [ (pair q r) \Rightarrow n = m \sup q *r ].
-intro.
-elim p.
-change with
-match (
-match n \mod m with
- [ O \Rightarrow pair nat nat O n
- | (S a) \Rightarrow pair nat nat O n] )
-with
- [ (pair q r) \Rightarrow n = m \sup q * r ].
-apply (nat_case (n \mod m)).
-simplify.apply plus_n_O.
-intros.
-simplify.apply plus_n_O.
-change with
-match (
-match n1 \mod m with
- [ O \Rightarrow
- match (p_ord_aux n (n1 / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r]
- | (S a) \Rightarrow pair nat nat O n1] )
-with
- [ (pair q r) \Rightarrow n1 = m \sup q * r].
-apply (nat_case1 (n1 \mod m)).intro.
-change with
-match (
- match (p_ord_aux n (n1 / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r])
-with
- [ (pair q r) \Rightarrow n1 = m \sup q * r].
-generalize in match (H (n1 / m) m).
-elim (p_ord_aux n (n1 / m) m).
-simplify.
-rewrite > assoc_times.
-rewrite < H3.rewrite > (plus_n_O (m*(n1 / m))).
-rewrite < H2.
-rewrite > sym_times.
-rewrite < div_mod.reflexivity.
-assumption.assumption.
-intros.simplify.apply plus_n_O.
-qed.
-
-theorem p_ord_aux_to_exp: \forall p,n,m,q,r. O < m \to
- (pair nat nat q r) = p_ord_aux p n m \to n = m \sup q * r.
-intros.
-change with
-match (pair nat nat q r) with
- [ (pair q r) \Rightarrow n = m \sup q * r ].
-rewrite > H1.
-apply p_ord_aux_to_Prop.
-assumption.
-qed.
-(* questo va spostato in primes1.ma *)
-theorem p_ord_exp: \forall n,m,i. O < m \to n \mod m \neq O \to
-\forall p. i \le p \to p_ord_aux p (m \sup i * n) m = pair nat nat i n.
-intros 5.
-elim i.
-simplify.
-rewrite < plus_n_O.
-apply (nat_case p).
-change with
- (match n \mod m with
- [ O \Rightarrow pair nat nat O n
- | (S a) \Rightarrow pair nat nat O n]
- = pair nat nat O n).
-elim (n \mod m).simplify.reflexivity.simplify.reflexivity.
-intro.
-change with
- (match n \mod m with
- [ O \Rightarrow
- match (p_ord_aux m1 (n / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r]
- | (S a) \Rightarrow pair nat nat O n]
- = pair nat nat O n).
-cut (O < n \mod m \lor O = n \mod m).
-elim Hcut.apply (lt_O_n_elim (n \mod m) H3).
-intros. simplify.reflexivity.
-apply False_ind.
-apply H1.apply sym_eq.assumption.
-apply le_to_or_lt_eq.apply le_O_n.
-generalize in match H3.
-apply (nat_case p).intro.apply False_ind.apply (not_le_Sn_O n1 H4).
-intros.
-change with
- (match ((m \sup (S n1) *n) \mod m) with
- [ O \Rightarrow
- match (p_ord_aux m1 ((m \sup (S n1) *n) / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r]
- | (S a) \Rightarrow pair nat nat O (m \sup (S n1) *n)]
- = pair nat nat (S n1) n).
-cut (((m \sup (S n1)*n) \mod m) = O).
-rewrite > Hcut.
-change with
-(match (p_ord_aux m1 ((m \sup (S n1)*n) / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r]
- = pair nat nat (S n1) n).
-cut ((m \sup (S n1) *n) / m = m \sup n1 *n).
-rewrite > Hcut1.
-rewrite > (H2 m1). simplify.reflexivity.
-apply le_S_S_to_le.assumption.
-(* div_exp *)
-change with ((m* m \sup n1 *n) / m = m \sup n1 * n).
-rewrite > assoc_times.
-apply (lt_O_n_elim m H).
-intro.apply div_times.
-(* mod_exp = O *)
-apply divides_to_mod_O.
-assumption.
-simplify.rewrite > assoc_times.
-apply (witness ? ? (m \sup n1 *n)).reflexivity.
-qed.
-
-theorem p_ord_aux_to_Prop1: \forall p,n,m. (S O) < m \to O < n \to n \le p \to
- match p_ord_aux p n m with
- [ (pair q r) \Rightarrow r \mod m \neq O].
-intro.elim p.absurd (O < n).assumption.
-apply le_to_not_lt.assumption.
-change with
-match
- (match n1 \mod m with
- [ O \Rightarrow
- match (p_ord_aux n(n1 / m) m) with
- [ (pair q r) \Rightarrow pair nat nat (S q) r]
- | (S a) \Rightarrow pair nat nat O n1])
-with
- [ (pair q r) \Rightarrow r \mod m \neq O].
-apply (nat_case1 (n1 \mod m)).intro.
-generalize in match (H (n1 / m) m).
-elim (p_ord_aux n (n1 / m) m).
-apply H5.assumption.
-apply eq_mod_O_to_lt_O_div.
-apply (trans_lt ? (S O)).unfold lt.apply le_n.
-assumption.assumption.assumption.
-apply le_S_S_to_le.
-apply (trans_le ? n1).change with (n1 / m < n1).
-apply lt_div_n_m_n.assumption.assumption.assumption.
-intros.
-change with (n1 \mod m \neq O).
-rewrite > H4.
-unfold Not.intro.
-apply (not_eq_O_S m1).
-rewrite > H5.reflexivity.
-qed.
-
-theorem p_ord_aux_to_not_mod_O: \forall p,n,m,q,r. (S O) < m \to O < n \to n \le p \to
- pair nat nat q r = p_ord_aux p n m \to r \mod m \neq O.
-intros.
-change with
- match (pair nat nat q r) with
- [ (pair q r) \Rightarrow r \mod m \neq O].
-rewrite > H3.
-apply p_ord_aux_to_Prop1.
-assumption.assumption.assumption.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/orders".
-
-include "nat/nat.ma".
-include "higher_order_defs/ordering.ma".
-
-(* definitions *)
-inductive le (n:nat) : nat \to Prop \def
- | le_n : le n n
- | le_S : \forall m:nat. le n m \to le n (S m).
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'less or equal to'" 'leq x y = (cic:/matita/nat/orders/le.ind#xpointer(1/1) x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'neither less nor equal to'" 'nleq x y =
- (cic:/matita/logic/connectives/Not.con
- (cic:/matita/nat/orders/le.ind#xpointer(1/1) x y)).
-
-definition lt: nat \to nat \to Prop \def
-\lambda n,m:nat.(S n) \leq m.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'less than'" 'lt x y = (cic:/matita/nat/orders/lt.con x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'not less than'" 'nless x y =
- (cic:/matita/logic/connectives/Not.con (cic:/matita/nat/orders/lt.con x y)).
-
-definition ge: nat \to nat \to Prop \def
-\lambda n,m:nat.m \leq n.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'greater or equal to'" 'geq x y = (cic:/matita/nat/orders/ge.con x y).
-
-definition gt: nat \to nat \to Prop \def
-\lambda n,m:nat.m<n.
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'greater than'" 'gt x y = (cic:/matita/nat/orders/gt.con x y).
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural 'not greater than'" 'ngtr x y =
- (cic:/matita/logic/connectives/Not.con (cic:/matita/nat/orders/gt.con x y)).
-
-theorem transitive_le : transitive nat le.
-unfold transitive.intros.elim H1.
-assumption.
-apply le_S.assumption.
-qed.
-
-theorem trans_le: \forall n,m,p:nat. n \leq m \to m \leq p \to n \leq p
-\def transitive_le.
-
-theorem transitive_lt: transitive nat lt.
-unfold transitive.unfold lt.intros.elim H1.
-apply le_S. assumption.
-apply le_S.assumption.
-qed.
-
-theorem trans_lt: \forall n,m,p:nat. lt n m \to lt m p \to lt n p
-\def transitive_lt.
-
-theorem le_S_S: \forall n,m:nat. n \leq m \to S n \leq S m.
-intros.elim H.
-apply le_n.
-apply le_S.assumption.
-qed.
-
-theorem le_O_n : \forall n:nat. O \leq n.
-intros.elim n.
-apply le_n.apply
-le_S. assumption.
-qed.
-
-theorem le_n_Sn : \forall n:nat. n \leq S n.
-intros. apply le_S.apply le_n.
-qed.
-
-theorem le_pred_n : \forall n:nat. pred n \leq n.
-intros.elim n.
-simplify.apply le_n.
-simplify.apply le_n_Sn.
-qed.
-
-theorem le_S_S_to_le : \forall n,m:nat. S n \leq S m \to n \leq m.
-intros.change with (pred (S n) \leq pred (S m)).
-elim H.apply le_n.apply (trans_le ? (pred n1)).assumption.
-apply le_pred_n.
-qed.
-
-theorem leS_to_not_zero : \forall n,m:nat. S n \leq m \to not_zero m.
-intros.elim H.exact I.exact I.
-qed.
-
-(* not le *)
-theorem not_le_Sn_O: \forall n:nat. S n \nleq O.
-intros.unfold Not.simplify.intros.apply (leS_to_not_zero ? ? H).
-qed.
-
-theorem not_le_Sn_n: \forall n:nat. S n \nleq n.
-intros.elim n.apply not_le_Sn_O.unfold Not.simplify.intros.cut (S n1 \leq n1).
-apply H.assumption.
-apply le_S_S_to_le.assumption.
-qed.
-
-(* le to lt or eq *)
-theorem le_to_or_lt_eq : \forall n,m:nat.
-n \leq m \to n < m \lor n = m.
-intros.elim H.
-right.reflexivity.
-left.unfold lt.apply le_S_S.assumption.
-qed.
-
-(* not eq *)
-theorem lt_to_not_eq : \forall n,m:nat. n<m \to n \neq m.
-unfold Not.intros.cut ((le (S n) m) \to False).
-apply Hcut.assumption.rewrite < H1.
-apply not_le_Sn_n.
-qed.
-
-(* le vs. lt *)
-theorem lt_to_le : \forall n,m:nat. n<m \to n \leq m.
-simplify.intros.unfold lt in H.elim H.
-apply le_S. apply le_n.
-apply le_S. assumption.
-qed.
-
-theorem lt_S_to_le : \forall n,m:nat. n < S m \to n \leq m.
-simplify.intros.
-apply le_S_S_to_le.assumption.
-qed.
-
-theorem not_le_to_lt: \forall n,m:nat. n \nleq m \to m<n.
-intros 2.
-apply (nat_elim2 (\lambda n,m.n \nleq m \to m<n)).
-intros.apply (absurd (O \leq n1)).apply le_O_n.assumption.
-unfold Not.unfold lt.intros.apply le_S_S.apply le_O_n.
-unfold Not.unfold lt.intros.apply le_S_S.apply H.intros.apply H1.apply le_S_S.
-assumption.
-qed.
-
-theorem lt_to_not_le: \forall n,m:nat. n<m \to m \nleq n.
-unfold Not.unfold lt.intros 3.elim H.
-apply (not_le_Sn_n n H1).
-apply H2.apply lt_to_le. apply H3.
-qed.
-
-theorem not_lt_to_le: \forall n,m:nat. Not (lt n m) \to le m n.
-simplify.intros.
-apply lt_S_to_le.
-apply not_le_to_lt.exact H.
-qed.
-
-theorem le_to_not_lt: \forall n,m:nat. le n m \to Not (lt m n).
-intros.
-change with (Not (le (S m) n)).
-apply lt_to_not_le.unfold lt.
-apply le_S_S.assumption.
-qed.
-
-(* le elimination *)
-theorem le_n_O_to_eq : \forall n:nat. n \leq O \to O=n.
-intro.elim n.reflexivity.
-apply False_ind.
-apply not_le_Sn_O.
-goal 17. apply H1.
-qed.
-
-theorem le_n_O_elim: \forall n:nat.n \leq O \to \forall P: nat \to Prop.
-P O \to P n.
-intro.elim n.
-assumption.
-apply False_ind.
-apply (not_le_Sn_O ? H1).
-qed.
-
-theorem le_n_Sm_elim : \forall n,m:nat.n \leq S m \to
-\forall P:Prop. (S n \leq S m \to P) \to (n=S m \to P) \to P.
-intros 4.elim H.
-apply H2.reflexivity.
-apply H3. apply le_S_S. assumption.
-qed.
-
-(* lt and le trans *)
-theorem lt_to_le_to_lt: \forall n,m,p:nat. lt n m \to le m p \to lt n p.
-intros.elim H1.
-assumption.unfold lt.apply le_S.assumption.
-qed.
-
-theorem le_to_lt_to_lt: \forall n,m,p:nat. le n m \to lt m p \to lt n p.
-intros 4.elim H.
-assumption.apply H2.unfold lt.
-apply lt_to_le.assumption.
-qed.
-
-theorem ltn_to_ltO: \forall n,m:nat. lt n m \to lt O m.
-intros.apply (le_to_lt_to_lt O n).
-apply le_O_n.assumption.
-qed.
-
-theorem lt_O_n_elim: \forall n:nat. lt O n \to
-\forall P:nat\to Prop. (\forall m:nat.P (S m)) \to P n.
-intro.elim n.apply False_ind.exact (not_le_Sn_O O H).
-apply H2.
-qed.
-
-(* other abstract properties *)
-theorem antisymmetric_le : antisymmetric nat le.
-unfold antisymmetric.intros 2.
-apply (nat_elim2 (\lambda n,m.(n \leq m \to m \leq n \to n=m))).
-intros.apply le_n_O_to_eq.assumption.
-intros.apply False_ind.apply (not_le_Sn_O ? H).
-intros.apply eq_f.apply H.
-apply le_S_S_to_le.assumption.
-apply le_S_S_to_le.assumption.
-qed.
-
-theorem antisym_le: \forall n,m:nat. n \leq m \to m \leq n \to n=m
-\def antisymmetric_le.
-
-theorem decidable_le: \forall n,m:nat. decidable (n \leq m).
-intros.
-apply (nat_elim2 (\lambda n,m.decidable (n \leq m))).
-intros.unfold decidable.left.apply le_O_n.
-intros.unfold decidable.right.exact (not_le_Sn_O n1).
-intros 2.unfold decidable.intro.elim H.
-left.apply le_S_S.assumption.
-right.unfold Not.intro.apply H1.apply le_S_S_to_le.assumption.
-qed.
-
-theorem decidable_lt: \forall n,m:nat. decidable (n < m).
-intros.exact (decidable_le (S n) m).
-qed.
-
-(* well founded induction principles *)
-
-theorem nat_elim1 : \forall n:nat.\forall P:nat \to Prop.
-(\forall m.(\forall p. (p \lt m) \to P p) \to P m) \to P n.
-intros.cut (\forall q:nat. q \le n \to P q).
-apply (Hcut n).apply le_n.
-elim n.apply (le_n_O_elim q H1).
-apply H.
-intros.apply False_ind.apply (not_le_Sn_O p H2).
-apply H.intros.apply H1.
-cut (p < S n1).
-apply lt_S_to_le.assumption.
-apply (lt_to_le_to_lt p q (S n1) H3 H2).
-qed.
-
-(* some properties of functions *)
-
-definition increasing \def \lambda f:nat \to nat.
-\forall n:nat. f n < f (S n).
-
-theorem increasing_to_monotonic: \forall f:nat \to nat.
-increasing f \to monotonic nat lt f.
-unfold monotonic.unfold lt.unfold increasing.unfold lt.intros.elim H1.apply H.
-apply (trans_le ? (f n1)).
-assumption.apply (trans_le ? (S (f n1))).
-apply le_n_Sn.
-apply H.
-qed.
-
-theorem le_n_fn: \forall f:nat \to nat. (increasing f)
-\to \forall n:nat. n \le (f n).
-intros.elim n.
-apply le_O_n.
-apply (trans_le ? (S (f n1))).
-apply le_S_S.apply H1.
-simplify in H. unfold increasing in H.unfold lt in H.apply H.
-qed.
-
-theorem increasing_to_le: \forall f:nat \to nat. (increasing f)
-\to \forall m:nat. \exists i. m \le (f i).
-intros.elim m.
-apply (ex_intro ? ? O).apply le_O_n.
-elim H1.
-apply (ex_intro ? ? (S a)).
-apply (trans_le ? (S (f a))).
-apply le_S_S.assumption.
-simplify in H.unfold increasing in H.unfold lt in H.
-apply H.
-qed.
-
-theorem increasing_to_le2: \forall f:nat \to nat. (increasing f)
-\to \forall m:nat. (f O) \le m \to
-\exists i. (f i) \le m \land m <(f (S i)).
-intros.elim H1.
-apply (ex_intro ? ? O).
-split.apply le_n.apply H.
-elim H3.elim H4.
-cut ((S n1) < (f (S a)) \lor (S n1) = (f (S a))).
-elim Hcut.
-apply (ex_intro ? ? a).
-split.apply le_S. assumption.assumption.
-apply (ex_intro ? ? (S a)).
-split.rewrite < H7.apply le_n.
-rewrite > H7.
-apply H.
-apply le_to_or_lt_eq.apply H6.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/permutation".
-
-include "nat/compare.ma".
-include "nat/sigma_and_pi.ma".
-
-definition injn: (nat \to nat) \to nat \to Prop \def
-\lambda f:nat \to nat.\lambda n:nat.\forall i,j:nat.
-i \le n \to j \le n \to f i = f j \to i = j.
-
-theorem injn_Sn_n: \forall f:nat \to nat. \forall n:nat.
-injn f (S n) \to injn f n.unfold injn.
-intros.apply H.
-apply le_S.assumption.
-apply le_S.assumption.
-assumption.
-qed.
-
-theorem injective_to_injn: \forall f:nat \to nat. \forall n:nat.
-injective nat nat f \to injn f n.
-unfold injective.unfold injn.intros.apply H.assumption.
-qed.
-
-definition permut : (nat \to nat) \to nat \to Prop
-\def \lambda f:nat \to nat. \lambda m:nat.
-(\forall i:nat. i \le m \to f i \le m )\land injn f m.
-
-theorem permut_O_to_eq_O: \forall h:nat \to nat.
-permut h O \to (h O) = O.
-intros.unfold permut in H.
-elim H.apply sym_eq.apply le_n_O_to_eq.
-apply H1.apply le_n.
-qed.
-
-theorem permut_S_to_permut: \forall f:nat \to nat. \forall m:nat.
-permut f (S m) \to f (S m) = (S m) \to permut f m.
-unfold permut.intros.
-elim H.
-split.intros.
-cut (f i < S m \lor f i = S m).
-elim Hcut.
-apply le_S_S_to_le.assumption.
-apply False_ind.
-apply (not_le_Sn_n m).
-cut ((S m) = i).
-rewrite > Hcut1.assumption.
-apply H3.apply le_n.apply le_S.assumption.
-rewrite > H5.assumption.
-apply le_to_or_lt_eq.apply H2.apply le_S.assumption.
-apply (injn_Sn_n f m H3).
-qed.
-
-(* transpositions *)
-
-definition transpose : nat \to nat \to nat \to nat \def
-\lambda i,j,n:nat.
-match eqb n i with
- [ true \Rightarrow j
- | false \Rightarrow
- match eqb n j with
- [ true \Rightarrow i
- | false \Rightarrow n]].
-
-lemma transpose_i_j_i: \forall i,j:nat. transpose i j i = j.
-intros.unfold transpose.
-rewrite > (eqb_n_n i).simplify. reflexivity.
-qed.
-
-lemma transpose_i_j_j: \forall i,j:nat. transpose i j j = i.
-intros.unfold transpose.
-apply (eqb_elim j i).simplify.intro.assumption.
-rewrite > (eqb_n_n j).simplify.
-intros. reflexivity.
-qed.
-
-theorem transpose_i_i: \forall i,n:nat. (transpose i i n) = n.
-intros.unfold transpose.
-apply (eqb_elim n i).
-intro.simplify.apply sym_eq. assumption.
-intro.simplify.reflexivity.
-qed.
-
-theorem transpose_i_j_j_i: \forall i,j,n:nat.
-transpose i j n = transpose j i n.
-intros.unfold transpose.
-apply (eqb_elim n i).
-apply (eqb_elim n j).
-intros. simplify.rewrite < H. rewrite < H1.
-reflexivity.
-intros.simplify.reflexivity.
-apply (eqb_elim n j).
-intros.simplify.reflexivity.
-intros.simplify.reflexivity.
-qed.
-
-theorem transpose_transpose: \forall i,j,n:nat.
-(transpose i j (transpose i j n)) = n.
-intros.unfold transpose. unfold transpose.
-apply (eqb_elim n i).simplify.
-intro.
-apply (eqb_elim j i).
-simplify.intros.rewrite > H. rewrite > H1.reflexivity.
-rewrite > (eqb_n_n j).simplify.intros.
-apply sym_eq.
-assumption.
-apply (eqb_elim n j).simplify.
-rewrite > (eqb_n_n i).intros.simplify.
-apply sym_eq. assumption.
-simplify.intros.
-rewrite > (not_eq_to_eqb_false n i H1).
-rewrite > (not_eq_to_eqb_false n j H).
-simplify.reflexivity.
-qed.
-
-theorem injective_transpose : \forall i,j:nat.
-injective nat nat (transpose i j).
-unfold injective.
-intros.
-rewrite < (transpose_transpose i j x).
-rewrite < (transpose_transpose i j y).
-apply eq_f.assumption.
-qed.
-
-variant inj_transpose: \forall i,j,n,m:nat.
-transpose i j n = transpose i j m \to n = m \def
-injective_transpose.
-
-theorem permut_transpose: \forall i,j,n:nat. i \le n \to j \le n \to
-permut (transpose i j) n.
-unfold permut.intros.
-split.unfold transpose.
-intros.
-elim (eqb i1 i).simplify.assumption.
-elim (eqb i1 j).simplify.assumption.
-simplify.assumption.
-apply (injective_to_injn (transpose i j) n).
-apply injective_transpose.
-qed.
-
-theorem permut_fg: \forall f,g:nat \to nat. \forall n:nat.
-permut f n \to permut g n \to permut (\lambda m.(f(g m))) n.
-unfold permut. intros.
-elim H.elim H1.
-split.intros.simplify.apply H2.
-apply H4.assumption.
-simplify.intros.
-apply H5.assumption.assumption.
-apply H3.apply H4.assumption.apply H4.assumption.
-assumption.
-qed.
-
-theorem permut_transpose_l:
-\forall f:nat \to nat. \forall m,i,j:nat.
-i \le m \to j \le m \to permut f m \to permut (\lambda n.transpose i j (f n)) m.
-intros.apply (permut_fg (transpose i j) f m ? ?).
-apply permut_transpose.assumption.assumption.
-assumption.
-qed.
-
-theorem permut_transpose_r:
-\forall f:nat \to nat. \forall m,i,j:nat.
-i \le m \to j \le m \to permut f m \to permut (\lambda n.f (transpose i j n)) m.
-intros.apply (permut_fg f (transpose i j) m ? ?).
-assumption.apply permut_transpose.assumption.assumption.
-qed.
-
-theorem eq_transpose : \forall i,j,k,n:nat. \lnot j=i \to
- \lnot i=k \to \lnot j=k \to
-transpose i j n = transpose i k (transpose k j (transpose i k n)).
-(* uffa: triplo unfold? *)
-intros.unfold transpose.unfold transpose.unfold transpose.
-apply (eqb_elim n i).intro.
-simplify.rewrite > (eqb_n_n k).
-simplify.rewrite > (not_eq_to_eqb_false j i H).
-rewrite > (not_eq_to_eqb_false j k H2).
-reflexivity.
-intro.apply (eqb_elim n j).
-intro.
-cut (\lnot n = k).
-cut (\lnot n = i).
-rewrite > (not_eq_to_eqb_false n k Hcut).
-simplify.
-rewrite > (not_eq_to_eqb_false n k Hcut).
-rewrite > (eq_to_eqb_true n j H4).
-simplify.
-rewrite > (not_eq_to_eqb_false k i).
-rewrite > (eqb_n_n k).
-simplify.reflexivity.
-unfold Not.intro.apply H1.apply sym_eq.assumption.
-assumption.
-unfold Not.intro.apply H2.apply (trans_eq ? ? n).
-apply sym_eq.assumption.assumption.
-intro.apply (eqb_elim n k).intro.
-simplify.
-rewrite > (not_eq_to_eqb_false i k H1).
-rewrite > (not_eq_to_eqb_false i j).
-simplify.
-rewrite > (eqb_n_n i).
-simplify.assumption.
-unfold Not.intro.apply H.apply sym_eq.assumption.
-intro.simplify.
-rewrite > (not_eq_to_eqb_false n k H5).
-rewrite > (not_eq_to_eqb_false n j H4).
-simplify.
-rewrite > (not_eq_to_eqb_false n i H3).
-rewrite > (not_eq_to_eqb_false n k H5).
-simplify.reflexivity.
-qed.
-
-theorem permut_S_to_permut_transpose: \forall f:nat \to nat.
-\forall m:nat. permut f (S m) \to permut (\lambda n.transpose (f (S m)) (S m)
-(f n)) m.
-unfold permut.intros.
-elim H.
-split.intros.simplify.unfold transpose.
-apply (eqb_elim (f i) (f (S m))).
-intro.apply False_ind.
-cut (i = (S m)).
-apply (not_le_Sn_n m).
-rewrite < Hcut.assumption.
-apply H2.apply le_S.assumption.apply le_n.assumption.
-intro.simplify.
-apply (eqb_elim (f i) (S m)).
-intro.
-cut (f (S m) \lt (S m) \lor f (S m) = (S m)).
-elim Hcut.apply le_S_S_to_le.assumption.
-apply False_ind.apply H4.rewrite > H6.assumption.
-apply le_to_or_lt_eq.apply H1.apply le_n.
-intro.simplify.
-cut (f i \lt (S m) \lor f i = (S m)).
-elim Hcut.apply le_S_S_to_le.assumption.
-apply False_ind.apply H5.assumption.
-apply le_to_or_lt_eq.apply H1.apply le_S.assumption.
-unfold injn.intros.
-apply H2.apply le_S.assumption.apply le_S.assumption.
-apply (inj_transpose (f (S m)) (S m)).
-apply H5.
-qed.
-
-(* bounded bijectivity *)
-
-definition bijn : (nat \to nat) \to nat \to Prop \def
-\lambda f:nat \to nat. \lambda n. \forall m:nat. m \le n \to
-ex nat (\lambda p. p \le n \land f p = m).
-
-theorem eq_to_bijn: \forall f,g:nat\to nat. \forall n:nat.
-(\forall i:nat. i \le n \to (f i) = (g i)) \to
-bijn f n \to bijn g n.
-intros 4.unfold bijn.
-intros.elim (H1 m).
-apply (ex_intro ? ? a).
-rewrite < (H a).assumption.
-elim H3.assumption.assumption.
-qed.
-
-theorem bijn_Sn_n: \forall f:nat \to nat. \forall n:nat.
-bijn f (S n) \to f (S n) = (S n) \to bijn f n.
-unfold bijn.intros.elim (H m).
-elim H3.
-apply (ex_intro ? ? a).split.
-cut (a < S n \lor a = S n).
-elim Hcut.apply le_S_S_to_le.assumption.
-apply False_ind.
-apply (not_le_Sn_n n).
-rewrite < H1.rewrite < H6.rewrite > H5.assumption.
-apply le_to_or_lt_eq.assumption.assumption.
-apply le_S.assumption.
-qed.
-
-theorem bijn_n_Sn: \forall f:nat \to nat. \forall n:nat.
-bijn f n \to f (S n) = (S n) \to bijn f (S n).
-unfold bijn.intros.
-cut (m < S n \lor m = S n).
-elim Hcut.
-elim (H m).
-elim H4.
-apply (ex_intro ? ? a).split.
-apply le_S.assumption.assumption.
-apply le_S_S_to_le.assumption.
-apply (ex_intro ? ? (S n)).
-split.apply le_n.
-rewrite > H3.assumption.
-apply le_to_or_lt_eq.assumption.
-qed.
-
-theorem bijn_fg: \forall f,g:nat\to nat. \forall n:nat.
-bijn f n \to bijn g n \to bijn (\lambda p.f(g p)) n.
-unfold bijn.
-intros.simplify.
-elim (H m).elim H3.
-elim (H1 a).elim H6.
-apply (ex_intro ? ? a1).
-split.assumption.
-rewrite > H8.assumption.
-assumption.assumption.
-qed.
-
-theorem bijn_transpose : \forall n,i,j. i \le n \to j \le n \to
-bijn (transpose i j) n.
-intros.unfold bijn.unfold transpose.intros.
-cut (m = i \lor \lnot m = i).
-elim Hcut.
-apply (ex_intro ? ? j).
-split.assumption.
-apply (eqb_elim j i).
-intro.simplify.rewrite > H3.rewrite > H4.reflexivity.
-rewrite > (eqb_n_n j).simplify.
-intros. apply sym_eq.assumption.
-cut (m = j \lor \lnot m = j).
-elim Hcut1.
-apply (ex_intro ? ? i).
-split.assumption.
-rewrite > (eqb_n_n i).simplify.
-apply sym_eq. assumption.
-apply (ex_intro ? ? m).
-split.assumption.
-rewrite > (not_eq_to_eqb_false m i).
-rewrite > (not_eq_to_eqb_false m j).
-simplify. reflexivity.
-assumption.
-assumption.
-apply (decidable_eq_nat m j).
-apply (decidable_eq_nat m i).
-qed.
-
-theorem bijn_transpose_r: \forall f:nat\to nat.\forall n,i,j. i \le n \to j \le n \to
-bijn f n \to bijn (\lambda p.f (transpose i j p)) n.
-intros.
-apply (bijn_fg f ?).assumption.
-apply (bijn_transpose n i j).assumption.assumption.
-qed.
-
-theorem bijn_transpose_l: \forall f:nat\to nat.\forall n,i,j. i \le n \to j \le n \to
-bijn f n \to bijn (\lambda p.transpose i j (f p)) n.
-intros.
-apply (bijn_fg ? f).
-apply (bijn_transpose n i j).assumption.assumption.
-assumption.
-qed.
-
-theorem permut_to_bijn: \forall n:nat.\forall f:nat\to nat.
-permut f n \to bijn f n.
-intro.
-elim n.unfold bijn.intros.
-apply (ex_intro ? ? m).
-split.assumption.
-apply (le_n_O_elim m ? (\lambda p. f p = p)).
-assumption.unfold permut in H.
-elim H.apply sym_eq. apply le_n_O_to_eq.apply H2.apply le_n.
-apply (eq_to_bijn (\lambda p.
-(transpose (f (S n1)) (S n1)) (transpose (f (S n1)) (S n1) (f p))) f).
-intros.apply transpose_transpose.
-apply (bijn_fg (transpose (f (S n1)) (S n1))).
-apply bijn_transpose.
-unfold permut in H1.
-elim H1.apply H2.apply le_n.apply le_n.
-apply bijn_n_Sn.
-apply H.
-apply permut_S_to_permut_transpose.
-assumption.unfold transpose.
-rewrite > (eqb_n_n (f (S n1))).simplify.reflexivity.
-qed.
-
-let rec invert_permut n f m \def
- match eqb m (f n) with
- [true \Rightarrow n
- |false \Rightarrow
- match n with
- [O \Rightarrow O
- |(S p) \Rightarrow invert_permut p f m]].
-
-theorem invert_permut_f: \forall f:nat \to nat. \forall n,m:nat.
-m \le n \to injn f n\to invert_permut n f (f m) = m.
-intros 4.
-elim H.
-apply (nat_case1 m).
-intro.simplify.
-rewrite > (eqb_n_n (f O)).simplify.reflexivity.
-intros.simplify.
-rewrite > (eqb_n_n (f (S m1))).simplify.reflexivity.
-simplify.
-rewrite > (not_eq_to_eqb_false (f m) (f (S n1))).
-simplify.apply H2.
-apply injn_Sn_n. assumption.
-unfold Not.intro.absurd (m = S n1).
-apply H3.apply le_S.assumption.apply le_n.assumption.
-unfold Not.intro.
-apply (not_le_Sn_n n1).rewrite < H5.assumption.
-qed.
-
-theorem injective_invert_permut: \forall f:nat \to nat. \forall n:nat.
-permut f n \to injn (invert_permut n f) n.
-intros.
-unfold injn.intros.
-cut (bijn f n).
-unfold bijn in Hcut.
-generalize in match (Hcut i H1).intro.
-generalize in match (Hcut j H2).intro.
-elim H4.elim H6.
-elim H5.elim H9.
-rewrite < H8.
-rewrite < H11.
-apply eq_f.
-rewrite < (invert_permut_f f n a).
-rewrite < (invert_permut_f f n a1).
-rewrite > H8.
-rewrite > H11.
-assumption.assumption.
-unfold permut in H.elim H. assumption.
-assumption.
-unfold permut in H.elim H. assumption.
-apply permut_to_bijn.assumption.
-qed.
-
-theorem permut_invert_permut: \forall f:nat \to nat. \forall n:nat.
-permut f n \to permut (invert_permut n f) n.
-intros.unfold permut.split.
-intros.simplify.elim n.
-simplify.elim (eqb i (f O)).simplify.apply le_n.simplify.apply le_n.
-simplify.elim (eqb i (f (S n1))).simplify.apply le_n.
-simplify.apply le_S. assumption.
-apply injective_invert_permut.assumption.
-qed.
-
-theorem f_invert_permut: \forall f:nat \to nat. \forall n,m:nat.
-m \le n \to permut f n\to f (invert_permut n f m) = m.
-intros.
-apply (injective_invert_permut f n H1).
-unfold permut in H1.elim H1.
-apply H2.
-cut (permut (invert_permut n f) n).unfold permut in Hcut.
-elim Hcut.apply H4.assumption.
-apply permut_invert_permut.assumption.assumption.
-(* uffa: lo ha espanso troppo *)
-change with (invert_permut n f (f (invert_permut n f m)) = invert_permut n f m).
-apply invert_permut_f.
-cut (permut (invert_permut n f) n).unfold permut in Hcut.
-elim Hcut.apply H2.assumption.
-apply permut_invert_permut.assumption.
-unfold permut in H1.elim H1.assumption.
-qed.
-
-theorem permut_n_to_eq_n: \forall h:nat \to nat.\forall n:nat.
-permut h n \to (\forall m:nat. m < n \to h m = m) \to h n = n.
-intros.unfold permut in H.elim H.
-cut (invert_permut n h n < n \lor invert_permut n h n = n).
-elim Hcut.
-rewrite < (f_invert_permut h n n) in \vdash (? ? ? %).
-apply eq_f.
-rewrite < (f_invert_permut h n n) in \vdash (? ? % ?).
-apply H1.assumption.apply le_n.assumption.apply le_n.assumption.
-rewrite < H4 in \vdash (? ? % ?).
-apply (f_invert_permut h).apply le_n.assumption.
-apply le_to_or_lt_eq.
-cut (permut (invert_permut n h) n).
-unfold permut in Hcut.elim Hcut.
-apply H4.apply le_n.
-apply permut_invert_permut.assumption.
-qed.
-
-theorem permut_n_to_le: \forall h:nat \to nat.\forall k,n:nat.
-k \le n \to permut h n \to (\forall m:nat. m < k \to h m = m) \to
-\forall j. k \le j \to j \le n \to k \le h j.
-intros.unfold permut in H1.elim H1.
-cut (h j < k \lor \not(h j < k)).
-elim Hcut.absurd (k \le j).assumption.
-apply lt_to_not_le.
-cut (h j = j).rewrite < Hcut1.assumption.
-apply H6.apply H5.assumption.assumption.
-apply H2.assumption.
-apply not_lt_to_le.assumption.
-apply (decidable_lt (h j) k).
-qed.
-
-(* applications *)
-
-let rec map_iter_i k (g:nat \to nat) f (i:nat) \def
- match k with
- [ O \Rightarrow g i
- | (S k) \Rightarrow f (g (S (k+i))) (map_iter_i k g f i)].
-
-theorem eq_map_iter_i: \forall g1,g2:nat \to nat.
-\forall f:nat \to nat \to nat. \forall n,i:nat.
-(\forall m:nat. i\le m \to m \le n+i \to g1 m = g2 m) \to
-map_iter_i n g1 f i = map_iter_i n g2 f i.
-intros 5.elim n.simplify.apply H.apply le_n.
-apply le_n.simplify.apply eq_f2.apply H1.simplify.
-apply le_S.apply le_plus_n.simplify.apply le_n.
-apply H.intros.apply H1.assumption.simplify.apply le_S.assumption.
-qed.
-
-(* map_iter examples *)
-
-theorem eq_map_iter_i_sigma: \forall g:nat \to nat. \forall n,m:nat.
-map_iter_i n g plus m = sigma n g m.
-intros.elim n.simplify.reflexivity.
-simplify.
-apply eq_f.assumption.
-qed.
-
-theorem eq_map_iter_i_pi: \forall g:nat \to nat. \forall n,m:nat.
-map_iter_i n g times m = pi n g m.
-intros.elim n.simplify.reflexivity.
-simplify.
-apply eq_f.assumption.
-qed.
-
-theorem eq_map_iter_i_fact: \forall n:nat.
-map_iter_i n (\lambda m.m) times (S O) = (S n)!.
-intros.elim n.
-simplify.reflexivity.
-change with
-(((S n1)+(S O))*(map_iter_i n1 (\lambda m.m) times (S O)) = (S(S n1))*(S n1)!).
-rewrite < plus_n_Sm.rewrite < plus_n_O.
-apply eq_f.assumption.
-qed.
-
-theorem eq_map_iter_i_transpose_l : \forall f:nat\to nat \to nat.associative nat f \to
-symmetric2 nat nat f \to \forall g:nat \to nat. \forall n,k:nat.
-map_iter_i (S k) g f n = map_iter_i (S k) (\lambda m. g (transpose (k+n) (S k+n) m)) f n.
-intros.apply (nat_case1 k).
-intros.simplify.
-change with
-(f (g (S n)) (g n) =
-f (g (transpose n (S n) (S n))) (g (transpose n (S n) n))).
-rewrite > transpose_i_j_i.
-rewrite > transpose_i_j_j.
-apply H1.
-intros.
-change with
-(f (g (S (S (m+n)))) (f (g (S (m+n))) (map_iter_i m g f n)) =
-f (g (transpose (S m + n) (S (S m) + n) (S (S m)+n)))
-(f (g (transpose (S m + n) (S (S m) + n) (S m+n)))
-(map_iter_i m (\lambda m1. g (transpose (S m+n) (S (S m)+n) m1)) f n))).
-rewrite > transpose_i_j_i.
-rewrite > transpose_i_j_j.
-rewrite < H.
-rewrite < H.
-rewrite < (H1 (g (S m + n))).
-apply eq_f.
-apply eq_map_iter_i.
-intros.simplify.unfold transpose.
-rewrite > (not_eq_to_eqb_false m1 (S m+n)).
-rewrite > (not_eq_to_eqb_false m1 (S (S m)+n)).
-simplify.
-reflexivity.
-apply (lt_to_not_eq m1 (S ((S m)+n))).
-unfold lt.apply le_S_S.change with (m1 \leq S (m+n)).apply le_S.assumption.
-apply (lt_to_not_eq m1 (S m+n)).
-simplify.unfold lt.apply le_S_S.assumption.
-qed.
-
-theorem eq_map_iter_i_transpose_i_Si : \forall f:nat\to nat \to nat.associative nat f \to
-symmetric2 nat nat f \to \forall g:nat \to nat. \forall n,k,i:nat. n \le i \to i \le k+n \to
-map_iter_i (S k) g f n = map_iter_i (S k) (\lambda m. g (transpose i (S i) m)) f n.
-intros 6.elim k.cut (i=n).
-rewrite > Hcut.
-apply (eq_map_iter_i_transpose_l f H H1 g n O).
-apply antisymmetric_le.assumption.assumption.
-cut (i < S n1 + n \lor i = S n1 + n).
-elim Hcut.
-change with
-(f (g (S (S n1)+n)) (map_iter_i (S n1) g f n) =
-f (g (transpose i (S i) (S (S n1)+n))) (map_iter_i (S n1) (\lambda m. g (transpose i (S i) m)) f n)).
-apply eq_f2.unfold transpose.
-rewrite > (not_eq_to_eqb_false (S (S n1)+n) i).
-rewrite > (not_eq_to_eqb_false (S (S n1)+n) (S i)).
-simplify.reflexivity.
-simplify.unfold Not.intro.
-apply (lt_to_not_eq i (S n1+n)).assumption.
-apply inj_S.apply sym_eq. assumption.
-simplify.unfold Not.intro.
-apply (lt_to_not_eq i (S (S n1+n))).simplify.unfold lt.
-apply le_S_S.assumption.
-apply sym_eq. assumption.
-apply H2.assumption.apply le_S_S_to_le.
-assumption.
-rewrite > H5.
-apply (eq_map_iter_i_transpose_l f H H1 g n (S n1)).
-apply le_to_or_lt_eq.assumption.
-qed.
-
-theorem eq_map_iter_i_transpose:
-\forall f:nat\to nat \to nat.
-associative nat f \to symmetric2 nat nat f \to \forall n,k,o:nat.
-\forall g:nat \to nat. \forall i:nat. n \le i \to S (o + i) \le S k+n \to
-map_iter_i (S k) g f n = map_iter_i (S k) (\lambda m. g (transpose i (S(o + i)) m)) f n.
-intros 6.
-apply (nat_elim1 o).
-intro.
-apply (nat_case m ?).
-intros.
-apply (eq_map_iter_i_transpose_i_Si ? H H1).
-exact H3.apply le_S_S_to_le.assumption.
-intros.
-apply (trans_eq ? ? (map_iter_i (S k) (\lambda m. g (transpose i (S(m1 + i)) m)) f n)).
-apply H2.
-unfold lt. apply le_n.assumption.
-apply (trans_le ? (S(S (m1+i)))).
-apply le_S.apply le_n.assumption.
-apply (trans_eq ? ? (map_iter_i (S k) (\lambda m. g
-(transpose i (S(m1 + i)) (transpose (S(m1 + i)) (S(S(m1 + i))) m))) f n)).
-apply (H2 O ? ? (S(m1+i))).
-unfold lt.apply le_S_S.apply le_O_n.
-apply (trans_le ? i).assumption.
-change with (i \le (S m1)+i).apply le_plus_n.
-exact H4.
-apply (trans_eq ? ? (map_iter_i (S k) (\lambda m. g
-(transpose i (S(m1 + i))
-(transpose (S(m1 + i)) (S(S(m1 + i)))
-(transpose i (S(m1 + i)) m)))) f n)).
-apply (H2 m1).
-unfold lt. apply le_n.assumption.
-apply (trans_le ? (S(S (m1+i)))).
-apply le_S.apply le_n.assumption.
-apply eq_map_iter_i.
-intros.apply eq_f.
-apply sym_eq. apply eq_transpose.
-unfold Not. intro.
-apply (not_le_Sn_n i).
-rewrite < H7 in \vdash (? ? %).
-apply le_S_S.apply le_S.
-apply le_plus_n.
-unfold Not. intro.
-apply (not_le_Sn_n i).
-rewrite > H7 in \vdash (? ? %).
-apply le_S_S.
-apply le_plus_n.
-unfold Not. intro.
-apply (not_eq_n_Sn (S m1+i)).
-apply sym_eq.assumption.
-qed.
-
-theorem eq_map_iter_i_transpose1: \forall f:nat\to nat \to nat.associative nat f \to
-symmetric2 nat nat f \to \forall n,k,i,j:nat.
-\forall g:nat \to nat. n \le i \to i < j \to j \le S k+n \to
-map_iter_i (S k) g f n = map_iter_i (S k) (\lambda m. g (transpose i j m)) f n.
-intros.
-simplify in H3.
-cut ((S i) < j \lor (S i) = j).
-elim Hcut.
-cut (j = S ((j - (S i)) + i)).
-rewrite > Hcut1.
-apply (eq_map_iter_i_transpose f H H1 n k (j - (S i)) g i).
-assumption.
-rewrite < Hcut1.assumption.
-rewrite > plus_n_Sm.
-apply plus_minus_m_m.apply lt_to_le.assumption.
-rewrite < H5.
-apply (eq_map_iter_i_transpose_i_Si f H H1 g).
-simplify.
-assumption.apply le_S_S_to_le.
-apply (trans_le ? j).assumption.assumption.
-apply le_to_or_lt_eq.assumption.
-qed.
-
-theorem eq_map_iter_i_transpose2: \forall f:nat\to nat \to nat.associative nat f \to
-symmetric2 nat nat f \to \forall n,k,i,j:nat.
-\forall g:nat \to nat. n \le i \to i \le (S k+n) \to n \le j \to j \le (S k+n) \to
-map_iter_i (S k) g f n = map_iter_i (S k) (\lambda m. g (transpose i j m)) f n.
-intros.
-apply (nat_compare_elim i j).
-intro.apply (eq_map_iter_i_transpose1 f H H1 n k i j g H2 H6 H5).
-intro.rewrite > H6.
-apply eq_map_iter_i.intros.
-rewrite > (transpose_i_i j).reflexivity.
-intro.
-apply (trans_eq ? ? (map_iter_i (S k) (\lambda m:nat.g (transpose j i m)) f n)).
-apply (eq_map_iter_i_transpose1 f H H1 n k j i g H4 H6 H3).
-apply eq_map_iter_i.
-intros.apply eq_f.apply transpose_i_j_j_i.
-qed.
-
-theorem permut_to_eq_map_iter_i:\forall f:nat\to nat \to nat.associative nat f \to
-symmetric2 nat nat f \to \forall k,n:nat.\forall g,h:nat \to nat.
-permut h (k+n) \to (\forall m:nat. m \lt n \to h m = m) \to
-map_iter_i k g f n = map_iter_i k (\lambda m.g(h m)) f n.
-intros 4.elim k.
-simplify.rewrite > (permut_n_to_eq_n h).reflexivity.assumption.assumption.
-apply (trans_eq ? ? (map_iter_i (S n) (\lambda m.g ((transpose (h (S n+n1)) (S n+n1)) m)) f n1)).
-unfold permut in H3.
-elim H3.
-apply (eq_map_iter_i_transpose2 f H H1 n1 n ? ? g).
-apply (permut_n_to_le h n1 (S n+n1)).
-apply le_plus_n.assumption.assumption.apply le_plus_n.apply le_n.
-apply H5.apply le_n.apply le_plus_n.apply le_n.
-apply (trans_eq ? ? (map_iter_i (S n) (\lambda m.
-(g(transpose (h (S n+n1)) (S n+n1)
-(transpose (h (S n+n1)) (S n+n1) (h m)))) )f n1)).
-change with
-(f (g (transpose (h (S n+n1)) (S n+n1) (S n+n1)))
-(map_iter_i n (\lambda m.
-g (transpose (h (S n+n1)) (S n+n1) m)) f n1)
-=
-f
-(g(transpose (h (S n+n1)) (S n+n1)
-(transpose (h (S n+n1)) (S n+n1) (h (S n+n1)))))
-(map_iter_i n
-(\lambda m.
-(g(transpose (h (S n+n1)) (S n+n1)
-(transpose (h (S n+n1)) (S n+n1) (h m))))) f n1)).
-apply eq_f2.apply eq_f.
-rewrite > transpose_i_j_j.
-rewrite > transpose_i_j_i.
-rewrite > transpose_i_j_j.reflexivity.
-apply (H2 n1 (\lambda m.(g(transpose (h (S n+n1)) (S n+n1) m)))).
-apply permut_S_to_permut_transpose.
-assumption.
-intros.
-unfold transpose.
-rewrite > (not_eq_to_eqb_false (h m) (h (S n+n1))).
-rewrite > (not_eq_to_eqb_false (h m) (S n+n1)).
-simplify.apply H4.assumption.
-rewrite > H4.
-apply lt_to_not_eq.apply (trans_lt ? n1).assumption.
-simplify.unfold lt.apply le_S_S.apply le_plus_n.assumption.
-unfold permut in H3.elim H3.
-simplify.unfold Not.intro.
-apply (lt_to_not_eq m (S n+n1)).apply (trans_lt ? n1).assumption.
-simplify.unfold lt.apply le_S_S.apply le_plus_n.
-unfold injn in H7.
-apply (H7 m (S n+n1)).apply (trans_le ? n1).
-apply lt_to_le.assumption.apply le_plus_n.apply le_n.
-assumption.
-apply eq_map_iter_i.intros.
-rewrite > transpose_transpose.reflexivity.
-qed.
\ No newline at end of file
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/plus".
-
-include "nat/nat.ma".
-
-let rec plus n m \def
- match n with
- [ O \Rightarrow m
- | (S p) \Rightarrow S (plus p m) ].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural plus" 'plus x y = (cic:/matita/nat/plus/plus.con x y).
-
-theorem plus_n_O: \forall n:nat. n = n+O.
-intros.elim n.
-simplify.reflexivity.
-simplify.apply eq_f.assumption.
-qed.
-
-theorem plus_n_Sm : \forall n,m:nat. S (n+m) = n+(S m).
-intros.elim n.
-simplify.reflexivity.
-simplify.apply eq_f.assumption.
-qed.
-
-theorem sym_plus: \forall n,m:nat. n+m = m+n.
-intros.elim n.
-simplify.apply plus_n_O.
-simplify.rewrite > H.apply plus_n_Sm.
-qed.
-
-theorem associative_plus : associative nat plus.
-unfold associative.intros.elim x.
-simplify.reflexivity.
-simplify.apply eq_f.assumption.
-qed.
-
-theorem assoc_plus : \forall n,m,p:nat. (n+m)+p = n+(m+p)
-\def associative_plus.
-
-theorem injective_plus_r: \forall n:nat.injective nat nat (\lambda m.n+m).
-intro.simplify.intros 2.elim n.
-exact H.
-apply H.apply inj_S.apply H1.
-qed.
-
-theorem inj_plus_r: \forall p,n,m:nat. p+n = p+m \to n=m
-\def injective_plus_r.
-
-theorem injective_plus_l: \forall m:nat.injective nat nat (\lambda n.n+m).
-intro.simplify.intros.
-apply (injective_plus_r m).
-rewrite < sym_plus.
-rewrite < (sym_plus y).
-assumption.
-qed.
-
-theorem inj_plus_l: \forall p,n,m:nat. n+p = m+p \to n=m
-\def injective_plus_l.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/primes".
-
-include "nat/div_and_mod.ma".
-include "nat/minimization.ma".
-include "nat/sigma_and_pi.ma".
-include "nat/factorial.ma".
-
-inductive divides (n,m:nat) : Prop \def
-witness : \forall p:nat.m = times n p \to divides n m.
-
-interpretation "divides" 'divides n m = (cic:/matita/nat/primes/divides.ind#xpointer(1/1) n m).
-interpretation "not divides" 'ndivides n m =
- (cic:/matita/logic/connectives/Not.con (cic:/matita/nat/primes/divides.ind#xpointer(1/1) n m)).
-
-theorem reflexive_divides : reflexive nat divides.
-unfold reflexive.
-intros.
-exact (witness x x (S O) (times_n_SO x)).
-qed.
-
-theorem divides_to_div_mod_spec :
-\forall n,m. O < n \to n \divides m \to div_mod_spec m n (m / n) O.
-intros.elim H1.rewrite > H2.
-constructor 1.assumption.
-apply (lt_O_n_elim n H).intros.
-rewrite < plus_n_O.
-rewrite > div_times.apply sym_times.
-qed.
-
-theorem div_mod_spec_to_divides :
-\forall n,m,p. div_mod_spec m n p O \to n \divides m.
-intros.elim H.
-apply (witness n m p).
-rewrite < sym_times.
-rewrite > (plus_n_O (p*n)).assumption.
-qed.
-
-theorem divides_to_mod_O:
-\forall n,m. O < n \to n \divides m \to (m \mod n) = O.
-intros.apply (div_mod_spec_to_eq2 m n (m / n) (m \mod n) (m / n) O).
-apply div_mod_spec_div_mod.assumption.
-apply divides_to_div_mod_spec.assumption.assumption.
-qed.
-
-theorem mod_O_to_divides:
-\forall n,m. O< n \to (m \mod n) = O \to n \divides m.
-intros.
-apply (witness n m (m / n)).
-rewrite > (plus_n_O (n * (m / n))).
-rewrite < H1.
-rewrite < sym_times.
-(* Andrea: perche' hint non lo trova ?*)
-apply div_mod.
-assumption.
-qed.
-
-theorem divides_n_O: \forall n:nat. n \divides O.
-intro. apply (witness n O O).apply times_n_O.
-qed.
-
-theorem divides_n_n: \forall n:nat. n \divides n.
-intro. apply (witness n n (S O)).apply times_n_SO.
-qed.
-
-theorem divides_SO_n: \forall n:nat. (S O) \divides n.
-intro. apply (witness (S O) n n). simplify.apply plus_n_O.
-qed.
-
-theorem divides_plus: \forall n,p,q:nat.
-n \divides p \to n \divides q \to n \divides p+q.
-intros.
-elim H.elim H1. apply (witness n (p+q) (n2+n1)).
-rewrite > H2.rewrite > H3.apply sym_eq.apply distr_times_plus.
-qed.
-
-theorem divides_minus: \forall n,p,q:nat.
-divides n p \to divides n q \to divides n (p-q).
-intros.
-elim H.elim H1. apply (witness n (p-q) (n2-n1)).
-rewrite > H2.rewrite > H3.apply sym_eq.apply distr_times_minus.
-qed.
-
-theorem divides_times: \forall n,m,p,q:nat.
-n \divides p \to m \divides q \to n*m \divides p*q.
-intros.
-elim H.elim H1. apply (witness (n*m) (p*q) (n2*n1)).
-rewrite > H2.rewrite > H3.
-apply (trans_eq nat ? (n*(m*(n2*n1)))).
-apply (trans_eq nat ? (n*(n2*(m*n1)))).
-apply assoc_times.
-apply eq_f.
-apply (trans_eq nat ? ((n2*m)*n1)).
-apply sym_eq. apply assoc_times.
-rewrite > (sym_times n2 m).apply assoc_times.
-apply sym_eq. apply assoc_times.
-qed.
-
-theorem transitive_divides: transitive ? divides.
-unfold.
-intros.
-elim H.elim H1. apply (witness x z (n2*n)).
-rewrite > H3.rewrite > H2.
-apply assoc_times.
-qed.
-
-variant trans_divides: \forall n,m,p.
- n \divides m \to m \divides p \to n \divides p \def transitive_divides.
-
-theorem eq_mod_to_divides:\forall n,m,p. O< p \to
-mod n p = mod m p \to divides p (n-m).
-intros.
-cut (n \le m \or \not n \le m).
-elim Hcut.
-cut (n-m=O).
-rewrite > Hcut1.
-apply (witness p O O).
-apply times_n_O.
-apply eq_minus_n_m_O.
-assumption.
-apply (witness p (n-m) ((div n p)-(div m p))).
-rewrite > distr_times_minus.
-rewrite > sym_times.
-rewrite > (sym_times p).
-cut ((div n p)*p = n - (mod n p)).
-rewrite > Hcut1.
-rewrite > eq_minus_minus_minus_plus.
-rewrite > sym_plus.
-rewrite > H1.
-rewrite < div_mod.reflexivity.
-assumption.
-apply sym_eq.
-apply plus_to_minus.
-rewrite > sym_plus.
-apply div_mod.
-assumption.
-apply (decidable_le n m).
-qed.
-
-theorem antisymmetric_divides: antisymmetric nat divides.
-unfold antisymmetric.intros.elim H. elim H1.
-apply (nat_case1 n2).intro.
-rewrite > H3.rewrite > H2.rewrite > H4.
-rewrite < times_n_O.reflexivity.
-intros.
-apply (nat_case1 n).intro.
-rewrite > H2.rewrite > H3.rewrite > H5.
-rewrite < times_n_O.reflexivity.
-intros.
-apply antisymmetric_le.
-rewrite > H2.rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.rewrite > H4.apply le_S_S.apply le_O_n.
-rewrite > H3.rewrite > times_n_SO in \vdash (? % ?).
-apply le_times_r.rewrite > H5.apply le_S_S.apply le_O_n.
-qed.
-
-(* divides le *)
-theorem divides_to_le : \forall n,m. O < m \to n \divides m \to n \le m.
-intros. elim H1.rewrite > H2.cut (O < n2).
-apply (lt_O_n_elim n2 Hcut).intro.rewrite < sym_times.
-simplify.rewrite < sym_plus.
-apply le_plus_n.
-elim (le_to_or_lt_eq O n2).
-assumption.
-absurd (O<m).assumption.
-rewrite > H2.rewrite < H3.rewrite < times_n_O.
-apply (not_le_Sn_n O).
-apply le_O_n.
-qed.
-
-theorem divides_to_lt_O : \forall n,m. O < m \to n \divides m \to O < n.
-intros.elim H1.
-elim (le_to_or_lt_eq O n (le_O_n n)).
-assumption.
-rewrite < H3.absurd (O < m).assumption.
-rewrite > H2.rewrite < H3.
-simplify.exact (not_le_Sn_n O).
-qed.
-
-(* boolean divides *)
-definition divides_b : nat \to nat \to bool \def
-\lambda n,m :nat. (eqb (m \mod n) O).
-
-theorem divides_b_to_Prop :
-\forall n,m:nat. O < n \to
-match divides_b n m with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m].
-intros.
-change with
-match eqb (m \mod n) O with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m].
-apply eqb_elim.
-intro.simplify.apply mod_O_to_divides.assumption.assumption.
-intro.simplify.unfold Not.intro.apply H1.apply divides_to_mod_O.assumption.assumption.
-qed.
-
-theorem divides_b_true_to_divides :
-\forall n,m:nat. O < n \to
-(divides_b n m = true ) \to n \divides m.
-intros.
-change with
-match true with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m].
-rewrite < H1.apply divides_b_to_Prop.
-assumption.
-qed.
-
-theorem divides_b_false_to_not_divides :
-\forall n,m:nat. O < n \to
-(divides_b n m = false ) \to n \ndivides m.
-intros.
-change with
-match false with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m].
-rewrite < H1.apply divides_b_to_Prop.
-assumption.
-qed.
-
-theorem decidable_divides: \forall n,m:nat.O < n \to
-decidable (n \divides m).
-intros.change with ((n \divides m) \lor n \ndivides m).
-cut
-(match divides_b n m with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m] \to n \divides m \lor n \ndivides m).
-apply Hcut.apply divides_b_to_Prop.assumption.
-elim (divides_b n m).left.apply H1.right.apply H1.
-qed.
-
-theorem divides_to_divides_b_true : \forall n,m:nat. O < n \to
-n \divides m \to divides_b n m = true.
-intros.
-cut (match (divides_b n m) with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m] \to ((divides_b n m) = true)).
-apply Hcut.apply divides_b_to_Prop.assumption.
-elim (divides_b n m).reflexivity.
-absurd (n \divides m).assumption.assumption.
-qed.
-
-theorem not_divides_to_divides_b_false: \forall n,m:nat. O < n \to
-\lnot(n \divides m) \to (divides_b n m) = false.
-intros.
-cut (match (divides_b n m) with
-[ true \Rightarrow n \divides m
-| false \Rightarrow n \ndivides m] \to ((divides_b n m) = false)).
-apply Hcut.apply divides_b_to_Prop.assumption.
-elim (divides_b n m).
-absurd (n \divides m).assumption.assumption.
-reflexivity.
-qed.
-
-(* divides and pi *)
-theorem divides_f_pi_f : \forall f:nat \to nat.\forall n,m,i:nat.
-m \le i \to i \le n+m \to f i \divides pi n f m.
-intros 5.elim n.simplify.
-cut (i = m).rewrite < Hcut.apply divides_n_n.
-apply antisymmetric_le.assumption.assumption.
-simplify.
-cut (i < S n1+m \lor i = S n1 + m).
-elim Hcut.
-apply (transitive_divides ? (pi n1 f m)).
-apply H1.apply le_S_S_to_le. assumption.
-apply (witness ? ? (f (S n1+m))).apply sym_times.
-rewrite > H3.
-apply (witness ? ? (pi n1 f m)).reflexivity.
-apply le_to_or_lt_eq.assumption.
-qed.
-
-(*
-theorem mod_S_pi: \forall f:nat \to nat.\forall n,i:nat.
-i < n \to (S O) < (f i) \to (S (pi n f)) \mod (f i) = (S O).
-intros.cut (pi n f) \mod (f i) = O.
-rewrite < Hcut.
-apply mod_S.apply trans_lt O (S O).apply le_n (S O).assumption.
-rewrite > Hcut.assumption.
-apply divides_to_mod_O.apply trans_lt O (S O).apply le_n (S O).assumption.
-apply divides_f_pi_f.assumption.
-qed.
-*)
-
-(* divides and fact *)
-theorem divides_fact : \forall n,i:nat.
-O < i \to i \le n \to i \divides n!.
-intros 3.elim n.absurd (O<i).assumption.apply (le_n_O_elim i H1).
-apply (not_le_Sn_O O).
-change with (i \divides (S n1)*n1!).
-apply (le_n_Sm_elim i n1 H2).
-intro.
-apply (transitive_divides ? n1!).
-apply H1.apply le_S_S_to_le. assumption.
-apply (witness ? ? (S n1)).apply sym_times.
-intro.
-rewrite > H3.
-apply (witness ? ? n1!).reflexivity.
-qed.
-
-theorem mod_S_fact: \forall n,i:nat.
-(S O) < i \to i \le n \to (S n!) \mod i = (S O).
-intros.cut (n! \mod i = O).
-rewrite < Hcut.
-apply mod_S.apply (trans_lt O (S O)).apply (le_n (S O)).assumption.
-rewrite > Hcut.assumption.
-apply divides_to_mod_O.apply (trans_lt O (S O)).apply (le_n (S O)).assumption.
-apply divides_fact.apply (trans_lt O (S O)).apply (le_n (S O)).assumption.
-assumption.
-qed.
-
-theorem not_divides_S_fact: \forall n,i:nat.
-(S O) < i \to i \le n \to i \ndivides S n!.
-intros.
-apply divides_b_false_to_not_divides.
-apply (trans_lt O (S O)).apply (le_n (S O)).assumption.
-change with ((eqb ((S n!) \mod i) O) = false).
-rewrite > mod_S_fact.simplify.reflexivity.
-assumption.assumption.
-qed.
-
-(* prime *)
-definition prime : nat \to Prop \def
-\lambda n:nat. (S O) < n \land
-(\forall m:nat. m \divides n \to (S O) < m \to m = n).
-
-theorem not_prime_O: \lnot (prime O).
-unfold Not.unfold prime.intro.elim H.apply (not_le_Sn_O (S O) H1).
-qed.
-
-theorem not_prime_SO: \lnot (prime (S O)).
-unfold Not.unfold prime.intro.elim H.apply (not_le_Sn_n (S O) H1).
-qed.
-
-(* smallest factor *)
-definition smallest_factor : nat \to nat \def
-\lambda n:nat.
-match n with
-[ O \Rightarrow O
-| (S p) \Rightarrow
- match p with
- [ O \Rightarrow (S O)
- | (S q) \Rightarrow min_aux q (S(S q)) (\lambda m.(eqb ((S(S q)) \mod m) O))]].
-
-(* it works !
-theorem example1 : smallest_prime_factor (S(S(S O))) = (S(S(S O))).
-normalize.reflexivity.
-qed.
-
-theorem example2: smallest_prime_factor (S(S(S(S O)))) = (S(S O)).
-normalize.reflexivity.
-qed.
-
-theorem example3 : smallest_prime_factor (S(S(S(S(S(S(S O))))))) = (S(S(S(S(S(S(S O))))))).
-simplify.reflexivity.
-qed. *)
-
-theorem lt_SO_smallest_factor:
-\forall n:nat. (S O) < n \to (S O) < (smallest_factor n).
-intro.
-apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_O (S O) H).
-intro.apply (nat_case m).intro. apply False_ind.apply (not_le_Sn_n (S O) H).
-intros.
-change with
-(S O < min_aux m1 (S(S m1)) (\lambda m.(eqb ((S(S m1)) \mod m) O))).
-apply (lt_to_le_to_lt ? (S (S O))).
-apply (le_n (S(S O))).
-cut ((S(S O)) = (S(S m1)) - m1).
-rewrite > Hcut.
-apply le_min_aux.
-apply sym_eq.apply plus_to_minus.
-rewrite < sym_plus.simplify.reflexivity.
-qed.
-
-theorem lt_O_smallest_factor: \forall n:nat. O < n \to O < (smallest_factor n).
-intro.
-apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_n O H).
-intro.apply (nat_case m).intro.
-simplify.unfold lt.apply le_n.
-intros.apply (trans_lt ? (S O)).
-unfold lt.apply le_n.
-apply lt_SO_smallest_factor.unfold lt. apply le_S_S.
-apply le_S_S.apply le_O_n.
-qed.
-
-theorem divides_smallest_factor_n :
-\forall n:nat. O < n \to smallest_factor n \divides n.
-intro.
-apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_O O H).
-intro.apply (nat_case m).intro. simplify.
-apply (witness ? ? (S O)). simplify.reflexivity.
-intros.
-apply divides_b_true_to_divides.
-apply (lt_O_smallest_factor ? H).
-change with
-(eqb ((S(S m1)) \mod (min_aux m1 (S(S m1))
- (\lambda m.(eqb ((S(S m1)) \mod m) O)))) O = true).
-apply f_min_aux_true.
-apply (ex_intro nat ? (S(S m1))).
-split.split.
-apply le_minus_m.apply le_n.
-rewrite > mod_n_n.reflexivity.
-apply (trans_lt ? (S O)).apply (le_n (S O)).unfold lt.
-apply le_S_S.apply le_S_S.apply le_O_n.
-qed.
-
-theorem le_smallest_factor_n :
-\forall n:nat. smallest_factor n \le n.
-intro.apply (nat_case n).simplify.reflexivity.
-intro.apply (nat_case m).simplify.reflexivity.
-intro.apply divides_to_le.
-unfold lt.apply le_S_S.apply le_O_n.
-apply divides_smallest_factor_n.
-unfold lt.apply le_S_S.apply le_O_n.
-qed.
-
-theorem lt_smallest_factor_to_not_divides: \forall n,i:nat.
-(S O) < n \to (S O) < i \to i < (smallest_factor n) \to i \ndivides n.
-intros 2.
-apply (nat_case n).intro.apply False_ind.apply (not_le_Sn_O (S O) H).
-intro.apply (nat_case m).intro. apply False_ind.apply (not_le_Sn_n (S O) H).
-intros.
-apply divides_b_false_to_not_divides.
-apply (trans_lt O (S O)).apply (le_n (S O)).assumption.
-change with ((eqb ((S(S m1)) \mod i) O) = false).
-apply (lt_min_aux_to_false
-(\lambda i:nat.eqb ((S(S m1)) \mod i) O) (S(S m1)) m1 i).
-cut ((S(S O)) = (S(S m1)-m1)).
-rewrite < Hcut.exact H1.
-apply sym_eq. apply plus_to_minus.
-rewrite < sym_plus.simplify.reflexivity.
-exact H2.
-qed.
-
-theorem prime_smallest_factor_n :
-\forall n:nat. (S O) < n \to prime (smallest_factor n).
-intro. change with ((S(S O)) \le n \to (S O) < (smallest_factor n) \land
-(\forall m:nat. m \divides smallest_factor n \to (S O) < m \to m = (smallest_factor n))).
-intro.split.
-apply lt_SO_smallest_factor.assumption.
-intros.
-cut (le m (smallest_factor n)).
-elim (le_to_or_lt_eq m (smallest_factor n) Hcut).
-absurd (m \divides n).
-apply (transitive_divides m (smallest_factor n)).
-assumption.
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)). unfold lt. apply le_n. exact H.
-apply lt_smallest_factor_to_not_divides.
-exact H.assumption.assumption.assumption.
-apply divides_to_le.
-apply (trans_lt O (S O)).
-apply (le_n (S O)).
-apply lt_SO_smallest_factor.
-exact H.
-assumption.
-qed.
-
-theorem prime_to_smallest_factor: \forall n. prime n \to
-smallest_factor n = n.
-intro.apply (nat_case n).intro.apply False_ind.apply (not_prime_O H).
-intro.apply (nat_case m).intro.apply False_ind.apply (not_prime_SO H).
-intro.
-change with
-((S O) < (S(S m1)) \land
-(\forall m:nat. m \divides S(S m1) \to (S O) < m \to m = (S(S m1))) \to
-smallest_factor (S(S m1)) = (S(S m1))).
-intro.elim H.apply H2.
-apply divides_smallest_factor_n.
-apply (trans_lt ? (S O)).unfold lt. apply le_n.assumption.
-apply lt_SO_smallest_factor.
-assumption.
-qed.
-
-(* a number n > O is prime iff its smallest factor is n *)
-definition primeb \def \lambda n:nat.
-match n with
-[ O \Rightarrow false
-| (S p) \Rightarrow
- match p with
- [ O \Rightarrow false
- | (S q) \Rightarrow eqb (smallest_factor (S(S q))) (S(S q))]].
-
-(* it works!
-theorem example4 : primeb (S(S(S O))) = true.
-normalize.reflexivity.
-qed.
-
-theorem example5 : primeb (S(S(S(S(S(S O)))))) = false.
-normalize.reflexivity.
-qed.
-
-theorem example6 : primeb (S(S(S(S((S(S(S(S(S(S(S O)))))))))))) = true.
-normalize.reflexivity.
-qed.
-
-theorem example7 : primeb (S(S(S(S(S(S((S(S(S(S((S(S(S(S(S(S(S O))))))))))))))))))) = true.
-normalize.reflexivity.
-qed. *)
-
-theorem primeb_to_Prop: \forall n.
-match primeb n with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)].
-intro.
-apply (nat_case n).simplify.unfold Not.unfold prime.intro.elim H.apply (not_le_Sn_O (S O) H1).
-intro.apply (nat_case m).simplify.unfold Not.unfold prime.intro.elim H.apply (not_le_Sn_n (S O) H1).
-intro.
-change with
-match eqb (smallest_factor (S(S m1))) (S(S m1)) with
-[ true \Rightarrow prime (S(S m1))
-| false \Rightarrow \lnot (prime (S(S m1)))].
-apply (eqb_elim (smallest_factor (S(S m1))) (S(S m1))).
-intro.change with (prime (S(S m1))).
-rewrite < H.
-apply prime_smallest_factor_n.
-unfold lt.apply le_S_S.apply le_S_S.apply le_O_n.
-intro.change with (\lnot (prime (S(S m1)))).
-change with (prime (S(S m1)) \to False).
-intro.apply H.
-apply prime_to_smallest_factor.
-assumption.
-qed.
-
-theorem primeb_true_to_prime : \forall n:nat.
-primeb n = true \to prime n.
-intros.change with
-match true with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)].
-rewrite < H.
-apply primeb_to_Prop.
-qed.
-
-theorem primeb_false_to_not_prime : \forall n:nat.
-primeb n = false \to \lnot (prime n).
-intros.change with
-match false with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)].
-rewrite < H.
-apply primeb_to_Prop.
-qed.
-
-theorem decidable_prime : \forall n:nat.decidable (prime n).
-intro.change with ((prime n) \lor \lnot (prime n)).
-cut
-(match primeb n with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)] \to (prime n) \lor \lnot (prime n)).
-apply Hcut.apply primeb_to_Prop.
-elim (primeb n).left.apply H.right.apply H.
-qed.
-
-theorem prime_to_primeb_true: \forall n:nat.
-prime n \to primeb n = true.
-intros.
-cut (match (primeb n) with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)] \to ((primeb n) = true)).
-apply Hcut.apply primeb_to_Prop.
-elim (primeb n).reflexivity.
-absurd (prime n).assumption.assumption.
-qed.
-
-theorem not_prime_to_primeb_false: \forall n:nat.
-\lnot(prime n) \to primeb n = false.
-intros.
-cut (match (primeb n) with
-[ true \Rightarrow prime n
-| false \Rightarrow \lnot (prime n)] \to ((primeb n) = false)).
-apply Hcut.apply primeb_to_Prop.
-elim (primeb n).
-absurd (prime n).assumption.assumption.
-reflexivity.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/primes1".
-
-include "datatypes/constructors.ma".
-include "nat/primes.ma".
-
-(* p is just an upper bound, acc is an accumulator *)
-let rec n_divides_aux p n m acc \def
- match n \mod m with
- [ O \Rightarrow
- match p with
- [ O \Rightarrow pair nat nat acc n
- | (S p) \Rightarrow n_divides_aux p (n / m) m (S acc)]
- | (S a) \Rightarrow pair nat nat acc n].
-
-(* n_divides n m = <q,r> if m divides n q times, with remainder r *)
-definition n_divides \def \lambda n,m:nat.n_divides_aux n n m O.
-
-(*
-theorem n_divides_to_Prop: \forall n,m,p,a.
- match n_divides_aux p n m a with
- [ (pair q r) \Rightarrow n = m \sup a *r].
-intros.
-apply nat_case (n \mod m). *)
-
+++ /dev/null
-(**************************************************************************)
-(* __ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/relevant_equations.ma".
-
-include "nat/times.ma".
-include "nat/minus.ma".
-
-theorem times_plus_l: \forall n,m,p:nat. (n+m)*p = n*p + m*p.
-intros.
-apply (trans_eq ? ? (p*(n+m))).
-apply sym_times.
-apply (trans_eq ? ? (p*n+p*m)).
-apply distr_times_plus.
-apply eq_f2.
-apply sym_times.
-apply sym_times.
-qed.
-
-theorem times_minus_l: \forall n,m,p:nat. (n-m)*p = n*p - m*p.
-intros.
-apply (trans_eq ? ? (p*(n-m))).
-apply sym_times.
-apply (trans_eq ? ? (p*n-p*m)).
-apply distr_times_minus.
-apply eq_f2.
-apply sym_times.
-apply sym_times.
-qed.
-
-theorem times_plus_plus: \forall n,m,p,q:nat. (n + m)*(p + q) =
-n*p + n*q + m*p + m*q.
-intros.
-apply (trans_eq nat ? ((n*(p+q) + m*(p+q)))).
-apply times_plus_l.
-rewrite > distr_times_plus.
-rewrite > distr_times_plus.
-rewrite < assoc_plus.reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / Matita is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/sigma_and_pi".
-
-include "nat/factorial.ma".
-include "nat/lt_arith.ma".
-include "nat/exp.ma".
-
-let rec sigma n f m \def
- match n with
- [ O \Rightarrow (f m)
- | (S p) \Rightarrow (f (S p+m))+(sigma p f m)].
-
-let rec pi n f m \def
- match n with
- [ O \Rightarrow f m
- | (S p) \Rightarrow (f (S p+m))*(pi p f m)].
-
-theorem eq_sigma: \forall f,g:nat \to nat.
-\forall n,m:nat.
-(\forall i:nat. m \le i \to i \le m+n \to f i = g i) \to
-(sigma n f m) = (sigma n g m).
-intros 3.elim n.
-simplify.apply H.apply le_n.rewrite < plus_n_O.apply le_n.
-simplify.
-apply eq_f2.apply H1.
-change with (m \le (S n1)+m).apply le_plus_n.
-rewrite > (sym_plus m).apply le_n.
-apply H.intros.apply H1.assumption.
-rewrite < plus_n_Sm.
-apply le_S.assumption.
-qed.
-
-theorem eq_pi: \forall f,g:nat \to nat.
-\forall n,m:nat.
-(\forall i:nat. m \le i \to i \le m+n \to f i = g i) \to
-(pi n f m) = (pi n g m).
-intros 3.elim n.
-simplify.apply H.apply le_n.rewrite < plus_n_O.apply le_n.
-simplify.
-apply eq_f2.apply H1.
-change with (m \le (S n1)+m).apply le_plus_n.
-rewrite > (sym_plus m).apply le_n.
-apply H.intros.apply H1.assumption.
-rewrite < plus_n_Sm.
-apply le_S.assumption.
-qed.
-
-theorem eq_fact_pi: \forall n. (S n)! = pi n (\lambda m.m) (S O).
-intro.elim n.
-simplify.reflexivity.
-change with ((S(S n1))*(S n1)! = ((S n1)+(S O))*(pi n1 (\lambda m.m) (S O))).
-rewrite < plus_n_Sm.rewrite < plus_n_O.
-apply eq_f.assumption.
-qed.
-
-theorem exp_pi_l: \forall f:nat\to nat.\forall n,m,a:nat.
-(exp a (S n))*pi n f m= pi n (\lambda p.a*(f p)) m.
-intros.elim n.simplify.rewrite < times_n_SO.reflexivity.
-simplify.
-rewrite < H.
-rewrite > assoc_times.
-rewrite > assoc_times in\vdash (? ? ? %).
-apply eq_f.rewrite < assoc_times.
-rewrite < assoc_times.
-apply eq_f2.apply sym_times.reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* __ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/times".
-
-include "nat/plus.ma".
-
-let rec times n m \def
- match n with
- [ O \Rightarrow O
- | (S p) \Rightarrow m+(times p m) ].
-
-(*CSC: the URI must disappear: there is a bug now *)
-interpretation "natural times" 'times x y = (cic:/matita/nat/times/times.con x y).
-
-theorem times_n_O: \forall n:nat. O = n*O.
-intros.elim n.
-simplify.reflexivity.
-simplify.assumption.
-qed.
-
-theorem times_n_Sm :
-\forall n,m:nat. n+(n*m) = n*(S m).
-intros.elim n.
-simplify.reflexivity.
-simplify.apply eq_f.rewrite < H.
-transitivity ((n1+m)+n1*m).symmetry.apply assoc_plus.
-transitivity ((m+n1)+n1*m).
-apply eq_f2.
-apply sym_plus.
-reflexivity.
-apply assoc_plus.
-qed.
-
-theorem times_n_SO : \forall n:nat. n = n * S O.
-intros.
-rewrite < times_n_Sm.
-rewrite < times_n_O.
-rewrite < plus_n_O.
-reflexivity.
-qed.
-
-theorem symmetric_times : symmetric nat times.
-unfold symmetric.
-intros.elim x.
-simplify.apply times_n_O.
-simplify.rewrite > H.apply times_n_Sm.
-qed.
-
-variant sym_times : \forall n,m:nat. n*m = m*n \def
-symmetric_times.
-
-theorem distributive_times_plus : distributive nat times plus.
-unfold distributive.
-intros.elim x.
-simplify.reflexivity.
-simplify.rewrite > H. rewrite > assoc_plus.rewrite > assoc_plus.
-apply eq_f.rewrite < assoc_plus. rewrite < (sym_plus ? z).
-rewrite > assoc_plus.reflexivity.
-qed.
-
-variant distr_times_plus: \forall n,m,p:nat. n*(m+p) = n*m + n*p
-\def distributive_times_plus.
-
-theorem associative_times: associative nat times.
-unfold associative.intros.
-elim x.simplify.apply refl_eq.
-simplify.rewrite < sym_times.
-rewrite > distr_times_plus.
-rewrite < sym_times.
-rewrite < (sym_times (times n y) z).
-rewrite < H.apply refl_eq.
-qed.
-
-variant assoc_times: \forall n,m,p:nat. (n*m)*p = n*(m*p) \def
-associative_times.
+++ /dev/null
-(**************************************************************************)
-(* __ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| A.Asperti, C.Sacerdoti Coen, *)
-(* ||A|| E.Tassi, S.Zacchiroli *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU Lesser General Public License Version 2.1 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/nat/totient".
-
-include "nat/count.ma".
-include "nat/chinese_reminder.ma".
-
-definition totient : nat \to nat \def
-\lambda n. count n (\lambda m. eqb (gcd m n) (S O)).
-
-theorem totient3: totient (S(S(S O))) = (S(S O)).
-reflexivity.
-qed.
-
-theorem totient6: totient (S(S(S(S(S(S O)))))) = (S(S O)).
-reflexivity.
-qed.
-
-theorem totient_times: \forall n,m:nat. (gcd m n) = (S O) \to
-totient (n*m) = (totient n)*(totient m).
-intro.
-apply (nat_case n).
-intro.simplify.intro.reflexivity.
-intros 2.apply (nat_case m1).
-rewrite < sym_times.
-rewrite < (sym_times (totient O)).
-simplify.intro.reflexivity.
-intros.
-unfold totient.
-apply (count_times m m2 ? ? ?
-(\lambda b,a. cr_pair (S m) (S m2) a b) (\lambda x. x \mod (S m)) (\lambda x. x \mod (S m2))).
-intros.unfold cr_pair.
-apply (le_to_lt_to_lt ? (pred ((S m)*(S m2)))).
-unfold min.
-apply le_min_aux_r.
-change with ((S (pred ((S m)*(S m2)))) \le ((S m)*(S m2))).
-apply (nat_case ((S m)*(S m2))).apply le_n.
-intro.apply le_n.
-intros.
-generalize in match (mod_cr_pair (S m) (S m2) a b H1 H2 H).
-intro.elim H3.
-apply H4.
-intros.
-generalize in match (mod_cr_pair (S m) (S m2) a b H1 H2 H).
-intro.elim H3.
-apply H5.
-intros.
-generalize in match (mod_cr_pair (S m) (S m2) a b H1 H2 H).
-intro.elim H3.
-apply eqb_elim.
-intro.
-rewrite > eq_to_eqb_true.
-rewrite > eq_to_eqb_true.
-reflexivity.
-rewrite < H4.
-rewrite > sym_gcd.
-rewrite > gcd_mod.
-apply (gcd_times_SO_to_gcd_SO ? ? (S m2)).
-unfold lt.apply le_S_S.apply le_O_n.
-unfold lt.apply le_S_S.apply le_O_n.
-assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite < H5.
-rewrite > sym_gcd.
-rewrite > gcd_mod.
-apply (gcd_times_SO_to_gcd_SO ? ? (S m)).
-unfold lt.apply le_S_S.apply le_O_n.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite > sym_times.
-assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-intro.
-apply eqb_elim.
-intro.apply eqb_elim.
-intro.apply False_ind.
-apply H6.
-apply eq_gcd_times_SO.
-unfold lt.apply le_S_S.apply le_O_n.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite < gcd_mod.
-rewrite > H4.
-rewrite > sym_gcd.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-rewrite < gcd_mod.
-rewrite > H5.
-rewrite > sym_gcd.assumption.
-unfold lt.apply le_S_S.apply le_O_n.
-intro.reflexivity.
-intro.reflexivity.
-qed.
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="user">
- <key name="home">~</key>
-<!-- If not specified here, name of the user executing matita will be used -->
-<!-- <key name="name">foo</key> -->
- </section>
- <section name="matita">
- <key name="auto_disambiguation">true</key>
- <key name="environment_trust">true</key>
- <key name="baseuri">cic:/matita/</key>
- <key name="basedir">$(user.home)/.matita</key>
- <key name="owner">$(user.name)</key>
-<!-- <key name="font_size">10</key> -->
- <key name="tactics_bar">false</key>
- </section>
- <section name="db">
- <!-- <key name="host">localhost</key> -->
- <key name="host">mowgli.cs.unibo.it</key>
- <key name="user">helm</key>
- <key name="database">matita</key>
- </section>
- <section name="getter">
- <key name="cache_dir">$(user.home)/.matita/getter/cache</key>
- <key name="dtd_dir">/projects/helm/xml/dtd</key>
- <key name="prefix">
- cic:/
- file:///projects/helm/library/coq_contribs/
- </key>
- <key name="prefix">
- cic:/matita/
- file://$(user.home)/.matita/xml/matita/
- </key>
- </section>
-</helm_registry>
+++ /dev/null
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-
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-
-<widget class="GtkWindow" id="BrowserWin">
- <property name="visible">True</property>
- <property name="title" translatable="yes">Cic browser</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_CENTER_ON_PARENT</property>
- <property name="modal">False</property>
- <property name="default_width">500</property>
- <property name="default_height">500</property>
- <property name="resizable">True</property>
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- <property name="decorated">True</property>
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- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_NORMAL</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
-
- <child>
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- <child>
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-
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-
- <child>
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- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="BrowserNewButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image303">
- <property name="visible">True</property>
- <property name="stock">gtk-new</property>
- <property name="icon_size">4</property>
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- </widget>
- </child>
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-
- <child>
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- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image304">
- <property name="visible">True</property>
- <property name="stock">gtk-go-back</property>
- <property name="icon_size">4</property>
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-
- <child>
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- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image305">
- <property name="visible">True</property>
- <property name="stock">gtk-go-forward</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
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- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="BrowserRefreshButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">refresh</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image229">
- <property name="visible">True</property>
- <property name="stock">gtk-refresh</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
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- </widget>
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- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
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- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="BrowserHomeButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">home</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image190">
- <property name="visible">True</property>
- <property name="stock">gtk-home</property>
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- <property name="xalign">0.5</property>
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- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
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- </packing>
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-
- <child>
- <widget class="GtkImage" id="image301">
- <property name="visible">True</property>
- <property name="stock">gtk-jump-to</property>
- <property name="icon_size">2</property>
- <property name="xalign">0.5</property>
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- </widget>
- <packing>
- <property name="padding">3</property>
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- <property name="fill">False</property>
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- </child>
-
- <child>
- <widget class="GtkHBox" id="UriHBox">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
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-
- <child>
- <placeholder/>
- </child>
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- <child>
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-
- <child>
- <widget class="GtkVBox" id="whelpBarComboVbox">
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-
- <child>
- <widget class="GtkAlignment" id="alignment4">
- <property name="visible">True</property>
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- <child>
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- </widget>
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- </packing>
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- <property name="padding">0</property>
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- </packing>
- </child>
-
- <child>
- <widget class="GtkNotebook" id="mathOrListNotebook">
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- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkImage" id="EasterEggImage">
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- <property name="xalign">0.5</property>
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- <child>
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- <property name="visible">True</property>
- <property name="label" translatable="yes">WhelpEasterEgg</property>
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- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
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- <property name="xalign">0.5</property>
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- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
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- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
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- </widget>
- <packing>
- <property name="padding">0</property>
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- </packing>
- </child>
- </widget>
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- </child>
-</widget>
-
-<widget class="GtkDialog" id="ConfirmationDialog">
- <property name="title" translatable="yes">DUMMY</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
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- <property name="modal">True</property>
- <property name="resizable">False</property>
- <property name="destroy_with_parent">False</property>
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- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="dialog-vbox1">
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- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="dialog-action_area1">
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- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="ConfirmationDialogCancelButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-6</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="ConfirmationDialogOkButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-ok</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-5</property>
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- <packing>
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- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="ConfirmationDialogLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">DUMMY</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_CENTER</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
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- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
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- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkDialog" id="EmptyDialog">
- <property name="visible">True</property>
- <property name="title" translatable="yes">DUMMY</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="EmptyDialogVBox">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="dialog-action_area5">
- <property name="visible">True</property>
- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="EmptyDialogCancelButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-6</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="EmptyDialogOkButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-ok</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-5</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="EmptyDialogLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">DUMMY</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkFileSelection" id="FileSelectionWin">
- <property name="border_width">10</property>
- <property name="title" translatable="yes">Select File</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_CENTER</property>
- <property name="modal">True</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="show_fileops">True</property>
-
- <child internal-child="cancel_button">
- <widget class="GtkButton" id="fileSelCancelButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- </child>
-
- <child internal-child="ok_button">
- <widget class="GtkButton" id="fileSelOkButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkDialog" id="RecordChoiceDialog">
- <property name="width_request">350</property>
- <property name="height_request">250</property>
- <property name="title" translatable="yes">title</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">True</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="dialog-vbox4">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="dialog-action_area4">
- <property name="visible">True</property>
- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="RecordChoiceHelpButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-help</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-11</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="RecordChoiceCancelButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-6</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="RecordChoiceOkButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-ok</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-5</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVBox" id="vbox3">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkLabel" id="RecordChoiceDialogLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">some informative message here ...</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow4">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="RecordChoiceTreeView">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">False</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- <property name="fixed_height_mode">False</property>
- <property name="hover_selection">False</property>
- <property name="hover_expand">False</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkWindow" id="MainWin">
- <property name="title" translatable="yes">Matita</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_NORMAL</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
-
- <child>
- <widget class="GtkEventBox" id="MainWinEventBox">
- <property name="visible">True</property>
- <property name="visible_window">True</property>
- <property name="above_child">False</property>
-
- <child>
- <widget class="GtkVBox" id="vbox8">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkHandleBox" id="menuBarHandleBox">
- <property name="visible">True</property>
- <property name="shadow_type">GTK_SHADOW_OUT</property>
- <property name="handle_position">GTK_POS_LEFT</property>
- <property name="snap_edge">GTK_POS_TOP</property>
-
- <child>
- <widget class="GtkMenuBar" id="menubar1">
- <property name="visible">True</property>
-
- <child>
- <widget class="GtkMenuItem" id="fileMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_File</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="fileMenu_menu">
-
- <child>
- <widget class="GtkImageMenuItem" id="newMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_New</property>
- <property name="use_underline">True</property>
- <accelerator key="n" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image776">
- <property name="visible">True</property>
- <property name="stock">gtk-new</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="openMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Open...</property>
- <property name="use_underline">True</property>
- <accelerator key="o" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image777">
- <property name="visible">True</property>
- <property name="stock">gtk-open</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="saveMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Save</property>
- <property name="use_underline">True</property>
- <accelerator key="s" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image778">
- <property name="visible">True</property>
- <property name="stock">gtk-save</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="saveAsMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Save _As ...</property>
- <property name="use_underline">True</property>
- <accelerator key="s" modifiers="GDK_CONTROL_MASK | GDK_SHIFT_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image779">
- <property name="visible">True</property>
- <property name="stock">gtk-save-as</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="developmentsMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Developments...</property>
- <property name="use_underline">True</property>
- <accelerator key="d" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image780">
- <property name="visible">True</property>
- <property name="stock">gtk-execute</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator2">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="quitMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Quit</property>
- <property name="use_underline">True</property>
- <accelerator key="q" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image781">
- <property name="visible">True</property>
- <property name="stock">gtk-quit</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="editMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Edit</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="editMenu_menu">
-
- <child>
- <widget class="GtkImageMenuItem" id="undoMenuItem">
- <property name="visible">True</property>
- <property name="sensitive">False</property>
- <property name="label" translatable="yes">_Undo</property>
- <property name="use_underline">True</property>
- <accelerator key="z" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image782">
- <property name="visible">True</property>
- <property name="stock">gtk-undo</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="redoMenuItem">
- <property name="visible">True</property>
- <property name="sensitive">False</property>
- <property name="label" translatable="yes">_Redo</property>
- <property name="use_underline">True</property>
- <accelerator key="z" modifiers="GDK_CONTROL_MASK | GDK_SHIFT_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image783">
- <property name="visible">True</property>
- <property name="stock">gtk-redo</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator3">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="cutMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Cu_t</property>
- <property name="use_underline">True</property>
- <accelerator key="x" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image784">
- <property name="visible">True</property>
- <property name="stock">gtk-cut</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="copyMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Copy</property>
- <property name="use_underline">True</property>
- <accelerator key="c" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image785">
- <property name="visible">True</property>
- <property name="stock">gtk-copy</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="pasteMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Paste</property>
- <property name="use_underline">True</property>
- <accelerator key="v" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image786">
- <property name="visible">True</property>
- <property name="stock">gtk-paste</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="deleteMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Delete</property>
- <property name="use_underline">True</property>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image787">
- <property name="visible">True</property>
- <property name="stock">gtk-delete</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator4">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="selectAllMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Select _All</property>
- <property name="use_underline">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator7">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="findReplMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Find & Replace ...</property>
- <property name="use_underline">True</property>
- <accelerator key="f" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image788">
- <property name="visible">True</property>
- <property name="stock">gtk-find-and-replace</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator8">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="LigatureButton">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Next ligature</property>
- <property name="use_underline">True</property>
- <accelerator key="l" modifiers="GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="externalEditorMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Edit with E_xternal Editor</property>
- <property name="use_underline">True</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="scriptMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Script</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="scriptMenu_menu">
-
- <child>
- <widget class="GtkMenuItem" id="scriptAdvanceMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Execute 1 phrase</property>
- <property name="use_underline">True</property>
- <accelerator key="Page_Down" modifiers="GDK_CONTROL_MASK | GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="scriptRetractMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Retract 1 phrase</property>
- <property name="use_underline">True</property>
- <accelerator key="Page_Up" modifiers="GDK_CONTROL_MASK | GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator9">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="scriptBottomMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Execute all</property>
- <property name="use_underline">True</property>
- <accelerator key="End" modifiers="GDK_CONTROL_MASK | GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="scriptTopMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Restart</property>
- <property name="use_underline">True</property>
- <accelerator key="Home" modifiers="GDK_CONTROL_MASK | GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator10">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="scriptJumpMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Execute until cursor</property>
- <property name="use_underline">True</property>
- <accelerator key="period" modifiers="GDK_CONTROL_MASK | GDK_MOD1_MASK" signal="activate"/>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="viewMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_View</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="viewMenu_menu">
-
- <child>
- <widget class="GtkCheckMenuItem" id="tacticsBarMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Show _Tactics Bar</property>
- <property name="use_underline">True</property>
- <property name="active">True</property>
- <accelerator key="F2" modifiers="0" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="newCicBrowserMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">New Cic _Browser</property>
- <property name="use_underline">True</property>
- <accelerator key="F3" modifiers="0" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator5">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkCheckMenuItem" id="fullscreenMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Fullscreen</property>
- <property name="use_underline">True</property>
- <property name="active">False</property>
- <accelerator key="F11" modifiers="0" signal="activate"/>
- </widget>
- </child>
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator1">
- <property name="visible">True</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="increaseFontSizeMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Zoom _In</property>
- <property name="use_underline">True</property>
- <signal name="activate" handler="on_increaseFontSizeMenuItem_activate" last_modification_time="Wed, 15 Jun 2005 15:06:29 GMT"/>
- <accelerator key="plus" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image789">
- <property name="visible">True</property>
- <property name="stock">gtk-zoom-in</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="decreaseFontSizeMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Zoom _Out</property>
- <property name="use_underline">True</property>
- <signal name="activate" handler="on_decreaseFontSizeMenuItem_activate" last_modification_time="Wed, 15 Jun 2005 15:06:29 GMT"/>
- <accelerator key="minus" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image790">
- <property name="visible">True</property>
- <property name="stock">gtk-zoom-out</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkImageMenuItem" id="normalFontSizeMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Normal Size</property>
- <property name="use_underline">True</property>
- <accelerator key="equal" modifiers="GDK_CONTROL_MASK" signal="activate"/>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image791">
- <property name="visible">True</property>
- <property name="stock">gtk-zoom-100</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="debugMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Debug</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="debugMenu_menu">
-
- <child>
- <widget class="GtkSeparatorMenuItem" id="separator6">
- <property name="visible">True</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkMenuItem" id="helpMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Help</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="helpMenu_menu">
-
- <child>
- <widget class="GtkImageMenuItem" id="aboutMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_About</property>
- <property name="use_underline">True</property>
-
- <child internal-child="image">
- <widget class="GtkImage" id="image792">
- <property name="visible">True</property>
- <property name="stock">gtk-about</property>
- <property name="icon_size">1</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox9">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkHPaned" id="hpaneScriptSequent">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
-
- <child>
- <widget class="GtkHBox" id="hbox18">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkHandleBox" id="TacticsButtonsHandlebox">
- <property name="visible">True</property>
- <property name="shadow_type">GTK_SHADOW_OUT</property>
- <property name="handle_position">GTK_POS_TOP</property>
- <property name="snap_edge">GTK_POS_TOP</property>
-
- <child>
- <widget class="GtkTable" id="ToolBarTable">
- <property name="visible">True</property>
- <property name="n_rows">17</property>
- <property name="n_columns">2</property>
- <property name="homogeneous">False</property>
- <property name="row_spacing">4</property>
- <property name="column_spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="applyButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Apply</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">apply</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="introsButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Intros</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">intro</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="exactButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Exact</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">exact</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">2</property>
- <property name="bottom_attach">3</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="elimButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Elim</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">elim</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">4</property>
- <property name="bottom_attach">5</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="reflexivityButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Reflexivity</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">refl</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">8</property>
- <property name="bottom_attach">9</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="symmetryButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Symmetry</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">sym</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">8</property>
- <property name="bottom_attach">9</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="transitivityButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Transitivity</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">trans</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">9</property>
- <property name="bottom_attach">10</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="simplifyButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Simplify</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">simpl</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">11</property>
- <property name="bottom_attach">12</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="reduceButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Reduce</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">red</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">11</property>
- <property name="bottom_attach">12</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="whdButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Whd</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">whd</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">12</property>
- <property name="bottom_attach">13</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="assumptionButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Assumption</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">assum</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">14</property>
- <property name="bottom_attach">15</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="autoButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Auto</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">auto</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">14</property>
- <property name="bottom_attach">15</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="cutButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Cut</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">cut</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">16</property>
- <property name="bottom_attach">17</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="replaceButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Replace</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">repl</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">16</property>
- <property name="bottom_attach">17</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="elimTypeButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">ElimType</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">elimTy</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">4</property>
- <property name="bottom_attach">5</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox18">
- <property name="visible">True</property>
- <property name="homogeneous">True</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="rightButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Right</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">R</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="existsButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Exists</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">∃</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">6</property>
- <property name="bottom_attach">7</property>
- <property name="x_options">fill</property>
- <property name="y_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox17">
- <property name="visible">True</property>
- <property name="homogeneous">True</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="splitButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Split</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">∧</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="leftButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Left</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">L</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">6</property>
- <property name="bottom_attach">7</property>
- <property name="x_options">fill</property>
- <property name="y_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment6">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment7">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">3</property>
- <property name="bottom_attach">4</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment8">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">5</property>
- <property name="bottom_attach">6</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment9">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">7</property>
- <property name="bottom_attach">8</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment10">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">10</property>
- <property name="bottom_attach">11</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment11">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">13</property>
- <property name="bottom_attach">14</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkAlignment" id="alignment12">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">1</property>
- <property name="yscale">1</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">15</property>
- <property name="bottom_attach">16</property>
- <property name="x_options">fill</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVBox" id="vboxScript">
- <property name="width_request">400</property>
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkToolbar" id="buttonsToolbar">
- <property name="visible">True</property>
- <property name="orientation">GTK_ORIENTATION_HORIZONTAL</property>
- <property name="toolbar_style">GTK_TOOLBAR_BOTH</property>
- <property name="tooltips">True</property>
- <property name="show_arrow">True</property>
-
- <child>
- <widget class="GtkToolItem" id="toolitem25">
- <property name="visible">True</property>
- <property name="visible_horizontal">True</property>
- <property name="visible_vertical">True</property>
- <property name="is_important">False</property>
-
- <child>
- <widget class="GtkButton" id="scriptTopButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Restart</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image253">
- <property name="visible">True</property>
- <property name="stock">gtk-goto-top</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="expand">False</property>
- <property name="homogeneous">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkToolItem" id="toolitem26">
- <property name="visible">True</property>
- <property name="visible_horizontal">True</property>
- <property name="visible_vertical">True</property>
- <property name="is_important">False</property>
-
- <child>
- <widget class="GtkButton" id="scriptRetractButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Retract 1 phrase</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image254">
- <property name="visible">True</property>
- <property name="stock">gtk-go-up</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="expand">False</property>
- <property name="homogeneous">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkToolItem" id="toolitem27">
- <property name="visible">True</property>
- <property name="visible_horizontal">True</property>
- <property name="visible_vertical">True</property>
- <property name="is_important">False</property>
-
- <child>
- <widget class="GtkButton" id="scriptJumpButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Execute until point</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image255">
- <property name="visible">True</property>
- <property name="stock">gtk-jump-to</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="expand">False</property>
- <property name="homogeneous">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkToolItem" id="toolitem28">
- <property name="visible">True</property>
- <property name="visible_horizontal">True</property>
- <property name="visible_vertical">True</property>
- <property name="is_important">False</property>
-
- <child>
- <widget class="GtkButton" id="scriptAdvanceButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Execute 1 phrase</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image256">
- <property name="visible">True</property>
- <property name="stock">gtk-go-down</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="expand">False</property>
- <property name="homogeneous">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkToolItem" id="toolitem29">
- <property name="visible">True</property>
- <property name="visible_horizontal">True</property>
- <property name="visible_vertical">True</property>
- <property name="is_important">False</property>
-
- <child>
- <widget class="GtkButton" id="scriptBottomButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Execute all</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NONE</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkImage" id="image257">
- <property name="visible">True</property>
- <property name="stock">gtk-goto-bottom</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="expand">False</property>
- <property name="homogeneous">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkNotebook" id="scriptNotebook">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="show_tabs">True</property>
- <property name="show_border">True</property>
- <property name="tab_pos">GTK_POS_BOTTOM</property>
- <property name="scrollable">False</property>
- <property name="enable_popup">False</property>
-
- <child>
- <widget class="GtkScrolledWindow" id="ScriptScrolledWin">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_NONE</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="tab_expand">False</property>
- <property name="tab_fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="scriptLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">script</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow8">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_NONE</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="scriptTreeView">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">False</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- <property name="fixed_height_mode">False</property>
- <property name="hover_selection">False</property>
- <property name="hover_expand">False</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="tab_expand">False</property>
- <property name="tab_fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label13">
- <property name="visible">True</property>
- <property name="label" translatable="yes">outline</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="shrink">True</property>
- <property name="resize">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVPaned" id="vpaned1">
- <property name="width_request">250</property>
- <property name="height_request">500</property>
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="position">380</property>
-
- <child>
- <widget class="GtkNotebook" id="sequentsNotebook">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="show_tabs">True</property>
- <property name="show_border">True</property>
- <property name="tab_pos">GTK_POS_TOP</property>
- <property name="scrollable">False</property>
- <property name="enable_popup">False</property>
- </widget>
- <packing>
- <property name="shrink">True</property>
- <property name="resize">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox9">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkScrolledWindow" id="logScrolledWin">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_NEVER</property>
- <property name="vscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTextView" id="logTextView">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">False</property>
- <property name="overwrite">False</property>
- <property name="accepts_tab">True</property>
- <property name="justification">GTK_JUSTIFY_LEFT</property>
- <property name="wrap_mode">GTK_WRAP_CHAR</property>
- <property name="cursor_visible">False</property>
- <property name="pixels_above_lines">0</property>
- <property name="pixels_below_lines">0</property>
- <property name="pixels_inside_wrap">0</property>
- <property name="left_margin">0</property>
- <property name="right_margin">0</property>
- <property name="indent">0</property>
- <property name="text" translatable="yes"></property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="shrink">True</property>
- <property name="resize">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="shrink">True</property>
- <property name="resize">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox10">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkStatusbar" id="StatusBar">
- <property name="visible">True</property>
- <property name="has_resize_grip">False</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkNotebook" id="HintNotebook">
- <property name="visible">True</property>
- <property name="show_tabs">False</property>
- <property name="show_border">True</property>
- <property name="tab_pos">GTK_POS_TOP</property>
- <property name="scrollable">False</property>
- <property name="enable_popup">False</property>
-
- <child>
- <widget class="GtkImage" id="HintLowImage">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="tab_expand">False</property>
- <property name="tab_fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label14">
- <property name="visible">True</property>
- <property name="label" translatable="yes">label14</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkImage" id="HintMediumImage">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="tab_expand">False</property>
- <property name="tab_fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label15">
- <property name="visible">True</property>
- <property name="label" translatable="yes">label15</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkImage" id="HintHighImage">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="tab_expand">False</property>
- <property name="tab_fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label16">
- <property name="visible">True</property>
- <property name="label" translatable="yes">label16</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="type">tab</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkDialog" id="TextDialog">
- <property name="title" translatable="yes">DUMMY</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="vbox5">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="hbuttonbox1">
- <property name="visible">True</property>
- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="TextDialogCancelButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-6</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="TextDialogOkButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-ok</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-5</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="TextDialogLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">DUMMY</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow2">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTextView" id="TextDialogTextView">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">True</property>
- <property name="overwrite">False</property>
- <property name="accepts_tab">True</property>
- <property name="justification">GTK_JUSTIFY_LEFT</property>
- <property name="wrap_mode">GTK_WRAP_NONE</property>
- <property name="cursor_visible">True</property>
- <property name="pixels_above_lines">0</property>
- <property name="pixels_below_lines">0</property>
- <property name="pixels_inside_wrap">0</property>
- <property name="left_margin">0</property>
- <property name="right_margin">0</property>
- <property name="indent">0</property>
- <property name="text" translatable="yes"></property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkDialog" id="UriChoiceDialog">
- <property name="height_request">280</property>
- <property name="title" translatable="yes">Uri choice</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_CENTER</property>
- <property name="modal">True</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="dialog-vbox3">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">4</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="dialog-action_area3">
- <property name="visible">True</property>
- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="UriChoiceAbortButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">-6</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="UriChoiceSelectedButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">0</property>
-
- <child>
- <widget class="GtkAlignment" id="alignment2">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">0</property>
- <property name="yscale">0</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox3">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkImage" id="image19">
- <property name="visible">True</property>
- <property name="stock">gtk-index</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label3">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Try _Selected</property>
- <property name="use_underline">True</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="UriChoiceConstantsButton">
- <property name="visible">True</property>
- <property name="sensitive">False</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Try Constants</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">0</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="copyButton">
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-copy</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">0</property>
- </widget>
- </child>
-
- <child>
- <widget class="GtkButton" id="uriChoiceAutoButton">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- <property name="response_id">0</property>
-
- <child>
- <widget class="GtkAlignment" id="alignment5">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">0</property>
- <property name="yscale">0</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox16">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkImage" id="image302">
- <property name="visible">True</property>
- <property name="stock">gtk-ok</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="okLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">bla bla bla</property>
- <property name="use_underline">True</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVBox" id="vbox2">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">3</property>
-
- <child>
- <widget class="GtkLabel" id="UriChoiceLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes">some informative message here ...</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow1">
- <property name="width_request">400</property>
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_NONE</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="UriChoiceTreeView">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">False</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- <property name="fixed_height_mode">False</property>
- <property name="hover_selection">False</property>
- <property name="hover_expand">False</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="uriEntryHBox">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkLabel" id="label2">
- <property name="visible">True</property>
- <property name="label" translatable="yes">URI: </property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="entry1">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">True</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkWindow" id="FindReplWin">
- <property name="border_width">5</property>
- <property name="title" translatable="yes">Find & Replace</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_MOUSE</property>
- <property name="modal">False</property>
- <property name="resizable">False</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_DIALOG</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
-
- <child>
- <widget class="GtkTable" id="table1">
- <property name="visible">True</property>
- <property name="n_rows">3</property>
- <property name="n_columns">2</property>
- <property name="homogeneous">False</property>
- <property name="row_spacing">5</property>
- <property name="column_spacing">0</property>
-
- <child>
- <widget class="GtkLabel" id="label17">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Find:</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label18">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Replace with: </property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="findEntry">
- <property name="visible">True</property>
- <property name="can_default">True</property>
- <property name="has_default">True</property>
- <property name="can_focus">True</property>
- <property name="has_focus">True</property>
- <property name="editable">True</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="replaceEntry">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">True</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox19">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">5</property>
-
- <child>
- <widget class="GtkVBox" id="vbox9">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <placeholder/>
- </child>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="findButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-find</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="findReplButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkAlignment" id="alignment13">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">0</property>
- <property name="yscale">0</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox20">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkImage" id="image357">
- <property name="visible">True</property>
- <property name="stock">gtk-find-and-replace</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label19">
- <property name="visible">True</property>
- <property name="label">_Replace</property>
- <property name="use_underline">True</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="cancelButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">2</property>
- <property name="top_attach">2</property>
- <property name="bottom_attach">3</property>
- <property name="y_padding">5</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkWindow" id="NewDevelWin">
- <property name="title" translatable="yes">Create development</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_CENTER_ALWAYS</property>
- <property name="modal">True</property>
- <property name="resizable">False</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_UTILITY</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
-
- <child>
- <widget class="GtkVBox" id="vbox10">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkTable" id="table2">
- <property name="border_width">3</property>
- <property name="visible">True</property>
- <property name="n_rows">2</property>
- <property name="n_columns">3</property>
- <property name="homogeneous">False</property>
- <property name="row_spacing">5</property>
- <property name="column_spacing">5</property>
-
- <child>
- <widget class="GtkLabel" id="label20">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Name</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label21">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Root directory</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="nameEntry">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">True</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="rootEntry">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="editable">True</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="left_attach">1</property>
- <property name="right_attach">2</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="y_options"></property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="chooseRootButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">...</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="left_attach">2</property>
- <property name="right_attach">3</property>
- <property name="top_attach">1</property>
- <property name="bottom_attach">2</property>
- <property name="x_options">fill</property>
- <property name="y_options"></property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHSeparator" id="hseparator1">
- <property name="visible">True</property>
- </widget>
- <packing>
- <property name="padding">2</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox21">
- <property name="border_width">3</property>
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">5</property>
-
- <child>
- <widget class="GtkVBox" id="vbox11">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <placeholder/>
- </child>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="addButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-add</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="cancelButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-cancel</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkWindow" id="DevelListWin">
- <property name="title" translatable="yes">Developments</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_CENTER</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="decorated">True</property>
- <property name="skip_taskbar_hint">False</property>
- <property name="skip_pager_hint">False</property>
- <property name="type_hint">GDK_WINDOW_TYPE_HINT_NORMAL</property>
- <property name="gravity">GDK_GRAVITY_NORTH_WEST</property>
- <property name="focus_on_map">True</property>
-
- <child>
- <widget class="GtkVBox" id="vbox12">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow10">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="vscrollbar_policy">GTK_POLICY_AUTOMATIC</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="developmentsTreeview">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">False</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- <property name="fixed_height_mode">False</property>
- <property name="hover_selection">False</property>
- <property name="hover_expand">False</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHSeparator" id="hseparator2">
- <property name="visible">True</property>
- </widget>
- <packing>
- <property name="padding">2</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="buttonsHbox">
- <property name="border_width">3</property>
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">4</property>
-
- <child>
- <widget class="GtkVBox" id="vbox13">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <placeholder/>
- </child>
-
- <child>
- <placeholder/>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="newButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-new</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="deleteButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-delete</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="buildButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkAlignment" id="alignment14">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">0</property>
- <property name="yscale">0</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox23">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkImage" id="image358">
- <property name="visible">True</property>
- <property name="stock">gtk-execute</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label22">
- <property name="visible">True</property>
- <property name="label" translatable="yes">_Build</property>
- <property name="use_underline">True</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="cleanButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
-
- <child>
- <widget class="GtkAlignment" id="alignment15">
- <property name="visible">True</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xscale">0</property>
- <property name="yscale">0</property>
- <property name="top_padding">0</property>
- <property name="bottom_padding">0</property>
- <property name="left_padding">0</property>
- <property name="right_padding">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox24">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkImage" id="image359">
- <property name="visible">True</property>
- <property name="stock">gtk-clear</property>
- <property name="icon_size">4</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label23">
- <property name="visible">True</property>
- <property name="label" translatable="yes">C_lean</property>
- <property name="use_underline">True</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- <property name="ellipsize">PANGO_ELLIPSIZE_NONE</property>
- <property name="width_chars">-1</property>
- <property name="single_line_mode">False</property>
- <property name="angle">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="closeButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label">gtk-close</property>
- <property name="use_stock">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="focus_on_click">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-</glade-interface>
+++ /dev/null
-# Based on /usr/share/themes/Emacs/gtk-2.0-key/,
-# modified by Zack for matita
-
-#
-# A keybinding set implementing emacs-like keybindings
-#
-
-#
-# Bindings for GtkTextView and GtkEntry
-#
-binding "gtk-emacs-text-entry"
-{
- bind "<ctrl>b" { "move-cursor" (logical-positions, -1, 0) }
- bind "<shift><ctrl>b" { "move-cursor" (logical-positions, -1, 1) }
- bind "<ctrl>f" { "move-cursor" (logical-positions, 1, 0) }
- bind "<shift><ctrl>f" { "move-cursor" (logical-positions, 1, 1) }
-
- bind "<alt>b" { "move-cursor" (words, -1, 0) }
- bind "<shift><alt>b" { "move-cursor" (words, -1, 1) }
- bind "<alt>f" { "move-cursor" (words, 1, 0) }
- bind "<shift><alt>f" { "move-cursor" (words, 1, 1) }
-
- bind "<ctrl>a" { "move-cursor" (paragraph-ends, -1, 0) }
- bind "<shift><ctrl>a" { "move-cursor" (paragraph-ends, -1, 1) }
- bind "<ctrl>e" { "move-cursor" (paragraph-ends, 1, 0) }
- bind "<shift><ctrl>e" { "move-cursor" (paragraph-ends, 1, 1) }
-
- bind "<ctrl>w" { "cut-clipboard" () }
- bind "<ctrl>y" { "paste-clipboard" () }
-
- bind "<ctrl>d" { "delete-from-cursor" (chars, 1) }
- bind "<alt>d" { "delete-from-cursor" (word-ends, 1) }
- bind "<ctrl>k" { "delete-from-cursor" (paragraph-ends, 1) }
- bind "<alt>backslash" { "delete-from-cursor" (whitespace, 1) }
-
- bind "<alt>space" { "delete-from-cursor" (whitespace, 1)
- "insert-at-cursor" (" ") }
- bind "<alt>KP_Space" { "delete-from-cursor" (whitespace, 1)
- "insert-at-cursor" (" ") }
-
- #
- # Some non-Emacs keybindings people are attached to
- #
- bind "<ctrl>u" {
- "move-cursor" (paragraph-ends, -1, 0)
- "delete-from-cursor" (paragraph-ends, 1)
- }
- bind "<ctrl>h" { "delete-from-cursor" (chars, -1) }
- bind "<ctrl>w" { "delete-from-cursor" (word-ends, -1) }
-}
-
-#
-# Bindings for GtkTextView
-#
-binding "gtk-emacs-text-view"
-{
-# bind "<ctrl>p" { "move-cursor" (display-lines, -1, 0) }
- bind "<shift><ctrl>p" { "move-cursor" (display-lines, -1, 1) }
-# bind "<ctrl>n" { "move-cursor" (display-lines, 1, 0) }
- bind "<shift><ctrl>n" { "move-cursor" (display-lines, 1, 1) }
-
- bind "<ctrl>space" { "set-anchor" () }
- bind "<ctrl>KP_Space" { "set-anchor" () }
-}
-
-#
-# Bindings for GtkTreeView
-#
-binding "gtk-emacs-tree-view"
-{
- bind "<ctrl>s" { "start-interactive-search" () }
- bind "<ctrl>f" { "move-cursor" (logical-positions, 1) }
- bind "<ctrl>b" { "move-cursor" (logical-positions, -1) }
-}
-
-class "GtkEntry" binding "gtk-emacs-text-entry"
-class "GtkTextView" binding "gtk-emacs-text-entry"
-class "GtkTextView" binding "gtk-emacs-text-view"
-class "GtkTreeView" binding "gtk-emacs-tree-view"
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-<!DOCTYPE language SYSTEM "language.dtd">
-<language _name="grafite" version="1.0" _section="Sources" mimetypes="text/x-matita">
-
- <escape-char>\</escape-char>
-
- <block-comment _name = "Block Comment" style = "Comment">
- <start-regex>\(\*</start-regex>
- <end-regex>\*\)</end-regex>
- </block-comment>
-
- <block-comment _name = "Commented Code" style = "Comment">
- <start-regex>\(\*\*</start-regex>
- <end-regex>\*\*\)</end-regex>
- </block-comment>
-
- <keyword-list _name = "Theorem Kinds" style = "Keyword" case-sensitive="TRUE">
- <keyword>theorem</keyword>
- <keyword>definition</keyword>
- <keyword>lemma</keyword>
- <keyword>fact</keyword>
- <keyword>remark</keyword>
- <keyword>variant</keyword>
- </keyword-list>
-
- <keyword-list _name = "Commands" style = "Keyword" case-sensitive="TRUE">
- <keyword>alias</keyword>
- <keyword>and</keyword>
- <keyword>as</keyword>
- <keyword>coercion</keyword>
- <keyword>coinductive</keyword>
- <keyword>corec</keyword>
- <keyword>default</keyword>
- <keyword>for</keyword>
- <keyword>include</keyword>
- <keyword>inductive</keyword>
- <keyword>in</keyword>
- <keyword>interpretation</keyword>
- <keyword>let</keyword>
- <keyword>match</keyword>
- <keyword>names</keyword>
- <keyword>notation</keyword>
- <keyword>on</keyword>
- <keyword>qed</keyword>
- <keyword>rec</keyword>
- <keyword>record</keyword>
- <keyword>return</keyword>
- <keyword>to</keyword>
- <keyword>using</keyword>
- <keyword>with</keyword>
- </keyword-list>
-
- <pattern-item _name = "Command [" style = "Keyword">
- <regex>\[</regex>
- </pattern-item>
- <pattern-item _name = "Command |" style = "Keyword">
- <regex>\|</regex>
- </pattern-item>
- <pattern-item _name = "Command ]" style = "Keyword">
- <regex>\]</regex>
- </pattern-item>
- <pattern-item _name = "Command {" style = "Keyword">
- <regex>\{</regex>
- </pattern-item>
- <pattern-item _name = "Command }" style = "Keyword">
- <regex>\}</regex>
- </pattern-item>
- <pattern-item _name = "Notation ast mark" style = "Keyword">
- <regex>@</regex>
- </pattern-item>
- <pattern-item _name = "Notation meta mark" style = "Keyword">
- <regex>\$</regex>
- </pattern-item>
-
- <keyword-list _name = "Sorts" style = "Data Type" case-sensitive="TRUE">
- <keyword>Set</keyword>
- <keyword>Prop</keyword>
- <keyword>Type</keyword>
- </keyword-list>
-
- <keyword-list _name = "Tactics" style = "Others 2" case-sensitive="TRUE">
- <keyword>absurd</keyword>
- <keyword>apply</keyword>
- <keyword>assumption</keyword>
- <keyword>auto</keyword>
- <keyword>paramodulation</keyword>
- <keyword>clear</keyword>
- <keyword>clearbody</keyword>
- <keyword>change</keyword>
- <keyword>compare</keyword>
- <keyword>constructor</keyword>
- <keyword>contradiction</keyword>
- <keyword>cut</keyword>
- <keyword>decide</keyword> <keyword>equality</keyword> <!-- CSC: ??? -->
- <keyword>decompose</keyword>
- <keyword>discriminate</keyword>
- <keyword>elim</keyword>
- <keyword>elimType</keyword>
- <keyword>exact</keyword>
- <keyword>exists</keyword>
- <keyword>fail</keyword>
- <keyword>fold</keyword>
- <keyword>fourier</keyword>
- <keyword>fwd</keyword>
- <keyword>generalize</keyword>
- <keyword>goal</keyword>
- <keyword>id</keyword>
- <keyword>injection</keyword>
- <keyword>intro</keyword>
- <keyword>intros</keyword>
- <keyword>lapply</keyword>
- <keyword>left</keyword>
- <keyword>letin</keyword>
- <keyword>normalize</keyword>
- <keyword>reduce</keyword>
- <keyword>reflexivity</keyword>
- <keyword>replace</keyword>
- <keyword>rewrite</keyword>
- <keyword>ring</keyword>
- <keyword>right</keyword>
- <keyword>symmetry</keyword>
- <keyword>simplify</keyword>
- <keyword>split</keyword>
- <keyword>to</keyword>
- <keyword>transitivity</keyword>
- <keyword>unfold</keyword>
- <keyword>whd</keyword>
- </keyword-list>
-
- <keyword-list _name = "Tacticals" style = "Keyword" case-sensitive="TRUE">
- <keyword>try</keyword>
- <keyword>solve</keyword>
- <keyword>do</keyword>
- <keyword>repeat</keyword>
- <keyword>first</keyword>
- </keyword-list>
-
-
- <keyword-list _name = "Matita Macro" style = "Others 3" case-sensitive="TRUE">
- <keyword>print</keyword>
- <keyword>check</keyword>
- <keyword>hint</keyword>
- <keyword>quit</keyword>
- <keyword>set</keyword>
- </keyword-list>
-
- <keyword-list _name = "Whelp Macro" style = "Others 3"
- case-sensitive="TRUE"
- beginning-regex="whelp *"
- match-empty-string-at-beginning="FALSE"
- match-empty-string-at-end="FALSE" >
- <keyword>elim</keyword>
- <keyword>hint</keyword>
- <keyword>instance</keyword>
- <keyword>locate</keyword>
- <keyword>match</keyword>
- </keyword-list>
-
- <keyword-list _name = "TeX Macro" style = "Preprocessor"
- case-sensitive="TRUE"
- beginning-regex="\\"
- match-empty-string-at-beginning="FALSE"
- match-empty-string-at-end="FALSE" >
- <keyword>def</keyword>
- <keyword>forall</keyword>
- <keyword>lambda</keyword>
- <keyword>to</keyword>
- <keyword>exists</keyword>
- <keyword>Rightarrow</keyword>
- <keyword>Assign</keyword>
- <keyword>land</keyword>
- <keyword>lor</keyword>
- <keyword>subst</keyword>
- <keyword>vdash</keyword>
- <keyword>iforall</keyword>
- <keyword>iexists</keyword>
- </keyword-list>
-
- <string _name = "String" style = "String" >
- <start-regex>"</start-regex>
- <end-regex>"</end-regex>
- </string>
-
-</language>
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/test/".
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaGtkMisc
-open MatitaTypes
-
-(** {2 Initialization} *)
-
-let _ = MatitaInit.initialize_all ()
-let _ = Paramodulation.Saturation.init () (* ALB to link paramodulation *)
-
-(** {2 GUI callbacks} *)
-
-let gui = MatitaGui.instance ()
-
-let script =
- let s =
- MatitaScript.script
- ~source_view:gui#sourceView
- ~init:(Lazy.force MatitaEngine.initial_status)
- ~mathviewer:(MatitaMathView.mathViewer ())
- ~urichooser:(fun uris ->
- try
- MatitaGui.interactive_uri_choice ~selection_mode:`SINGLE
- ~title:"Matita: URI chooser"
- ~msg:"Select the URI" ~hide_uri_entry:true
- ~hide_try:true ~ok_label:"_Apply" ~ok_action:`SELECT
- ~copy_cb:(fun s -> gui#sourceView#buffer#insert ("\n"^s^"\n"))
- () ~id:"boh?" uris
- with MatitaTypes.Cancel -> [])
- ~set_star:gui#setStar
- ~ask_confirmation:
- (fun ~title ~message ->
- MatitaGtkMisc.ask_confirmation ~title ~message
- ~parent:gui#main#toplevel ())
- ~develcreator:gui#createDevelopment
- ()
- in
- gui#sourceView#source_buffer#begin_not_undoable_action ();
- s#reset ();
- s#template ();
- gui#sourceView#source_buffer#end_not_undoable_action ();
- s
-
- (* math viewers *)
-let _ =
- let cic_math_view = MatitaMathView.cicMathView_instance () in
- let sequents_viewer = MatitaMathView.sequentsViewer_instance () in
- sequents_viewer#load_logo;
- cic_math_view#set_href_callback
- (Some (fun uri -> (MatitaMathView.cicBrowser ())#load
- (`Uri (UriManager.uri_of_string uri))));
- let browser_observer _ = MatitaMathView.refresh_all_browsers () in
- let sequents_observer status =
- sequents_viewer#reset;
- match status.proof_status with
- | Incomplete_proof ({ stack = stack } as incomplete_proof) ->
- sequents_viewer#load_sequents incomplete_proof;
- (try
- script#setGoal (Continuationals.Stack.find_goal stack);
- sequents_viewer#goto_sequent script#goal
- with Failure _ -> script#setGoal ~-1);
- | Proof proof -> sequents_viewer#load_logo_with_qed
- | No_proof -> sequents_viewer#load_logo
- | Intermediate _ -> assert false (* only the engine may be in this state *)
- in
- script#addObserver sequents_observer;
- script#addObserver browser_observer
-
- (** {{{ Debugging *)
-let _ =
- if BuildTimeConf.debug then begin
- gui#main#debugMenu#misc#show ();
- let addDebugItem ~label callback =
- let item =
- GMenu.menu_item ~packing:gui#main#debugMenu_menu#append ~label ()
- in
- ignore (item#connect#activate callback)
- in
- addDebugItem "dump environment to \"env.dump\"" (fun _ ->
- let oc = open_out "env.dump" in
- CicEnvironment.dump_to_channel oc;
- close_out oc);
- addDebugItem "load environment from \"env.dump\"" (fun _ ->
- let ic = open_in "env.dump" in
- CicEnvironment.restore_from_channel ic;
- close_in ic);
- addDebugItem "dump universes" (fun _ ->
- List.iter (fun (u,_,g) ->
- prerr_endline (UriManager.string_of_uri u);
- CicUniv.print_ugraph g) (CicEnvironment.list_obj ())
- );
- addDebugItem "dump environment content" (fun _ ->
- List.iter (fun (u,_,_) ->
- prerr_endline (UriManager.string_of_uri u))
- (CicEnvironment.list_obj ()));
- addDebugItem "print selections" (fun () ->
- let cicMathView = MatitaMathView.cicMathView_instance () in
- List.iter MatitaLog.debug (cicMathView#string_of_selections));
- addDebugItem "dump script status" script#dump;
- addDebugItem "dump configuration file to ./foo.conf.xml" (fun _ ->
- Helm_registry.save_to "./foo.conf.xml");
- addDebugItem "dump metasenv"
- (fun _ ->
- if script#onGoingProof () then
- MatitaLog.debug (CicMetaSubst.ppmetasenv [] script#proofMetasenv));
- addDebugItem "dump coercions Db" (fun _ ->
- List.iter
- (fun (s,t,u) ->
- MatitaLog.debug
- (UriManager.name_of_uri u ^ ":"
- ^ CoercDb.name_of_carr s ^ " -> " ^ CoercDb.name_of_carr t))
- (CoercDb.to_list ()));
- addDebugItem "print top-level grammar entries"
- CicNotationParser.print_l2_pattern;
- addDebugItem "dump moo to stderr" (fun _ ->
- let status = (MatitaScript.current ())#status in
- let moo, metadata = status.moo_content_rev in
- List.iter (fun cmd -> prerr_endline
- (GrafiteAstPp.pp_command cmd)) (List.rev moo);
- List.iter (fun m -> prerr_endline
- (GrafiteAstPp.pp_metadata m)) metadata);
- addDebugItem "print metasenv goals and stack to stderr"
- (fun _ ->
- prerr_endline ("metasenv goals: " ^ String.concat " "
- (List.map (fun (g, _, _) -> string_of_int g)
- (MatitaScript.current ())#proofMetasenv));
- prerr_endline ("stack: " ^ Continuationals.Stack.pp
- (MatitaTypes.get_stack (MatitaScript.current ())#status)));
-(* addDebugItem "ask record choice"
- (fun _ ->
- MatitaLog.debug (string_of_int
- (MatitaGtkMisc.ask_record_choice ~gui ~title:"title" ~message:"msg"
- ~fields:["a"; "b"; "c"]
- ~records:[
- ["0"; "0"; "0"]; ["0"; "0"; "1"]; ["0"; "1"; "0"]; ["0"; "1"; "1"];
- ["1"; "0"; "0"]; ["1"; "0"; "1"]; ["1"; "1"; "0"]; ["1"; "1"; "1"]]
- ()))); *)
- addDebugItem "rotate light bulbs"
- (fun _ ->
- let nb = gui#main#hintNotebook in
- nb#goto_page ((nb#current_page + 1) mod 3));
- addDebugItem "print runtime dir"
- (fun _ ->
- prerr_endline BuildTimeConf.runtime_base_dir);
- addDebugItem "disable all (pretty printing) notations"
- (fun _ -> CicNotation.set_active_notations []);
- addDebugItem "enable all (pretty printing) notations"
- (fun _ ->
- CicNotation.set_active_notations
- (List.map fst (CicNotation.get_all_notations ())));
- end
- (** Debugging }}} *)
-
- (** {2 Command line parsing} *)
-
-let set_matita_mode () =
- let matita_mode =
- if Filename.basename Sys.argv.(0) = "cicbrowser"
- then "cicbrowser"
- else "matita"
- in
- Helm_registry.set "matita.mode" matita_mode
-
- (** {2 Main} *)
-
-let _ =
- set_matita_mode ();
- at_exit (fun () -> print_endline "\nThanks for using Matita!\n");
- Sys.catch_break true;
- let args = Helm_registry.get_list Helm_registry.string "matita.args" in
- if Helm_registry.get "matita.mode" = "cicbrowser" then (* cicbrowser *)
- let browser = MatitaMathView.cicBrowser () in
- let uri = match args with [] -> "cic:/" | _ -> String.concat " " args in
- browser#loadInput uri
- else begin (* matita *)
- (try gui#loadScript (List.hd args) with Failure _ -> ());
- gui#main#mainWin#show ();
- end;
- try
- GtkThread.main ()
- with Sys.Break -> ()
-
-(* vim:set foldmethod=marker: *)
+++ /dev/null
-TODO
- NUCLEO
- - i files di coq non hanno gli universi e hanno Type senza l'id numerico
- per ora vengono considerati come con grafo vuoto...
- - limit_mul non compila (usare test_library per testare l'intera libreria)
- (15:06:07) Zack: http://www.cs.unibo.it/cgi-bin/viewcvs.cgi/helm/gTopLevel/testlibrary.ml?rev=1.20&hideattic=0&content-type=text/vnd.viewcvs-markup
- - PREOCCUPANTE: per
- inductive i : Prop := K : True (*-> i*) -> i.
- noi generiamo i_rec e i_rect con e senza il commento qui sopra; Coq NON
- genera i_rec e i_rect quando c'e' un argomento ricorsivo.
- (CSC: manca vincolo aggiuntivo non dipendente dalla sorta per il caso in
- questione) -> Gares
- - bug universi e tipi induttivi (anche in cicElim.ml!!!)
- - Set predicativo
-
-
- TATTICHE
- - generazione di principi di co-induzione per co-induttivi
- - ARGOMENTI IMPLICIT: li vogliamo? come? come disabilitarli localmente?
- - in generale: invece di spiegare gli errori nel momento in cui si sollevano
- le eccezioni, farlo quando vengono presentate all'utente. Motivo: il calcolo
- del messaggio di errore puo' essere estremamente costoso (e' gia' successo!)
- quando poi il messaggio non serve!!!
- - verificare il comportamento di tutte le tattiche con il parsing lazy -> CSC
- - file elim.ma: vengono creati lambda dummy e referenziati nell'outtype di
- un case
- - tattiche e fallimenti: una tattica che non progredisce dovrebbe fallire
- - comportamento di tutte le tattiche nei confronti dei let-in
- - elim con pattern
- - assiomi (manca sintassi concreta e AST).
- - Dare errore significativo al posto di NotWellTypedInterpreation -> CSC
- - elim_intros_simpl e rewrite_simpl: ora non viene usata dal
- ^^^^^^ ^^^^^^
- toplevel la variante che semplifica. Capire quali sono i problemi
- e/o cosa fare delle varianti con semplificazione.
- (con sintassi concreta alla \section*, analogamente cut e similia che fanno
- intros... ) -> CSC
- - eta_expand non usata da nessuno? (ask Andrea?)
- - eliminare eta_fix? (aspettare notazione) (correlato con sopra?)
- - bug di ferruccio: fare un refresh dei nomi dopo l'applicazione
- di una tattica. Di quali nomi fare refresh? (Andrea) di quelli
- veramente ambigui, ovvero dell'ultimo binder tale che sotto di
- esso un nome viene usato in maniera ambigua. Esempio:
- \lambda x. \lambda x. (x x) (dove una x e' -2) ==> fare refresh
- \lambda x. \lambda x. (x x) (dove entrambe sono -1) ==> non fare refresh
- Capita quando un tipo dall'environment (e.g. \lambda x.T)
- viene inserito in un contesto (e.g. x:nat) dove le variabili
- sono gia' state legate in precedenza.
- - supportare l'apertura di piu' script contemporaneamente in tab/finestre
- diversi/e
-
-
- GUI GRAFICA
- - keybinding globali: CTRL-{su,giu,...} devono fungere anche quando altre
- finestre hanno il focus (e.g. cicBrowser). C'e' gia' da qualche parte il
- codice che aggiunge i keybinding a tutte le eventBox, e' da ripristinare
- - la finestrella per i development ha i pulsanti non sensitive.
- (* non capisco cosa vuol dire: Gares *)
- - l'entry "Save" da menu non e' context sensitive (ti fa salvare anche
- quando il file non e' stato modificato)
- - finire e rendere piu' compliant (e.g. tags gestiti in maniera anomala)
- il Cic Browser
- - non semplificherebbe le cose fare in modo che matitaScript sia un widget
- (cosi' come lo e' matitaMathView) che eredita da GtkSourceView e mantiene
- internamente lo status di matita etc. Appositi segnali permetterebbero di
- evitare tutte le chiamate al singleton #instance di matitaScript, che
- verrebbe creato dentro a matitaGui (o forse meglio dentro a matita e passato
- a matitaGui). Si semplificherebbe forse anche la gestione di script
- multipli? Forse no, perche' comunque ci puo' essere sempre solamente uno
- ed un solo matitaScript (da spostare da un tab a un altro).
- - la barra di stato: c'e' ma non funziona?
-
- - menu contestuale (tasto dx) nel sequent viewer
- - feedback su hyperlink nei sequenti e nel browser: rendere visibili gli
- hyperlink (cursore a "manina"? hyperlink evidenziati?). La maction che
- collassa la prova e' fastidiosa: la prova si chiude se non si clicca
- correttamente su un hyperlink (anche tooltip sui bottoni)
-
- - che farne della palette delle tattiche?
- - script outline -> Zack
- - riattaccare hbugs (brrr...) -> Zack
-
- GUI LOGICA
- - generazione di dipendenze verso .moo di Coq (non esistenti!)
- - proposta di Zack: NON calcolare (ed esportare) per default gli inner-types;
- aggiungere un'opzione per questo a matitac (riduce drasticamente il tempo
- di qed)
- - la funzione alias_diff e' lentissima (anche se CSC l'ha accellerata di
- un fattore 3x) e puo' essere evitata: chi vuole aggiungere alias (la
- disambiguazione, il comando "alias" e l'add_obj) deve indicare
- esplicitamente quali sono i nuovi alias, evitando cosi' la diff per
- scoprirlo
- - matitac deve fallire quando matita vuole aggiungere un alias!
- - default equality e famiglia non e' undo-aware
- - nuovo pretty-printer testuale: non stampa usando la notazione
- (e.g. guardare output di matitac)
- - fattorizzare codice fra MatitaEngine e DisambiguatePp (dove, fra l'altro,
- ora io (=CSC) ho messo anche un parser!!!)
- - bug "Warn: baseuri cic:/matita/higher_order_defs/ordering is not empty"
- mentre si compila Z/times.ma. Il bug sembra essere transiente.
- - in MatitaEngine unificare/rimuovere eval_string, eval_from_stream e
- eval_from_stream_greedy
- - matitamake foo/a.ma non funziona; bisogna chiamarlo con
- matitamake /x/y/z/foo/a.ma
- - notazione -> Luca e Zack
- - non chiudere transitivamente i moo ??
-
- DEMONI E ALTRO
-
-DONE
-- matitaclean all (non troglie i moo?) -> Gares
-- matitaclean (e famiglia) non cancellano le directory vuote
- (e per giunta il cicbrowser le mostra :-) -> Gares
-- missing feature unification: applicazione di teoremi (~A) quando il goal
- e' False o di teoremi $symmetric R P$ quando il goal e' $P(x,y)$.
- Fare un passo di delta[-beta?][-iota-etc.] quando da una parte c'e' una
- testa rigida (che si espande in una freccia)? Ma il punto e' che il bug
- non e' di unificazione, bensi' nella fase di preparazione del goal per
- la apply -> CSC, Gares
-- Guardare il commento
- (*CSC: this code is suspect and/or bugged: we try first without reduction
- and then using whd. However, the saturate_term always tries with full
- reduction without delta. *)
- in primitiveTactics.ml. Potrebbe essere causa di rallentamento della apply
- oltre che di bug! -> CSC, Gares
-- codice di inizializzazione di matita, matitac, matitatop replicato e non
- in sync -> Gares
-- tutte gli script che parsano (e.g. matitaclean, matitadep) debbono
- processare la notazione per evitare errori di parsing (visibili ora
- che e' stata committata la contrib list)! -> Gares
-- E' possibile fare "Build" senza selezionare nulla, ottenendo un
- assert false -> Gares
-- disambiguazione: attualmente io (CSC) ho committato la versione di
- disambiguate.ml che NON ricorda gli alias in caso di disambiguazione
- univoca (senza scelte per l'utente). [ cercare commento "Experimental" ]
- Il problema di questa soluzione e' che rallenta in maniera significativa
- l'esecuzione degli script. DOMANDA: quanto costano le fasi di
- fetch/decode/execute delle linee dello script?
- Una possibile alternativa e' avere alias "soft": se la disambiguazione
- fallisce gli alias soft vengono ripuliti e si riprova.
- Altra soluzione (Gares): avere alias multipli e provare tutti gli alias
- multipli. Da combinare con il "ritenta con istanze multiple in caso di
- fallimento".
- SOLUZIONE PENSATA CON ANDREA: 1. la interpretate aggiunge un alias
- implicito; 2. gli alias vengono ricordati come nella soluzione originale
- (e veloce); 3. se la disambiguazione fallisce, allora gli alias vengono
- dimenticati (quali? tutti? tutti tranne quelli chiesti all'utente?)
- e si ritenta; se fallisce ancora si generano
- istanze differenti e si ritenta; 4. ritentare anche senza e poi con
- coercions? oppure ordinare preferendo la soluzione che non ha introdotto
- coercions?; 5. che fare se alla fine restano piu' scelte? se si mettono
- gli alias nello script viene un paciugo, credo! in particolare quando
- vengono usate n istanze -> Zack, CSC
-- theorem t: True. elim O. ==> BOOM! unificazione di una testa flessibile con
- True -> Gares
-- parsing contestuale (tattiche replace, change e forse altre)
- capire dove fare la select per avere i contesti in cui disambiguare gli
- altri argomenti. -> Zack
-- tattica unfold su rel a let-in bound variables: c'e' ancora un bug
- aperto: "unfold x in H:..." la x passata alla unfold vive nel contesto
- del goal e non in quello del pattern. Pertanto invece di cercare di
- fare unfolding di x viene fatto unfolding di altro.
- Soluzione: la funzione ProofEngineHelpers.select deve tornare una
- funzione per rilocare i termini nel contesto giusto.
- Esempio:
- theorem t: let uno \def S O in uno + uno = S uno \to uno=uno.
- intros. unfold uno in H.
- NOTA: questo bug e' legato a quello di parsing in presenza di tattiche
- con pattern, visto che in tal caso e' l'intero parsing a dover essere
- fatto in un contesto differente. Risolvendo quel bug si risolve
- automaticamente anche questo.
- -> Zack
-- Usare il cicbrowser per fare "Whelp instance": lui riscrive la barra
- con la notazione alla Coq V7.0 che non riesce piu' a riparsare! -> Zack
-- implementare inclusione file di configurazione (perche' ora tutti
- i demoni scopiazzano venti righe per via del getter embedded :-( -> Zack
-- simplify non debbono zeta-espandere i let-in -> CSC, Gares
-- integrare nuova contrib ferruccio nel bench notturno e rilocarla in
- contribs o qualcosa del genere -> CSC
-- CRITICO: quando l'environment non e' trusted non compila la library di
- matita!!! -> Gares, CSC
-- bug di unsharing -> CSC
-- CRITICO (trovato anche da Ferruccio): typechecking di
- cic:/Coq/ring/Quote/index_eq_prop.con
- asserzione del nucleo (applicazione senza argomenti). -> CSC
-- verificare se tutte le query sono ora ottimizzate (usando il comando
- explain) e usano gli indici in maniera ottimale; inoltre migliorare gli
- indici sulle tabelle hits and count -> CSC
-- ???????????? Perche'?
- mowgli:~# du -s /var/lib/mysql/mowgli/
- 250696 /var/lib/mysql/mowgli/
- mowgli:~# du -s /var/lib/mysql/matita/
- 455096 /var/lib/mysql/matita/ -> CSC
-- library/nat/primes.ma: ex_prime ci mette un secolo il db (binding) a fare
- la Mysql.exec che ritorna una lista vuota di risultati. Investigare.
- Anche peggio in library/nat/minimization/f_max_true. -> CSC
-- integrare il famoso logo mancante (anche nell'About dialog) -> CSC
-- invertibilita' dell'inserimento automatico di alias: quando si torna
- su bisognerebbe tornare su di un passo e non fare undo degli alias
- (Zack: nella history ci sono anche gli offset per sapere a che pezzo di
- script uno stato appartiene) -> CSC
-- bug di refresh del widget quando si avanza ("swap" tra la finestra dei
- sequenti e la finestra dello script) -> CSC
-- sensitiveness per goto begin/end/etc. (???) -> Gares
-- cut&paste stile "X": rimane la parte blu e lockata! -> CSC
-- highlight degli errori di parsing nello script -> CSC
-- quando si fa una locate nel cicbrowser viene mangiato un pezzo di testo
- dalla finestra principale!!! -> CSC
-- sensitiveness per copy/paste/cut/delete nel menu Edit -> CSC
-- fare "matita foo" (dove foo non esiste), cambiare qualcosa e uscire senza
- salvare. In verita' foo e' stato scritto lo stesso! -> CSC
-- matitaclean deve rimuovere anche i .moo; in alternativa il makefile
- non deve basarsi sui .moo per decidere se qualcosa e' stato compilato o meno
- -> CSC, Gares
-- matitaclean all (o matitamake cleanall) dovrebbe radere al suolo la
- directory .matita -> CSC, Gares
-- icone standard per zoom-in/out/= e piu' aderenza alle Gnome Interface
- Guidelines (e.g. about dialog) -> CSC
-- salvare la parte di testo lockata dagli effetti di undo/redo con
- (shift-)ctrl-Z e anche usando il menu che si apre con il tasto destro -> CSC
-- fare in modo che il testo caricato inizialmente da matita non sia
- undoable (usando i metodi begin/end_not_undoable_action di gtk_source_view)
- -> Gares
-- Implementare menu edit: cut/copy/undo/etc. -> CSC
-- gestione dei path per include: il path deve essere assoluto? da decidere ...
- ( -I ?? o chiedere a matitamake la root e farci una find? ) -> Gares
-- freeze durante avanzamento -> Gares, CSC
-- tornare indietro (verso il cursore) in matita dovrebbe essere O(1) e non un
- Undo passo passo (sembra che il collo di bottiglia sia fare iterare su ogni
- uri da togliere (accorpare almeno il lavoro sul db magari aiuta) -> Gares, CSC
-- quando si sposta il punto di esecuzione dello script cambiare la parte di
- script visibile nella finestra dello script -> Gares, CSC
-- find & replace -> Gares
-- Bug di cut&paste: se si fa cut&paste di testo lockato si ottiene testo
- lockato! -> Gares
-- Bug: non disambigua
- inductive i (x:nat) : bool \to Prop \def K : bool \to (i x true) \to (i x false).
- perche' non inserisce nat nel domain di disambiguazione. Deve esserci un bug
- stupido da qualche parte -> CSC
-- Bug vari nella generazione dei principi di eliminazione:
- 1. generazione nomi (usa ref incrementata localmente) -> Andrea
- 2. prodotti dipendenti come non-dipendenti (visibili eseguendo passo
- passo il test inversion.ma) -> CSC, Gares
- 3. usato trucco outtype non dipendenti per il case -> CSC, Gares
-- controllo per script modificato o meno prima di uscire -> Gares
-- LApply deve prendere in input gli identificatori che va a generare;
- lascio a Ferruccio la scelta della sintassi concreta -> Ferruccio
-- fare tornare a matitac -1 quando lo stato finale e'
- diverso da No_proof, non eseguire comandi quando lo
- stato e' diverso da No_proof -> CSC
-- uri_of_term and term_of_uri: cambiare il tipo per far
- tornare delle uri!!! -> CSC
-- intro = intros 1 -> Gares
-- timetravel (urimanager) -> Gares
-- implementare macro in matitaScript.ml -> Gares
-- history deve aggiornare anche la whelp bar -> Gares
-- commenti exeguibili (forse devono essere una lista e non
- un singolo executable e forse devono contenere anche Note
- e non solo Executable) -> Gares
-- spostare il codice di creazione delle tabelle da
- MatitaDb, al momento quelle create da matita possono
- andare out of sync con quelle create dai file .sql -> Gares
-- tree update in background -> Gares
-- update del getter in background -> Zack
-- agganciare href_callback del sequent_viewer -> Zack
-- shortcut varie per script handling -> Zack
-- operazioni rimanenti su script (top, bottom, jump) -> Zack
-- lighting-ls-getter in matita -> Gares
-- riagganciare toolbar -> Zack
-- evitare che n-mila tattiche Goal siano nello script
- (una per ogni cambio di tab) -> Zack
-- implementazione comandi rimanenti in matitaEngine.ml -> Gares
-- sintassi per gli alias -> Gares
-- implementazione script handling (sopra engine) -> Zack
-- matitaSync all'indietro -> Gares
-- riagganciare GUI -> Zack
-
-(**********************************************************************)
-
-comandi:
- - interattivi (solo da gui)
- - Macro/Comandi (check, print, hint, undo, locate, match)
- potrebbero anche non avere sintassi concreta, del tipo che
- check e' solo un bottone che apre una finetra in cui puoi
- scrivere un termine o selezionarlo dalla prova corrente
- - batch (sono gli unici che stanno nel .ma)
- - Tattiche, theorem, alias (cambiano la prova)
-
-
- MOUSE
--------------------------------------------+
- gui (macro: hint) | SHELL
- (disambiguatore) |
- +-----------------+---------------+-----------------------------------
- | matita (status) | | matitac
- | (log) (sync) | but2log | fold ( fun s l -> engine l s) file
- +-----------------+---------------+-----------------------------------
- | lingua:/sintassi concreta non ambigua delle tattiche+Qed,Thm,alias/
- +----------------------------------------------------------
- | engine: TacticAst (cic) -> status -> status
- | ma non usa il campo alias dello status
----------+----------------------------------------------------------
- ocaml
---------------------------------------------------------------------
-
-
-engine:
- - accetta solo linee non ambigue
- - alias:
- alias ident nat = "cic:/matita/gares/nat.ind#(1/1)".
- alias number = (natural|real|positive|integer).
-
-
-
-matita:
- - mantiene uno stack di stati
- - mantiene un log sync con gli stati
- - offre delle api per generare la sintassi concreta che puo' servire
- alla gui (la gui fa una chiamata a funzione e matita genera "auto."
- cosi' la sintassi la gui non la vede mai e la tratta al massimo come un
- testo semplice e basta (insomma, metterei in matita il generatore di
- sintassi concreta) but2log
- - ha il controllo... ovvero anche la gui viene usata da matita, o per sapere
- la prossima azione o per chidere di scegliere il termine tra una lista
-
- (stato :: tl) (log , (start,end) :: tl)
-
- +----------+
- | |
- +----------+
-
-gui:
- - step
- - choose
-
-stato:
- - alias
- - proof status option
- - metadati relativi allo script per il sync
- - settings "baseuri/url/" eccc
- -
-
-alias
- - sintassi concreta
-
-engine prende in input
- - AST di Cic (tactic ast)
-
-sync:
- - presi 2 stati fa il diff e lo somma/sottrae al DB
-
-(**********************************************************************)
-
-script handling
-- ad ogni script sul quale l'utente sta lavorando corrispondono
- - un modello (vedi sotto)
- - un buffer di testo gtk + attributi (usati principalmente per distinguere la
- parte di testo immodificabile da quella modificabile)
- - una lista di observer che vengono notificati ad ogni cambiamento di stato
-- un modello di script e' composto da:
- - una lista di stringhe (inizialmente vuota) detta "statement list". Ogni
- elemento della lista corrisponde ad uno statement (nel senso di
- TacticAst.statement) gia' valutato dall'engine. La parte immodificabile del
- buffer di testo corrisponde con le stringhe contenute nella lista
- - una lista di stati (inizialmente contenente lo stato vuoto) detta "state
- list". Si ha l'invariante che la lunghezza di tale lista e' uguale alla
- lunghezza della statements list + 1. Lo stato i-esimo della lista di stati
- e' lo stato di matita _prima_ dell'esecuzione dell i-esimo statement
- - una stringa, detta "future text", corrispondente alla parte di testo dello
- script non ancora valutata. L'ultimo stato della state list e' lo stato
- corrente di matita
-- relazione tra modello e buffer di testo gtk
- - le modifiche al testo del buffer sono possibili solo nella parta non ancora
- valutata. Ognuna di esse viene apportata _anche_ al future text
- - invariante: e' sempre possibile riscrivere ("redraw") l'intero contenuto del
- buffer di testo a partire dal modello, attributi compresi
-- oggetto script
- - metodi
- - new: gtk_text_buffer -> script
- - redraw: unit (* ridisegna il contenuto del buffer di testo *)
- - advance: ?statement:string -> unit -> unit
- (* valuta il primo statement del future text (usando eval_statement
- (puo' fallire con una eccezione)), rimuove il testo corrispondente dal
- future text, aggiunge alla statement list una entry per ogni statement
- ritornato da eval_statement, aggiunge il nuovo stato alla state list,
- invoka tutti gli observer
- Se c'e' l'argomento opzionale statement, quello e' il testo che viene
- passato ad eval_statement, se ha successo nessuna rimozione dal future
- text viene effettuata *)
- - retract: unit -> unit
- (* sposta l'ultimo statement della statement list al future text, toglie
- l'ultimo stato della state list, MatitaSync.time_travel
- ~present:ultimo_stato ~past:stato_precedente *)
- - private eval_statement: string -> MatitaTypes.status * string list
- (* parsa lo statement
- - se e' un Command o un Tactical (vedi TacticAst) invoca MatitaEngine
- passando lo stato corrente
- - se e' una Macro la gestisce (= tutte le Macro sono implementate qua)
- Ritorna una lista di coppie <stato, statement>. La proiezione sulla
- prima componente rappresenta gli stati da aggiungere alla state list;
- quella sulla seconda gli statement da aggiungere alla statement list.
- *)
- (* gestione degli observer *)
- - add_observer: (MatitaTypes.status -> unit) -> observer_id
- - remove_observer: observer_id -> unit
- (* gestione del salvataggio *)
- - save_to: string -> unit (* ridisegna su file *)
- - load_from: string -> unit
- (* retract fino allo stato zero, nuovo stato con future text pari al
- contenuto del file passato *)
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf ;;
-
-let instance =
- let dbd = lazy (
- HMysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database")
- ())
- in
- fun () -> Lazy.force dbd
-
-
-let xpointer_RE = Pcre.regexp "#.*$"
-let file_scheme_RE = Pcre.regexp "^file://"
-
-let clean_owner_environment () =
- let dbd = instance () in
- let owner = (Helm_registry.get "matita.owner") in
- let obj_tbl = MetadataTypes.obj_tbl () in
- let sort_tbl = MetadataTypes.sort_tbl () in
- let rel_tbl = MetadataTypes.rel_tbl () in
- let name_tbl = MetadataTypes.name_tbl () in
- let count_tbl = MetadataTypes.count_tbl () in
- let tbls = [
- (obj_tbl,`RefObj) ; (sort_tbl,`RefSort) ; (rel_tbl,`RefRel) ;
- (name_tbl,`ObjectName) ; (count_tbl,`Count) ]
- in
- let statements =
- (SqlStatements.drop_tables tbls) @ (SqlStatements.drop_indexes tbls)
- in
- let owned_uris =
- try
- MetadataDb.clean ~dbd
- with Mysql.Error _ as exn ->
- match HMysql.errno dbd with
- | Mysql.No_such_table -> []
- | _ -> raise exn
- in
- List.iter
- (fun uri ->
- let uri = Pcre.replace ~rex:xpointer_RE ~templ:"" uri in
- List.iter
- (fun suffix ->
- try
- MatitaMisc.safe_remove (Http_getter.resolve (uri ^ suffix))
- with Http_getter_types.Key_not_found _ -> ())
- [""; ".body"; ".types"])
- owned_uris;
- List.iter (fun statement ->
- try
- ignore (HMysql.exec dbd statement)
- with Mysql.Error _ as exn ->
- match HMysql.errno dbd with
- | Mysql.Bad_table_error
- | Mysql.No_such_index | Mysql.No_such_table -> ()
- | _ -> raise exn
- ) statements;
-;;
-
-let create_owner_environment () =
- let dbd = instance () in
- let obj_tbl = MetadataTypes.obj_tbl () in
- let sort_tbl = MetadataTypes.sort_tbl () in
- let rel_tbl = MetadataTypes.rel_tbl () in
- let name_tbl = MetadataTypes.name_tbl () in
- let count_tbl = MetadataTypes.count_tbl () in
- let tbls = [
- (obj_tbl,`RefObj) ; (sort_tbl,`RefSort) ; (rel_tbl,`RefRel) ;
- (name_tbl,`ObjectName) ; (count_tbl,`Count) ]
- in
- let statements =
- (SqlStatements.create_tables tbls) @ (SqlStatements.create_indexes tbls)
- in
- List.iter (fun statement ->
- try
- ignore (HMysql.exec dbd statement)
- with
- exn ->
- let status = HMysql.status dbd in
- match status with
- | Mysql.StatusError Mysql.Table_exists_error -> ()
- | Mysql.StatusError Mysql.Dup_keyname -> ()
- | Mysql.StatusError _ -> raise exn
- | _ -> ()
- ) statements
-;;
-
-(* removes uri from the ownerized tables, and returns the list of other objects
- * (theyr uris) that ref the one removed.
- * AFAIK there is no need to return it, since the MatitaTypes.staus should
- * contain all defined objects. but to double check we do not garbage the
- * metadata...
- *)
-let remove_uri uri =
- let obj_tbl = MetadataTypes.obj_tbl () in
- let sort_tbl = MetadataTypes.sort_tbl () in
- let rel_tbl = MetadataTypes.rel_tbl () in
- let name_tbl = MetadataTypes.name_tbl () in
- (*let conclno_tbl = MetadataTypes.conclno_tbl () in
- let conclno_hyp_tbl = MetadataTypes.fullno_tbl () in*)
- let count_tbl = MetadataTypes.count_tbl () in
-
- let dbd = instance () in
- let suri = UriManager.string_of_uri uri in
- let query table suri = sprintf
- "DELETE FROM %s WHERE source LIKE '%s%%'" table (HMysql.escape suri)
- in
- List.iter (fun t ->
- try
- ignore (HMysql.exec dbd (query t suri))
- with
- exn -> raise exn (* no errors should be accepted *)
- )
- [obj_tbl;sort_tbl;rel_tbl;name_tbl;(*conclno_tbl;conclno_hyp_tbl*)count_tbl];
- (* and now the debug job *)
- let dbg_q =
- sprintf "SELECT source FROM %s WHERE h_occurrence LIKE '%s%%'" obj_tbl
- (HMysql.escape suri)
- in
- try
- let rc = HMysql.exec dbd dbg_q in
- let l = ref [] in
- HMysql.iter rc (fun a -> match a.(0) with None ->()|Some a -> l := a:: !l);
- let l = List.sort Pervasives.compare !l in
- HExtlib.list_uniq l
- with
- exn -> raise exn (* no errors should be accepted *)
-
-let xpointers_of_ind uri =
- let dbd = instance () in
- let name_tbl = MetadataTypes.name_tbl () in
- let query = sprintf
- "SELECT source FROM %s WHERE source LIKE '%s#xpointer%%'" name_tbl
- (HMysql.escape (UriManager.string_of_uri uri))
- in
- let rc = HMysql.exec dbd query in
- let l = ref [] in
- HMysql.iter rc (fun a -> match a.(0) with None ->()|Some a -> l := a:: !l);
- List.map UriManager.uri_of_string !l
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val instance: unit -> HMysql.dbd
-
-val create_owner_environment: unit -> unit
-val clean_owner_environment: unit -> unit
-
-val remove_uri: UriManager.uri -> string list
-val xpointers_of_ind: UriManager.uri -> UriManager.uri list
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaTypes
-
-exception Ambiguous_input
-exception DisambiguationError of string Lazy.t list list
-
-type choose_uris_callback =
- id:string -> UriManager.uri list -> UriManager.uri list
-
-type choose_interp_callback = (string * string) list list -> int list
-
-let mono_uris_callback ~id =
- if Helm_registry.get_bool "matita.auto_disambiguation" then
- function l -> l
- else
- raise Ambiguous_input
-
-let mono_interp_callback _ = raise Ambiguous_input
-
-let _choose_uris_callback = ref mono_uris_callback
-let _choose_interp_callback = ref mono_interp_callback
-let set_choose_uris_callback f = _choose_uris_callback := f
-let set_choose_interp_callback f = _choose_interp_callback := f
-
-module Callbacks =
- struct
- let interactive_user_uri_choice ~selection_mode ?ok
- ?(enable_button_for_non_vars = true) ~title ~msg ~id uris =
- !_choose_uris_callback ~id uris
-
- let interactive_interpretation_choice interp =
- !_choose_interp_callback interp
-
- let input_or_locate_uri ~(title:string) ?id =
- (* Zack: I try to avoid using this callback. I therefore assume that
- * the presence of an identifier that can't be resolved via "locate"
- * query is a syntax error *)
- let msg = match id with Some id -> id | _ -> "_" in
- raise (Unbound_identifier msg)
- end
-
-module Disambiguator = Disambiguate.Make (Callbacks)
-
-(* implement module's API *)
-
-let disambiguate_thing ~aliases ~universe
- ~(f:?fresh_instances:bool ->
- aliases:DisambiguateTypes.environment ->
- universe:DisambiguateTypes.multiple_environment option ->
- 'a -> 'b)
- ~(drop_aliases: 'b -> 'b)
- ~(drop_aliases_and_clear_diff: 'b -> 'b)
- (thing: 'a)
-=
- assert (universe <> None);
- let library = false, DisambiguateTypes.Environment.empty, None in
- let multi_aliases=false, DisambiguateTypes.Environment.empty, universe in
- let mono_aliases = true, aliases, None in
- let passes = (* <fresh_instances?, aliases, coercions?> *)
- [ (false, mono_aliases, false);
- (false, multi_aliases, false);
- (true, mono_aliases, false);
- (true, multi_aliases, false);
- (true, mono_aliases, true);
- (true, multi_aliases, true);
- (true, library, true);
- ]
- in
- let try_pass (fresh_instances, (_, aliases, universe), use_coercions) =
- CoercDb.use_coercions := use_coercions;
- f ~fresh_instances ~aliases ~universe thing
- in
- let set_aliases (instances,(use_mono_aliases,_,_),_) (_, user_asked as res) =
- if use_mono_aliases && not instances then
- drop_aliases res
- else if user_asked then
- drop_aliases res (* one shot aliases *)
- else
- drop_aliases_and_clear_diff res
- in
- let rec aux errors =
- function
- | [ pass ] ->
- (try
- set_aliases pass (try_pass pass)
- with Disambiguate.NoWellTypedInterpretation newerrors ->
- raise (DisambiguationError (errors @ [newerrors])))
- | hd :: tl ->
- (try
- set_aliases hd (try_pass hd)
- with Disambiguate.NoWellTypedInterpretation newerrors ->
- aux (errors @ [newerrors]) tl)
- | [] -> assert false
- in
- let saved_use_coercions = !CoercDb.use_coercions in
- try
- let res = aux [] passes in
- CoercDb.use_coercions := saved_use_coercions;
- res
- with exn ->
- CoercDb.use_coercions := saved_use_coercions;
- raise exn
-
-type disambiguator_thing =
- { do_it :
- 'a 'b.
- aliases:DisambiguateTypes.environment ->
- universe:DisambiguateTypes.multiple_environment option ->
- f:(?fresh_instances:bool ->
- aliases:DisambiguateTypes.environment ->
- universe:DisambiguateTypes.multiple_environment option ->
- 'a -> 'b * bool) ->
- drop_aliases:('b * bool -> 'b * bool) ->
- drop_aliases_and_clear_diff:('b * bool -> 'b * bool) -> 'a -> 'b * bool
- }
-
-let disambiguate_thing =
- let profiler = HExtlib.profile "disambiguate_thing" in
- { do_it =
- fun ~aliases ~universe ~f ~drop_aliases ~drop_aliases_and_clear_diff thing
- -> profiler.HExtlib.profile
- (disambiguate_thing ~aliases ~universe ~f ~drop_aliases
- ~drop_aliases_and_clear_diff) thing
- }
-
-let drop_aliases (choices, user_asked) =
- (List.map (fun (d, a, b, c) -> d, a, b, c) choices),
- user_asked
-
-let drop_aliases_and_clear_diff (choices, user_asked) =
- (List.map (fun (_, a, b, c) -> [], a, b, c) choices),
- user_asked
-
-let disambiguate_term ?fresh_instances ~dbd ~context ~metasenv ?initial_ugraph
- ~aliases ~universe term
- =
- assert (fresh_instances = None);
- let f =
- Disambiguator.disambiguate_term ~dbd ~context ~metasenv ?initial_ugraph
- in
- disambiguate_thing.do_it ~aliases ~universe ~f ~drop_aliases
- ~drop_aliases_and_clear_diff term
-
-let disambiguate_obj ?fresh_instances ~dbd ~aliases ~universe ~uri obj =
- assert (fresh_instances = None);
- let f = Disambiguator.disambiguate_obj ~dbd ~uri in
- disambiguate_thing.do_it ~aliases ~universe ~f ~drop_aliases
- ~drop_aliases_and_clear_diff obj
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open MatitaTypes
-
-(** raised when ambiguous input is found but not expected (e.g. in the batch
- * compiler) *)
-exception Ambiguous_input
-exception DisambiguationError of string Lazy.t list list
-
-type choose_uris_callback = id:string -> UriManager.uri list -> UriManager.uri list
-type choose_interp_callback = (string * string) list list -> int list
-
-val set_choose_uris_callback: choose_uris_callback -> unit
-val set_choose_interp_callback: choose_interp_callback -> unit
-
-(** @raise Ambiguous_input if called, default value for internal
- * choose_uris_callback if not set otherwise with set_choose_uris_callback
- * above *)
-val mono_uris_callback: choose_uris_callback
-
-(** @raise Ambiguous_input if called, default value for internal
- * choose_interp_callback if not set otherwise with set_choose_interp_callback
- * above *)
-val mono_interp_callback: choose_interp_callback
-
-(** for GUI callbacks see MatitaGui.interactive_{interp,user_uri}_choice *)
-
-include Disambiguate.Disambiguator
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaTypes
-
-exception Drop;;
-exception UnableToInclude of string
-exception IncludedFileNotCompiled of string
-
-let debug = false ;;
-let debug_print = if debug then prerr_endline else ignore ;;
-
-type options = {
- do_heavy_checks: bool ;
- include_paths: string list ;
- clean_baseuri: bool
-}
-
-(** create a ProofEngineTypes.mk_fresh_name_type function which uses given
- * names as long as they are available, then it fallbacks to name generation
- * using FreshNamesGenerator module *)
-let namer_of names =
- let len = List.length names in
- let count = ref 0 in
- fun metasenv context name ~typ ->
- if !count < len then begin
- let name = Cic.Name (List.nth names !count) in
- incr count;
- name
- end else
- FreshNamesGenerator.mk_fresh_name ~subst:[] metasenv context name ~typ
-
-let tactic_of_ast ast =
- let module PET = ProofEngineTypes in
- match ast with
- | GrafiteAst.Absurd (_, term) -> Tactics.absurd term
- | GrafiteAst.Apply (_, term) -> Tactics.apply term
- | GrafiteAst.Assumption _ -> Tactics.assumption
- | GrafiteAst.Auto (_,depth,width,paramodulation,full) ->
- AutoTactic.auto_tac ?depth ?width ?paramodulation ?full
- ~dbd:(MatitaDb.instance ()) ()
- | GrafiteAst.Change (_, pattern, with_what) ->
- Tactics.change ~pattern with_what
- | GrafiteAst.Clear (_,id) -> Tactics.clear id
- | GrafiteAst.ClearBody (_,id) -> Tactics.clearbody id
- | GrafiteAst.Contradiction _ -> Tactics.contradiction
- | GrafiteAst.Compare (_, term) -> Tactics.compare term
- | GrafiteAst.Constructor (_, n) -> Tactics.constructor n
- | GrafiteAst.Cut (_, ident, term) ->
- let names = match ident with None -> [] | Some id -> [id] in
- Tactics.cut ~mk_fresh_name_callback:(namer_of names) term
- | GrafiteAst.DecideEquality _ -> Tactics.decide_equality
- | GrafiteAst.Decompose (_, types, what, names) ->
- let to_type = function
- | GrafiteAst.Type (uri, typeno) -> uri, typeno
- | GrafiteAst.Ident _ -> assert false
- in
- let user_types = List.rev_map to_type types in
- let dbd = MatitaDb.instance () in
- let mk_fresh_name_callback = namer_of names in
- Tactics.decompose ~mk_fresh_name_callback ~dbd ~user_types what
- | GrafiteAst.Discriminate (_,term) -> Tactics.discriminate term
- | GrafiteAst.Elim (_, what, using, depth, names) ->
- Tactics.elim_intros ?using ?depth ~mk_fresh_name_callback:(namer_of names)
- what
- | GrafiteAst.ElimType (_, what, using, depth, names) ->
- Tactics.elim_type ?using ?depth ~mk_fresh_name_callback:(namer_of names)
- what
- | GrafiteAst.Exact (_, term) -> Tactics.exact term
- | GrafiteAst.Exists _ -> Tactics.exists
- | GrafiteAst.Fail _ -> Tactics.fail
- | GrafiteAst.Fold (_, reduction_kind, term, pattern) ->
- let reduction =
- match reduction_kind with
- | `Normalize ->
- PET.const_lazy_reduction
- (CicReduction.normalize ~delta:false ~subst:[])
- | `Reduce -> PET.const_lazy_reduction ProofEngineReduction.reduce
- | `Simpl -> PET.const_lazy_reduction ProofEngineReduction.simpl
- | `Unfold None ->
- PET.const_lazy_reduction (ProofEngineReduction.unfold ?what:None)
- | `Unfold (Some lazy_term) ->
- (fun context metasenv ugraph ->
- let what, metasenv, ugraph = lazy_term context metasenv ugraph in
- ProofEngineReduction.unfold ~what, metasenv, ugraph)
- | `Whd ->
- PET.const_lazy_reduction (CicReduction.whd ~delta:false ~subst:[])
- in
- Tactics.fold ~reduction ~term ~pattern
- | GrafiteAst.Fourier _ -> Tactics.fourier
- | GrafiteAst.FwdSimpl (_, hyp, names) ->
- Tactics.fwd_simpl ~mk_fresh_name_callback:(namer_of names)
- ~dbd:(MatitaDb.instance ()) hyp
- | GrafiteAst.Generalize (_,pattern,ident) ->
- let names = match ident with None -> [] | Some id -> [id] in
- Tactics.generalize ~mk_fresh_name_callback:(namer_of names) pattern
- | GrafiteAst.Goal (_, n) -> Tactics.set_goal n
- | GrafiteAst.IdTac _ -> Tactics.id
- | GrafiteAst.Injection (_,term) -> Tactics.injection term
- | GrafiteAst.Intros (_, None, names) ->
- PrimitiveTactics.intros_tac ~mk_fresh_name_callback:(namer_of names) ()
- | GrafiteAst.Intros (_, Some num, names) ->
- PrimitiveTactics.intros_tac ~howmany:num
- ~mk_fresh_name_callback:(namer_of names) ()
- | GrafiteAst.LApply (_, how_many, to_what, what, ident) ->
- let names = match ident with None -> [] | Some id -> [id] in
- Tactics.lapply ~mk_fresh_name_callback:(namer_of names) ?how_many
- ~to_what what
- | GrafiteAst.Left _ -> Tactics.left
- | GrafiteAst.LetIn (loc,term,name) ->
- Tactics.letin term ~mk_fresh_name_callback:(namer_of [name])
- | GrafiteAst.Reduce (_, reduction_kind, pattern) ->
- (match reduction_kind with
- | `Normalize -> Tactics.normalize ~pattern
- | `Reduce -> Tactics.reduce ~pattern
- | `Simpl -> Tactics.simpl ~pattern
- | `Unfold what -> Tactics.unfold ~pattern what
- | `Whd -> Tactics.whd ~pattern)
- | GrafiteAst.Reflexivity _ -> Tactics.reflexivity
- | GrafiteAst.Replace (_, pattern, with_what) ->
- Tactics.replace ~pattern ~with_what
- | GrafiteAst.Rewrite (_, direction, t, pattern) ->
- EqualityTactics.rewrite_tac ~direction ~pattern t
- | GrafiteAst.Right _ -> Tactics.right
- | GrafiteAst.Ring _ -> Tactics.ring
- | GrafiteAst.Split _ -> Tactics.split
- | GrafiteAst.Symmetry _ -> Tactics.symmetry
- | GrafiteAst.Transitivity (_, term) -> Tactics.transitivity term
-
-let singleton = function
- | [x], _ -> x
- | _ -> assert false
-
- (** @param term not meaningful when context is given *)
-let disambiguate_term ?context status_ref goal term =
- let status = !status_ref in
- let context =
- match context with
- | Some c -> c
- | None -> MatitaTypes.get_proof_context status goal
- in
- let (diff, metasenv, cic, _) =
- singleton
- (MatitaDisambiguator.disambiguate_term ~dbd:(MatitaDb.instance ())
- ~aliases:status.aliases ~universe:(Some status.multi_aliases)
- ~context ~metasenv:(MatitaTypes.get_proof_metasenv status) term)
- in
- let status = MatitaTypes.set_metasenv metasenv status in
- let status = MatitaSync.set_proof_aliases status diff in
- status_ref := status;
- cic
-
- (** disambiguate_lazy_term (circa): term -> (unit -> status) * lazy_term
- * rationale: lazy_term will be invoked in different context to obtain a term,
- * each invocation will disambiguate the term and can add aliases. Once all
- * disambiguations have been performed, the first returned function can be
- * used to obtain the resulting aliases *)
-let disambiguate_lazy_term status_ref term =
- (fun context metasenv ugraph ->
- let status = !status_ref in
- let (diff, metasenv, cic, ugraph) =
- singleton
- (MatitaDisambiguator.disambiguate_term ~dbd:(MatitaDb.instance ())
- ~initial_ugraph:ugraph ~aliases:status.aliases
- ~universe:(Some status.multi_aliases) ~context ~metasenv term)
- in
- let status = MatitaTypes.set_metasenv metasenv status in
- let status = MatitaSync.set_proof_aliases status diff in
- status_ref := status;
- cic, metasenv, ugraph)
-
-let disambiguate_pattern status_ref (wanted, hyp_paths, goal_path) =
- let interp path = Disambiguate.interpretate_path [] path in
- let goal_path = interp goal_path in
- let hyp_paths = List.map (fun (name, path) -> name, interp path) hyp_paths in
- let wanted =
- match wanted with
- None -> None
- | Some wanted ->
- let wanted = disambiguate_lazy_term status_ref wanted in
- Some wanted
- in
- (wanted, hyp_paths ,goal_path)
-
-let disambiguate_reduction_kind aliases_ref = function
- | `Unfold (Some t) ->
- let t = disambiguate_lazy_term aliases_ref t in
- `Unfold (Some t)
- | `Normalize
- | `Reduce
- | `Simpl
- | `Unfold None
- | `Whd as kind -> kind
-
-let disambiguate_tactic status goal tactic =
- let status_ref = ref status in
- let tactic =
- match tactic with
- | GrafiteAst.Absurd (loc, term) ->
- let cic = disambiguate_term status_ref goal term in
- GrafiteAst.Absurd (loc, cic)
- | GrafiteAst.Apply (loc, term) ->
- let cic = disambiguate_term status_ref goal term in
- GrafiteAst.Apply (loc, cic)
- | GrafiteAst.Assumption loc -> GrafiteAst.Assumption loc
- | GrafiteAst.Auto (loc,depth,width,paramodulation,full) ->
- GrafiteAst.Auto (loc,depth,width,paramodulation,full)
- | GrafiteAst.Change (loc, pattern, with_what) ->
- let with_what = disambiguate_lazy_term status_ref with_what in
- let pattern = disambiguate_pattern status_ref pattern in
- GrafiteAst.Change (loc, pattern, with_what)
- | GrafiteAst.Clear (loc,id) -> GrafiteAst.Clear (loc,id)
- | GrafiteAst.ClearBody (loc,id) -> GrafiteAst.ClearBody (loc,id)
- | GrafiteAst.Compare (loc,term) ->
- let term = disambiguate_term status_ref goal term in
- GrafiteAst.Compare (loc,term)
- | GrafiteAst.Constructor (loc,n) -> GrafiteAst.Constructor (loc,n)
- | GrafiteAst.Contradiction loc -> GrafiteAst.Contradiction loc
- | GrafiteAst.Cut (loc, ident, term) ->
- let cic = disambiguate_term status_ref goal term in
- GrafiteAst.Cut (loc, ident, cic)
- | GrafiteAst.DecideEquality loc -> GrafiteAst.DecideEquality loc
- | GrafiteAst.Decompose (loc, types, what, names) ->
- let disambiguate types = function
- | GrafiteAst.Type _ -> assert false
- | GrafiteAst.Ident id ->
- (match disambiguate_term status_ref goal
- (CicNotationPt.Ident (id, None))
- with
- | Cic.MutInd (uri, tyno, _) ->
- (GrafiteAst.Type (uri, tyno) :: types)
- | _ -> raise (MatitaDisambiguator.DisambiguationError [[lazy "Decompose works only on inductive types"]]))
- in
- let types = List.fold_left disambiguate [] types in
- GrafiteAst.Decompose (loc, types, what, names)
- | GrafiteAst.Discriminate (loc,term) ->
- let term = disambiguate_term status_ref goal term in
- GrafiteAst.Discriminate(loc,term)
- | GrafiteAst.Exact (loc, term) ->
- let cic = disambiguate_term status_ref goal term in
- GrafiteAst.Exact (loc, cic)
- | GrafiteAst.Elim (loc, what, Some using, depth, idents) ->
- let what = disambiguate_term status_ref goal what in
- let using = disambiguate_term status_ref goal using in
- GrafiteAst.Elim (loc, what, Some using, depth, idents)
- | GrafiteAst.Elim (loc, what, None, depth, idents) ->
- let what = disambiguate_term status_ref goal what in
- GrafiteAst.Elim (loc, what, None, depth, idents)
- | GrafiteAst.ElimType (loc, what, Some using, depth, idents) ->
- let what = disambiguate_term status_ref goal what in
- let using = disambiguate_term status_ref goal using in
- GrafiteAst.ElimType (loc, what, Some using, depth, idents)
- | GrafiteAst.ElimType (loc, what, None, depth, idents) ->
- let what = disambiguate_term status_ref goal what in
- GrafiteAst.ElimType (loc, what, None, depth, idents)
- | GrafiteAst.Exists loc -> GrafiteAst.Exists loc
- | GrafiteAst.Fail loc -> GrafiteAst.Fail loc
- | GrafiteAst.Fold (loc,red_kind, term, pattern) ->
- let pattern = disambiguate_pattern status_ref pattern in
- let term = disambiguate_lazy_term status_ref term in
- let red_kind = disambiguate_reduction_kind status_ref red_kind in
- GrafiteAst.Fold (loc, red_kind, term, pattern)
- | GrafiteAst.FwdSimpl (loc, hyp, names) ->
- GrafiteAst.FwdSimpl (loc, hyp, names)
- | GrafiteAst.Fourier loc -> GrafiteAst.Fourier loc
- | GrafiteAst.Generalize (loc,pattern,ident) ->
- let pattern = disambiguate_pattern status_ref pattern in
- GrafiteAst.Generalize (loc,pattern,ident)
- | GrafiteAst.Goal (loc, g) -> GrafiteAst.Goal (loc, g)
- | GrafiteAst.IdTac loc -> GrafiteAst.IdTac loc
- | GrafiteAst.Injection (loc, term) ->
- let term = disambiguate_term status_ref goal term in
- GrafiteAst.Injection (loc,term)
- | GrafiteAst.Intros (loc, num, names) -> GrafiteAst.Intros (loc, num, names)
- | GrafiteAst.LApply (loc, depth, to_what, what, ident) ->
- let f term to_what =
- let term = disambiguate_term status_ref goal term in
- term :: to_what
- in
- let to_what = List.fold_right f to_what [] in
- let what = disambiguate_term status_ref goal what in
- GrafiteAst.LApply (loc, depth, to_what, what, ident)
- | GrafiteAst.Left loc -> GrafiteAst.Left loc
- | GrafiteAst.LetIn (loc, term, name) ->
- let term = disambiguate_term status_ref goal term in
- GrafiteAst.LetIn (loc,term,name)
- | GrafiteAst.Reduce (loc, red_kind, pattern) ->
- let pattern = disambiguate_pattern status_ref pattern in
- let red_kind = disambiguate_reduction_kind status_ref red_kind in
- GrafiteAst.Reduce(loc, red_kind, pattern)
- | GrafiteAst.Reflexivity loc -> GrafiteAst.Reflexivity loc
- | GrafiteAst.Replace (loc, pattern, with_what) ->
- let pattern = disambiguate_pattern status_ref pattern in
- let with_what = disambiguate_lazy_term status_ref with_what in
- GrafiteAst.Replace (loc, pattern, with_what)
- | GrafiteAst.Rewrite (loc, dir, t, pattern) ->
- let term = disambiguate_term status_ref goal t in
- let pattern = disambiguate_pattern status_ref pattern in
- GrafiteAst.Rewrite (loc, dir, term, pattern)
- | GrafiteAst.Right loc -> GrafiteAst.Right loc
- | GrafiteAst.Ring loc -> GrafiteAst.Ring loc
- | GrafiteAst.Split loc -> GrafiteAst.Split loc
- | GrafiteAst.Symmetry loc -> GrafiteAst.Symmetry loc
- | GrafiteAst.Transitivity (loc, term) ->
- let cic = disambiguate_term status_ref goal term in
- GrafiteAst.Transitivity (loc, cic)
- in
- status_ref, tactic
-
-let reorder_metasenv start refine tactic goals current_goal always_opens_a_goal=
- let module PEH = ProofEngineHelpers in
-(* let print_m name metasenv =
- prerr_endline (">>>>> " ^ name);
- prerr_endline (CicMetaSubst.ppmetasenv [] metasenv)
- in *)
- (* phase one calculates:
- * new_goals_from_refine: goals added by refine
- * head_goal: the first goal opened by ythe tactic
- * other_goals: other goals opened by the tactic
- *)
- let new_goals_from_refine = PEH.compare_metasenvs start refine in
- let new_goals_from_tactic = PEH.compare_metasenvs refine tactic in
- let head_goal, other_goals, goals =
- match goals with
- | [] -> None,[],goals
- | hd::tl ->
- (* assert (List.mem hd new_goals_from_tactic);
- * invalidato dalla goal_tac
- * *)
- Some hd, List.filter ((<>) hd) new_goals_from_tactic, List.filter ((<>)
- hd) goals
- in
- let produced_goals =
- match head_goal with
- | None -> new_goals_from_refine @ other_goals
- | Some x -> x :: new_goals_from_refine @ other_goals
- in
- (* extract the metas generated by refine and tactic *)
- let metas_for_tactic_head =
- match head_goal with
- | None -> []
- | Some head_goal -> List.filter (fun (n,_,_) -> n = head_goal) tactic in
- let metas_for_tactic_goals =
- List.map
- (fun x -> List.find (fun (metano,_,_) -> metano = x) tactic)
- goals
- in
- let metas_for_refine_goals =
- List.filter (fun (n,_,_) -> List.mem n new_goals_from_refine) tactic in
- let produced_metas, goals =
- let produced_metas =
- if always_opens_a_goal then
- metas_for_tactic_head @ metas_for_refine_goals @
- metas_for_tactic_goals
- else begin
-(* print_m "metas_for_refine_goals" metas_for_refine_goals;
- print_m "metas_for_tactic_head" metas_for_tactic_head;
- print_m "metas_for_tactic_goals" metas_for_tactic_goals; *)
- metas_for_refine_goals @ metas_for_tactic_head @
- metas_for_tactic_goals
- end
- in
- let goals = List.map (fun (metano, _, _) -> metano) produced_metas in
- produced_metas, goals
- in
- (* residual metas, preserving the original order *)
- let before, after =
- let rec split e =
- function
- | [] -> [],[]
- | (metano, _, _) :: tl when metano = e ->
- [], List.map (fun (x,_,_) -> x) tl
- | (metano, _, _) :: tl -> let b, a = split e tl in metano :: b, a
- in
- let find n metasenv =
- try
- Some (List.find (fun (metano, _, _) -> metano = n) metasenv)
- with Not_found -> None
- in
- let extract l =
- List.fold_right
- (fun n acc ->
- match find n tactic with
- | Some x -> x::acc
- | None -> acc
- ) l [] in
- let before_l, after_l = split current_goal start in
- let before_l =
- List.filter (fun x -> not (List.mem x produced_goals)) before_l in
- let after_l =
- List.filter (fun x -> not (List.mem x produced_goals)) after_l in
- let before = extract before_l in
- let after = extract after_l in
- before, after
- in
-(* |+ DEBUG CODE +|
- print_m "BEGIN" start;
- prerr_endline ("goal was: " ^ string_of_int current_goal);
- prerr_endline ("and metas from refine are:");
- List.iter
- (fun t -> prerr_string (" " ^ string_of_int t))
- new_goals_from_refine;
- prerr_endline "";
- print_m "before" before;
- print_m "metas_for_tactic_head" metas_for_tactic_head;
- print_m "metas_for_refine_goals" metas_for_refine_goals;
- print_m "metas_for_tactic_goals" metas_for_tactic_goals;
- print_m "produced_metas" produced_metas;
- print_m "after" after;
-|+ FINE DEBUG CODE +| *)
- before @ produced_metas @ after, goals
-
-(* maybe we only need special cases for apply and goal *)
-let classify_tactic tactic =
- match tactic with
- (* tactics that can't close the goal (return a goal we want to "select") *)
- | GrafiteAst.Rewrite _
- | GrafiteAst.Split _
- | GrafiteAst.Replace _
- | GrafiteAst.Reduce _
- | GrafiteAst.Injection _
- | GrafiteAst.IdTac _
- | GrafiteAst.Generalize _
- | GrafiteAst.Elim _
- | GrafiteAst.Cut _
- | GrafiteAst.Decompose _ -> true, true
- (* tactics we don't want to reorder goals. I think only Goal needs this. *)
- | GrafiteAst.Goal _ -> false, true
- (* tactics like apply *)
- | _ -> true, false
-
-let apply_tactic tactic (status, goal) =
-(* prerr_endline "apply_tactic"; *)
-(* prerr_endline (Continuationals.Stack.pp (MatitaTypes.get_stack status)); *)
- let starting_metasenv = MatitaTypes.get_proof_metasenv status in
- let before = List.map (fun g, _, _ -> g) starting_metasenv in
-(* prerr_endline "disambiguate"; *)
- let status_ref, tactic = disambiguate_tactic status goal tactic in
- let metasenv_after_refinement = MatitaTypes.get_proof_metasenv !status_ref in
- let proof = MatitaTypes.get_current_proof !status_ref in
- let proof_status = proof, goal in
- let needs_reordering, always_opens_a_goal = classify_tactic tactic in
- let tactic = tactic_of_ast tactic in
- (* apply tactic will change the status pointed by status_ref ... *)
-(* prerr_endline "apply_tactic bassa"; *)
- let (proof, opened) = ProofEngineTypes.apply_tactic tactic proof_status in
- let after = ProofEngineTypes.goals_of_proof proof in
- let opened_goals, closed_goals = Tacticals.goals_diff ~before ~after ~opened in
-(* prerr_endline("before: " ^ String.concat ", " (List.map string_of_int before));
-prerr_endline("after: " ^ String.concat ", " (List.map string_of_int after));
-prerr_endline("opened: " ^ String.concat ", " (List.map string_of_int opened)); *)
-(* prerr_endline("opened_goals: " ^ String.concat ", " (List.map string_of_int opened_goals));
-prerr_endline("closed_goals: " ^ String.concat ", " (List.map string_of_int closed_goals)); *)
- let proof, opened_goals =
- if needs_reordering then begin
- let uri, metasenv_after_tactic, t, ty = proof in
-(* prerr_endline ("goal prima del riordino: " ^ String.concat " " (List.map string_of_int (ProofEngineTypes.goals_of_proof proof))); *)
- let reordered_metasenv, opened_goals =
- reorder_metasenv
- starting_metasenv
- metasenv_after_refinement metasenv_after_tactic
- opened goal always_opens_a_goal
- in
- let proof' = uri, reordered_metasenv, t, ty in
-(* prerr_endline ("goal dopo il riordino: " ^ String.concat " " (List.map string_of_int (ProofEngineTypes.goals_of_proof proof'))); *)
- proof', opened_goals
- end
- else
- proof, opened_goals
- in
- let incomplete_proof =
- match !status_ref.proof_status with
- | Incomplete_proof p -> p
- | _ -> assert false
- in
- { !status_ref with proof_status =
- Incomplete_proof { incomplete_proof with proof = proof } },
- opened_goals, closed_goals
-
-module MatitaStatus =
-struct
- type input_status = MatitaTypes.status * ProofEngineTypes.goal
-
- type output_status =
- MatitaTypes.status * ProofEngineTypes.goal list * ProofEngineTypes.goal list
-
- type tactic = input_status -> output_status
-
- let id_tactic = apply_tactic (GrafiteAst.IdTac DisambiguateTypes.dummy_floc)
- let mk_tactic tac = tac
- let apply_tactic tac = tac
- let goals (_, opened, closed) = opened, closed
- let set_goals (opened, closed) (status, _, _) = (status, opened, closed)
- let get_stack (status, _) = MatitaTypes.get_stack status
-
- let set_stack stack (status, opened, closed) =
- MatitaTypes.set_stack stack status, opened, closed
-
- let inject (status, _) = (status, [], [])
- let focus goal (status, _, _) = (status, goal)
-end
-
-module MatitaTacticals = Tacticals.Make (MatitaStatus)
-
-let eval_tactical status tac =
- let rec tactical_of_ast l tac =
- match tac with
- | GrafiteAst.Tactic (loc, tactic) ->
- MatitaTacticals.tactic (MatitaStatus.mk_tactic (apply_tactic tactic))
- | GrafiteAst.Seq (loc, tacticals) -> (* tac1; tac2; ... *)
- assert (l > 0);
- MatitaTacticals.seq ~tactics:(List.map (tactical_of_ast (l+1)) tacticals)
- | GrafiteAst.Do (loc, n, tactical) ->
- MatitaTacticals.do_tactic ~n ~tactic:(tactical_of_ast (l+1) tactical)
- | GrafiteAst.Repeat (loc, tactical) ->
- MatitaTacticals.repeat_tactic ~tactic:(tactical_of_ast (l+1) tactical)
- | GrafiteAst.Then (loc, tactical, tacticals) -> (* tac; [ tac1 | ... ] *)
- assert (l > 0);
- MatitaTacticals.thens ~start:(tactical_of_ast (l+1) tactical)
- ~continuations:(List.map (tactical_of_ast (l+1)) tacticals)
- | GrafiteAst.First (loc, tacticals) ->
- MatitaTacticals.first
- ~tactics:(List.map (fun t -> "", tactical_of_ast (l+1) t) tacticals)
- | GrafiteAst.Try (loc, tactical) ->
- MatitaTacticals.try_tactic ~tactic:(tactical_of_ast (l+1) tactical)
- | GrafiteAst.Solve (loc, tacticals) ->
- MatitaTacticals.solve_tactics
- ~tactics:(List.map (fun t -> "", tactical_of_ast (l+1) t) tacticals)
-
- | GrafiteAst.Skip loc -> MatitaTacticals.skip
- | GrafiteAst.Dot loc -> MatitaTacticals.dot
- | GrafiteAst.Semicolon loc -> MatitaTacticals.semicolon
- | GrafiteAst.Branch loc -> MatitaTacticals.branch
- | GrafiteAst.Shift loc -> MatitaTacticals.shift
- | GrafiteAst.Pos (loc, i) -> MatitaTacticals.pos i
- | GrafiteAst.Merge loc -> MatitaTacticals.merge
- | GrafiteAst.Focus (loc, goals) -> MatitaTacticals.focus goals
- | GrafiteAst.Unfocus loc -> MatitaTacticals.unfocus
- in
- let status, _, _ = tactical_of_ast 0 tac (status, ~-1) in
- let status = (* is proof completed? *)
- match status.proof_status with
- | Incomplete_proof { stack = stack; proof = proof }
- when Continuationals.Stack.is_empty stack ->
- { status with proof_status = Proof proof }
- | _ -> status
- in
- status
-
-let eval_coercion status coercion =
- let coer_uri,coer_ty =
- match coercion with
- | Cic.Const (uri,_)
- | Cic.Var (uri,_) ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match o with
- | Cic.Constant (_,_,ty,_,_)
- | Cic.Variable (_,_,ty,_,_) ->
- uri,ty
- | _ -> assert false)
- | Cic.MutConstruct (uri,t,c,_) ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match o with
- | Cic.InductiveDefinition (l,_,_,_) ->
- let (_,_,_,cl) = List.nth l t in
- let (_,cty) = List.nth cl c in
- uri,cty
- | _ -> assert false)
- | _ -> assert false
- in
- (* we have to get the source and the tgt type uri
- * in Coq syntax we have already their names, but
- * since we don't support Funclass and similar I think
- * all the coercion should be of the form
- * (A:?)(B:?)T1->T2
- * So we should be able to extract them from the coercion type
- *)
- let extract_last_two_p ty =
- let rec aux = function
- | Cic.Prod( _, src, Cic.Prod (n,t1,t2)) -> aux (Cic.Prod(n,t1,t2))
- | Cic.Prod( _, src, tgt) -> src, tgt
- | _ -> assert false
- in
- aux ty
- in
- let ty_src,ty_tgt = extract_last_two_p coer_ty in
- let context = [] in
- let src_uri = CoercDb.coerc_carr_of_term (CicReduction.whd context ty_src) in
- let tgt_uri = CoercDb.coerc_carr_of_term (CicReduction.whd context ty_tgt) in
- let new_coercions =
- CoercGraph.close_coercion_graph src_uri tgt_uri coer_uri in
- let status =
- List.fold_left (fun s (uri,o,_) ->
- let status = MatitaSync.add_obj uri o status in
- {status with coercions = uri :: status.coercions})
- status new_coercions in
- let status = {status with coercions = coer_uri :: status.coercions} in
- let statement_of name =
- GrafiteAst.Coercion (DisambiguateTypes.dummy_floc,
- (CicNotationPt.Ident (name, None)))
- in
- let moo_content =
- statement_of (UriManager.name_of_uri coer_uri) ::
- (List.map
- (fun (uri, _, _) ->
- statement_of (UriManager.name_of_uri uri))
- new_coercions)
- in
- let status = add_moo_content moo_content status in
- { status with proof_status = No_proof }
-
-let generate_elimination_principles uri status =
- let status' = ref status in
- let elim sort =
- try
- let uri,obj = CicElim.elim_of ~sort uri 0 in
- status' := MatitaSync.add_obj uri obj !status'
- with CicElim.Can_t_eliminate -> ()
- in
- try
- List.iter elim [ Cic.Prop; Cic.Set; (Cic.Type (CicUniv.fresh ())) ];
- !status'
- with exn ->
- MatitaSync.time_travel ~present:!status' ~past:status;
- raise exn
-
-let generate_projections uri fields status =
- let projections = CicRecord.projections_of uri fields in
- List.fold_left
- (fun status (uri, name, bo) ->
- try
- let ty, ugraph =
- CicTypeChecker.type_of_aux' [] [] bo CicUniv.empty_ugraph in
- let attrs = [`Class `Projection; `Generated] in
- let obj = Cic.Constant (name,Some bo,ty,[],attrs) in
- MatitaSync.add_obj uri obj status
- with
- CicTypeChecker.TypeCheckerFailure s ->
- MatitaLog.message
- ("Unable to create projection " ^ name ^ " cause: " ^ (Lazy.force s));
- status
- | CicEnvironment.Object_not_found uri ->
- let depend = UriManager.name_of_uri uri in
- MatitaLog.message
- ("Unable to create projection " ^ name ^ " because it requires " ^ depend);
- status
- ) status projections
-
-(* to avoid a long list of recursive functions *)
-let eval_from_moo_ref = ref (fun _ _ _ -> assert false);;
-
-let disambiguate_obj status obj =
- let uri =
- match obj with
- GrafiteAst.Inductive (_,(name,_,_,_)::_)
- | GrafiteAst.Record (_,name,_,_) ->
- Some (UriManager.uri_of_string (MatitaTypes.qualify status name ^ ".ind"))
- | GrafiteAst.Inductive _ -> assert false
- | GrafiteAst.Theorem _ -> None in
- let (diff, metasenv, cic, _) =
- singleton
- (MatitaDisambiguator.disambiguate_obj ~dbd:(MatitaDb.instance ())
- ~aliases:status.aliases ~universe:(Some status.multi_aliases) ~uri obj)
- in
- let proof_status =
- match status.proof_status with
- | No_proof -> Intermediate metasenv
- | Incomplete_proof _
- | Proof _ -> command_error "imbricated proofs not allowed"
- | Intermediate _ -> assert false
- in
- let status = { status with proof_status = proof_status } in
- let status = MatitaSync.set_proof_aliases status diff in
- status, cic
-
-let disambiguate_command status =
- function
- | GrafiteAst.Alias _
- | GrafiteAst.Default _
- | GrafiteAst.Drop _
- | GrafiteAst.Dump _
- | GrafiteAst.Include _
- | GrafiteAst.Interpretation _
- | GrafiteAst.Metadata _
- | GrafiteAst.Notation _
- | GrafiteAst.Qed _
- | GrafiteAst.Render _
- | GrafiteAst.Set _ as cmd ->
- status,cmd
- | GrafiteAst.Coercion (loc, term) ->
- let status_ref = ref status in
- let term = disambiguate_term ~context:[] status_ref ~-1 term in
- !status_ref, GrafiteAst.Coercion (loc,term)
- | GrafiteAst.Obj (loc,obj) ->
- let status,obj = disambiguate_obj status obj in
- status, GrafiteAst.Obj (loc,obj)
-
-let make_absolute paths path =
- if path = "coq.ma" then path
- else
- let rec aux = function
- | [] -> ignore (Unix.stat path); path
- | p :: tl ->
- let path = p ^ "/" ^ path in
- try
- ignore (Unix.stat path); path
- with Unix.Unix_error _ -> aux tl
- in
- try
- aux paths
- with Unix.Unix_error _ as exc -> raise (UnableToInclude path)
-;;
-
-let eval_command opts status cmd =
- let status,cmd = disambiguate_command status cmd in
- let cmd,notation_ids' = CicNotation.process_notation cmd in
- let status =
- { status with notation_ids = notation_ids' @ status.notation_ids }
- in
- match cmd with
- | GrafiteAst.Default (loc, what, uris) as cmd ->
- LibraryObjects.set_default what uris;
- add_moo_content [cmd] status
- | GrafiteAst.Include (loc, path) ->
- let absolute_path = make_absolute opts.include_paths path in
- let moopath = MatitacleanLib.obj_file_of_script absolute_path in
- let status = ref status in
- if not (Sys.file_exists moopath) then
- raise (IncludedFileNotCompiled moopath);
- !eval_from_moo_ref status moopath (fun _ _ -> ());
- !status
- | GrafiteAst.Metadata (loc, m) ->
- (match m with
- | GrafiteAst.Dependency uri -> MatitaTypes.add_moo_metadata [m] status
- | GrafiteAst.Baseuri _ -> status)
- | GrafiteAst.Set (loc, name, value) ->
- let status =
- if name = "baseuri" then begin
- let value =
- let v = MatitaMisc.strip_trailing_slash value in
- try
- ignore (String.index v ' ');
- command_error "baseuri can't contain spaces"
- with Not_found -> v
- in
- if not (MatitaMisc.is_empty value) && opts.clean_baseuri then begin
- MatitaLog.warn ("baseuri " ^ value ^ " is not empty");
- MatitaLog.message ("cleaning baseuri " ^ value);
- MatitacleanLib.clean_baseuris [value]
- end;
- add_moo_metadata [GrafiteAst.Baseuri value] status
- end else
- status
- in
- set_option status name value
- | GrafiteAst.Drop loc -> raise Drop
- | GrafiteAst.Qed loc ->
- let uri, metasenv, bo, ty =
- match status.proof_status with
- | Proof (Some uri, metasenv, body, ty) ->
- uri, metasenv, body, ty
- | Proof (None, metasenv, body, ty) ->
- command_error
- ("Someone allows to start a thm without giving the "^
- "name/uri. This should be fixed!")
- | _-> command_error "You can't Qed an incomplete theorem"
- in
- let suri = UriManager.string_of_uri uri in
- if metasenv <> [] then
- command_error "Proof not completed! metasenv is not empty!";
- let name = UriManager.name_of_uri uri in
- let obj = Cic.Constant (name,Some bo,ty,[],[]) in
- MatitaSync.add_obj uri obj status
- | GrafiteAst.Coercion (loc, coercion) -> eval_coercion status coercion
- | GrafiteAst.Alias (loc, spec) ->
- let diff =
- (*CSC: Warning: this code should be factorized with the corresponding
- code in DisambiguatePp *)
- match spec with
- | GrafiteAst.Ident_alias (id,uri) ->
- [DisambiguateTypes.Id id,
- (uri,(fun _ _ _-> CicUtil.term_of_uri(UriManager.uri_of_string uri)))]
- | GrafiteAst.Symbol_alias (symb, instance, desc) ->
- [DisambiguateTypes.Symbol (symb,instance),
- DisambiguateChoices.lookup_symbol_by_dsc symb desc]
- | GrafiteAst.Number_alias (instance,desc) ->
- [DisambiguateTypes.Num instance,
- DisambiguateChoices.lookup_num_by_dsc desc]
- in
- MatitaSync.set_proof_aliases status diff
- | GrafiteAst.Render _ -> assert false (* ZACK: to be removed *)
- | GrafiteAst.Dump _ -> assert false (* ZACK: to be removed *)
- | GrafiteAst.Interpretation (_, dsc, (symbol, _), cic_appl_pattern) as stm ->
- let status = add_moo_content [stm] status in
- let uris =
- List.map
- (fun uri -> GrafiteAst.Dependency (UriManager.buri_of_uri uri))
- (CicNotationUtil.find_appl_pattern_uris cic_appl_pattern)
- in
- let diff =
- [DisambiguateTypes.Symbol (symbol, 0),
- DisambiguateChoices.lookup_symbol_by_dsc symbol dsc]
- in
- let status = MatitaSync.set_proof_aliases status diff in
- let status = MatitaTypes.add_moo_metadata uris status in
- status
- | GrafiteAst.Notation _ as stm -> add_moo_content [stm] status
- | GrafiteAst.Obj (loc,obj) ->
- let ext,name =
- match obj with
- Cic.Constant (name,_,_,_,_)
- | Cic.CurrentProof (name,_,_,_,_,_) -> ".con",name
- | Cic.InductiveDefinition (types,_,_,_) ->
- ".ind",
- (match types with (name,_,_,_)::_ -> name | _ -> assert false)
- | _ -> assert false in
- let uri =
- UriManager.uri_of_string (MatitaTypes.qualify status name ^ ext)
- in
- let metasenv = MatitaTypes.get_proof_metasenv status in
- match obj with
- | Cic.CurrentProof (_,metasenv',bo,ty,_,_) ->
- let name = UriManager.name_of_uri uri in
- if not(CicPp.check name ty) then
- MatitaLog.error ("Bad name: " ^ name);
- if opts.do_heavy_checks then
- begin
- let dbd = MatitaDb.instance () in
- let similar = MetadataQuery.match_term ~dbd ty in
- let similar_len = List.length similar in
- if similar_len> 30 then
- (MatitaLog.message
- ("Duplicate check will compare your theorem with " ^
- string_of_int similar_len ^
- " theorems, this may take a while."));
- let convertible =
- List.filter (
- fun u ->
- let t = CicUtil.term_of_uri u in
- let ty',g =
- CicTypeChecker.type_of_aux'
- metasenv' [] t CicUniv.empty_ugraph
- in
- fst(CicReduction.are_convertible [] ty' ty g))
- similar
- in
- (match convertible with
- | [] -> ()
- | x::_ ->
- MatitaLog.warn
- ("Theorem already proved: " ^ UriManager.string_of_uri x ^
- "\nPlease use a variant."));
- end;
- assert (metasenv = metasenv');
- let goalno =
- match metasenv' with (goalno,_,_)::_ -> goalno | _ -> assert false
- in
- let initial_proof = (Some uri, metasenv, bo, ty) in
- let initial_stack = Continuationals.Stack.of_metasenv metasenv in
- { status with proof_status =
- Incomplete_proof { proof = initial_proof; stack = initial_stack } }
- | _ ->
- if metasenv <> [] then
- command_error (
- "metasenv not empty while giving a definition with body: " ^
- CicMetaSubst.ppmetasenv [] metasenv);
- let status' = ref status in
- (try
- status' := MatitaSync.add_obj uri obj !status';
- (match obj with
- | Cic.Constant _ -> ()
- | Cic.InductiveDefinition (_,_,_,attrs) ->
- status' := generate_elimination_principles uri !status';
- let rec get_record_attrs =
- function
- | [] -> None
- | (`Class (`Record fields))::_ -> Some fields
- | _::tl -> get_record_attrs tl
- in
- (match get_record_attrs attrs with
- | None -> () (* not a record *)
- | Some fields ->
- status' := generate_projections uri fields !status')
- | Cic.CurrentProof _
- | Cic.Variable _ -> assert false);
- !status'
- with exn ->
- MatitaSync.time_travel ~present:!status' ~past:status;
- raise exn)
-
-let eval_executable opts status ex =
- match ex with
- | GrafiteAst.Tactical (_, tac, None) -> eval_tactical status tac
- | GrafiteAst.Tactical (_, tac, Some punct) ->
- let status = eval_tactical status tac in
- eval_tactical status punct
- | GrafiteAst.Command (_, cmd) -> eval_command opts status cmd
- | GrafiteAst.Macro (_, mac) ->
- command_error (sprintf "The macro %s can't be in a script"
- (GrafiteAstPp.pp_macro_ast mac))
-
-let eval_comment status c = status
-
-let eval_ast
- ?(do_heavy_checks=false) ?(include_paths=[]) ?(clean_baseuri=true) status st
-=
- let opts = {
- do_heavy_checks = do_heavy_checks ;
- include_paths = include_paths;
- clean_baseuri = clean_baseuri }
- in
- match st with
- | GrafiteAst.Executable (_,ex) -> eval_executable opts status ex
- | GrafiteAst.Comment (_,c) -> eval_comment status c
-
-let eval_from_moo ?do_heavy_checks ?include_paths ?clean_baseuri status fname cb
-=
- let ast_of_cmd cmd =
- GrafiteAst.Executable (DisambiguateTypes.dummy_floc,
- GrafiteAst.Command (DisambiguateTypes.dummy_floc,
- (GrafiteAst.reash_cmd_uris cmd)))
- in
- let moo, metadata = MatitaMoo.load_moo fname in
- List.iter
- (fun ast ->
- let ast = ast_of_cmd ast in
- cb !status ast;
- status :=
- eval_ast ?do_heavy_checks ?include_paths ?clean_baseuri !status ast)
- moo;
- List.iter
- (fun m ->
- let ast =
- ast_of_cmd (GrafiteAst.Metadata (DisambiguateTypes.dummy_floc, m))
- in
- cb !status ast;
- status :=
- eval_ast ?do_heavy_checks ?include_paths ?clean_baseuri !status ast)
- metadata
-
-let eval_from_stream
- ?do_heavy_checks ?include_paths ?clean_baseuri status str cb
-=
- try
- while true do
- let ast = GrafiteParser.parse_statement str in
- cb !status ast;
- status :=
- eval_ast ?do_heavy_checks ?include_paths ?clean_baseuri !status ast
- done
- with End_of_file -> ()
-
-(* to avoid a long list of recursive functions *)
-let _ = eval_from_moo_ref := eval_from_moo
-
-let eval_from_stream_greedy
- ?do_heavy_checks ?include_paths ?clean_baseuri status str cb
-=
- while true do
- print_string "matita> ";
- flush stdout;
- let ast = GrafiteParser.parse_statement str in
- cb !status ast;
- status := eval_ast ?do_heavy_checks ?include_paths ?clean_baseuri !status ast
- done
-;;
-
-let eval_string ?do_heavy_checks ?include_paths ?clean_baseuri status str =
- eval_from_stream
- ?do_heavy_checks ?include_paths ?clean_baseuri status
- (Ulexing.from_utf8_string str) (fun _ _ -> ())
-
-let default_options () =
-(*
- let options =
- StringMap.add "baseuri"
- (String
- (Helm_registry.get "matita.baseuri" ^ Helm_registry.get "matita.owner"))
- no_options
- in
-*)
- let options =
- StringMap.add "basedir"
- (String (Helm_registry.get "matita.basedir"))
- no_options
- in
- options
-
-let initial_status =
- lazy {
- aliases = DisambiguateTypes.Environment.empty;
- multi_aliases = DisambiguateTypes.Environment.empty;
- moo_content_rev = [], [];
- proof_status = No_proof;
- options = default_options ();
- objects = [];
- coercions = [];
- notation_ids = [];
- }
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Drop
-exception UnableToInclude of string
-exception IncludedFileNotCompiled of string
-
-(* heavy checks slow down the compilation process but give you some interesting
- * infos like if the theorem is a duplicate *)
-val eval_string:
- ?do_heavy_checks:bool ->
- ?include_paths:string list ->
- ?clean_baseuri:bool ->
- MatitaTypes.status ref -> string -> unit
-
-val eval_from_stream:
- ?do_heavy_checks:bool ->
- ?include_paths:string list ->
- ?clean_baseuri:bool ->
- MatitaTypes.status ref -> Ulexing.lexbuf ->
- (MatitaTypes.status -> GrafiteParser.statement -> unit) ->
- unit
-
-val eval_from_stream_greedy:
- ?do_heavy_checks:bool ->
- ?include_paths:string list ->
- ?clean_baseuri:bool ->
- MatitaTypes.status ref-> Ulexing.lexbuf ->
- (MatitaTypes.status -> GrafiteParser.statement -> unit) ->
- unit
-
-val eval_ast:
- ?do_heavy_checks:bool ->
- ?include_paths:string list ->
- ?clean_baseuri:bool ->
- MatitaTypes.status ->
- GrafiteParser.statement ->
- MatitaTypes.status
-
-val initial_status: MatitaTypes.status lazy_t
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let to_string =
- function
- | MatitaTypes.Option_error ("baseuri", "not found" ) ->
- "Baseuri not set for this script. "
- ^ "Use 'set \"baseuri\" \"<uri>\".' to set it."
- | MatitaTypes.Command_error msg -> "Error: " ^ msg
- | CicNotationParser.Parse_error (floc,err) ->
- let (x, y) = CicNotationPt.loc_of_floc floc in
- sprintf "Parse error at %d-%d: %s" x y err
- | UriManager.IllFormedUri uri -> sprintf "invalid uri: %s" uri
- | CicEnvironment.Object_not_found uri ->
- sprintf "object not found: %s" (UriManager.string_of_uri uri)
- | Unix.Unix_error (code, api, param) ->
- let err = Unix.error_message code in
- "Unix Error (" ^ api ^ "): " ^ err
- | MatitaMoo.Corrupt_moo fname ->
- sprintf ".moo file '%s' is corrupt (shorter than expected)" fname
- | MatitaMoo.Checksum_failure fname ->
- sprintf "checksum failed for .moo file '%s', please recompile it'" fname
- | MatitaMoo.Version_mismatch fname ->
- sprintf
- (".moo file '%s' has been compiled by a different version of matita, "
- ^^ "please recompile it")
- fname
- | ProofEngineTypes.Fail msg -> "Tactic error: " ^ Lazy.force msg
- | Continuationals.Error s -> "Tactical error: " ^ Lazy.force s
- | CicTypeChecker.TypeCheckerFailure msg ->
- "Type checking error: " ^ Lazy.force msg
- | CicTypeChecker.AssertFailure msg ->
- "Type checking assertion failed: " ^ Lazy.force msg
- | MatitaDisambiguator.DisambiguationError errorll ->
- let rec aux n =
- function
- [] -> ""
- | phase::tl ->
- aux (n+1) tl ^
- "***** Errors obtained during phase " ^ string_of_int n ^": *****\n"^
- String.concat "\n\n"
- (List.map (fun msg -> "*Error: " ^ Lazy.force msg) phase) ^
- "\n\n\n"
- in
- "********** DISAMBIGUATION ERRORS: **********\n" ^
- aux 1 errorll
- | exn -> "Uncaught exception: " ^ Printexc.to_string exn
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val to_string: exn -> string
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception PopupClosed
-open Printf
-
-open MatitaTypes
-
-let wrap_callback f = f
-
-let connect_button (button: #GButton.button) callback =
- ignore (button#connect#clicked (wrap_callback callback))
-
-let connect_toggle_button (button: #GButton.toggle_button) callback =
- ignore (button#connect#toggled (wrap_callback callback))
-
-let connect_menu_item (menu_item: #GMenu.menu_item) callback =
- ignore (menu_item#connect#activate (wrap_callback callback))
-
-let connect_key (ev:GObj.event_ops) ?(modifiers = []) ?(stop = false) key
- callback
-=
- ignore (ev#connect#key_press (fun key' ->
- let modifiers' = GdkEvent.Key.state key' in
- (match key' with
- | key' when GdkEvent.Key.keyval key' = key
- && List.for_all (fun m -> List.mem m modifiers') modifiers ->
- callback ();
- stop
- | _ -> false)))
-
-let toggle_widget_visibility ~(widget: GObj.widget)
- ~(check: GMenu.check_menu_item)
-=
- ignore (check#connect#toggled (fun _ ->
- if check#active then widget#misc#show () else widget#misc#hide ()))
-
-let toggle_window_visibility ~(window: GWindow.window)
- ~(check: GMenu.check_menu_item)
-=
- ignore (check#connect#toggled (fun _ ->
- if check#active then window#show () else window#misc#hide ()));
- ignore (window#event#connect#delete (fun _ ->
- window#misc#hide ();
- check#set_active false;
- true))
-
-let toggle_win ?(check: GMenu.check_menu_item option) (win: GWindow.window) () =
- if win#is_active then win#misc#hide () else win#show ();
- match check with
- | None -> ()
- | Some check -> check#set_active (not check#active)
-
-let toggle_callback ~callback ~(check: GMenu.check_menu_item) =
- ignore (check#connect#toggled (fun _ -> callback check#active))
-
-let add_key_binding key callback (evbox: GBin.event_box) =
- ignore (evbox#event#connect#key_press (function
- | key' when GdkEvent.Key.keyval key' = key ->
- callback ();
- false
- | _ -> false))
-
-class multiStringListModel ~cols (tree_view: GTree.view) =
- let column_list = new GTree.column_list in
- let text_columns =
- let rec aux = function
- | 0 -> []
- | n -> column_list#add Gobject.Data.string :: aux (n - 1)
- in
- aux cols
- in
- let list_store = GTree.list_store column_list in
- let renderers =
- List.map
- (fun text_column ->
- (GTree.cell_renderer_text [], ["text", text_column]))
- text_columns
- in
- let view_columns =
- List.map
- (fun renderer -> GTree.view_column ~renderer ())
- renderers
- in
- object (self)
- val text_columns = text_columns
-
- initializer
- tree_view#set_model (Some (list_store :> GTree.model));
- List.iter
- (fun view_column -> ignore (tree_view#append_column view_column))
- view_columns
-
- method list_store = list_store
-
- method easy_mappend slist =
- let tree_iter = list_store#append () in
- List.iter2
- (fun s text_column ->
- list_store#set ~row:tree_iter ~column:text_column s)
- slist text_columns
-
- method easy_minsert pos s =
- let tree_iter = list_store#insert pos in
- List.iter2
- (fun s text_column ->
- list_store#set ~row:tree_iter ~column:text_column s)
- s text_columns
-
- method easy_mselection () =
- List.map
- (fun tree_path ->
- let iter = list_store#get_iter tree_path in
- List.map
- (fun text_column ->
- list_store#get ~row:iter ~column:text_column)
- text_columns)
- tree_view#selection#get_selected_rows
- end
-
-class stringListModel (tree_view: GTree.view) =
- object (self)
- inherit multiStringListModel ~cols:1 tree_view as multi
-
- method list_store = multi#list_store
-
- method easy_append s =
- multi#easy_mappend [s]
-
- method easy_insert pos s =
- multi#easy_minsert pos [s]
-
- method easy_selection () =
- let m = List.map
- (fun tree_path ->
- let iter = self#list_store#get_iter tree_path in
- List.map
- (fun text_column ->
- self#list_store#get ~row:iter ~column:text_column)
- text_columns)
- tree_view#selection#get_selected_rows
- in
- List.map (function [x] -> x | _ -> assert false) m
- end
-
-class taggedStringListModel ~(tags:(string * GdkPixbuf.pixbuf) list)
- (tree_view: GTree.view)
-=
- let column_list = new GTree.column_list in
- let tag_column = column_list#add Gobject.Data.gobject in
- let text_column = column_list#add Gobject.Data.string in
- let list_store = GTree.list_store column_list in
- let text_renderer = (GTree.cell_renderer_text [], ["text", text_column]) in
- let tag_renderer = (GTree.cell_renderer_pixbuf [], ["pixbuf", tag_column]) in
- let text_vcolumn = GTree.view_column ~renderer:text_renderer () in
- let tag_vcolumn = GTree.view_column ~renderer:tag_renderer () in
- let lookup_pixbuf tag =
- try List.assoc tag tags with Not_found -> assert false
- in
- object (self)
- initializer
- tree_view#set_model (Some (list_store :> GTree.model));
- ignore (tree_view#append_column tag_vcolumn);
- ignore (tree_view#append_column text_vcolumn)
-
- method list_store = list_store
-
- method easy_append ~tag s =
- let tree_iter = list_store#append () in
- list_store#set ~row:tree_iter ~column:text_column s;
- list_store#set ~row:tree_iter ~column:tag_column (lookup_pixbuf tag)
-
- method easy_insert pos ~tag s =
- let tree_iter = list_store#insert pos in
- list_store#set ~row:tree_iter ~column:text_column s;
- list_store#set ~row:tree_iter ~column:tag_column (lookup_pixbuf tag)
-
- method easy_selection () =
- List.map
- (fun tree_path ->
- let iter = list_store#get_iter tree_path in
- list_store#get ~row:iter ~column:text_column)
- tree_view#selection#get_selected_rows
- end
-
-class recordModel (tree_view:GTree.view) =
- let cols_list = new GTree.column_list in
- let text_col = cols_list#add Gobject.Data.string in
-(* let combo_col = cols_list#add (Gobject.Data.gobject_by_name "GtkListStore") in *)
- let combo_col = cols_list#add Gobject.Data.int in
- let toggle_col = cols_list#add Gobject.Data.boolean in
- let list_store = GTree.list_store cols_list in
- let text_rend = (GTree.cell_renderer_text [], ["text", text_col]) in
- let combo_rend = GTree.cell_renderer_combo [] in
-(* let combo_rend = (GTree.cell_renderer_combo [], [|+"model", combo_col+|]) in *)
- let toggle_rend =
- (GTree.cell_renderer_toggle [`ACTIVATABLE true], ["active", toggle_col])
- in
- let text_vcol = GTree.view_column ~renderer:text_rend () in
- let combo_vcol = GTree.view_column ~renderer:(combo_rend, []) () in
- let _ =
- combo_vcol#set_cell_data_func combo_rend
- (fun _ _ ->
- prerr_endline "qui";
- let model, col =
- GTree.store_of_list Gobject.Data.string ["a"; "b"; "c"]
- in
- combo_rend#set_properties [
- `MODEL (Some (model :> GTree.model));
- `TEXT_COLUMN col
- ])
- in
- let toggle_vcol = GTree.view_column ~renderer:toggle_rend () in
- object (self)
- initializer
- tree_view#set_model (Some (list_store :> GTree.model));
- ignore (tree_view#append_column text_vcol);
- ignore (tree_view#append_column combo_vcol);
- ignore (tree_view#append_column toggle_vcol)
-
- method list_store = list_store
-
- method easy_append s (combo:int) (toggle:bool) =
- let tree_iter = list_store#append () in
- list_store#set ~row:tree_iter ~column:text_col s;
- list_store#set ~row:tree_iter ~column:combo_col combo;
- list_store#set ~row:tree_iter ~column:toggle_col toggle
- end
-
-class type gui =
- object
- method newUriDialog: unit -> MatitaGeneratedGui.uriChoiceDialog
- method newRecordDialog: unit -> MatitaGeneratedGui.recordChoiceDialog
- method newConfirmationDialog: unit -> MatitaGeneratedGui.confirmationDialog
- method newEmptyDialog: unit -> MatitaGeneratedGui.emptyDialog
- end
-
-let popup_message
- ~title ~message ~buttons ~callback
- ?(message_type=`QUESTION) ?parent ?(use_markup=true)
- ?(destroy_with_parent=true) ?(allow_grow=false) ?(allow_shrink=false)
- ?icon ?(modal=true) ?(resizable=false) ?screen ?type_hint
- ?(position=`CENTER_ON_PARENT) ?wm_name ?wm_class ?border_width ?width
- ?height ?(show=true) ()
-=
- let m =
- GWindow.message_dialog
- ~message ~use_markup ~message_type ~buttons ?parent ~destroy_with_parent
- ~title ~allow_grow ~allow_shrink ?icon ~modal ~resizable ?screen
- ?type_hint ~position ?wm_name ?wm_class ?border_width ?width ?height
- ~show ()
- in
- ignore(m#connect#response
- ~callback:(fun a -> GMain.Main.quit ();callback a));
- ignore(m#connect#close
- ~callback:(fun _ -> GMain.Main.quit ();raise PopupClosed));
- GtkThread.main ();
- m#destroy ()
-
-let popup_message_lowlevel
- ~title ~message ?(no_separator=true) ~callback ~message_type ~buttons
- ?parent ?(destroy_with_parent=true) ?(allow_grow=false) ?(allow_shrink=false)
- ?icon ?(modal=true) ?(resizable=false) ?screen ?type_hint
- ?(position=`CENTER_ON_PARENT) ?wm_name ?wm_class ?border_width ?width
- ?height ?(show=true) ()
-=
- let m =
- GWindow.dialog
- ~no_separator
- ?parent ~destroy_with_parent
- ~title ~allow_grow ~allow_shrink ?icon ~modal ~resizable ?screen
- ?type_hint ~position ?wm_name ?wm_class ?border_width ?width ?height
- ~show:false ()
- in
- let stock =
- match message_type with
- | `WARNING -> `DIALOG_WARNING
- | `INFO -> `DIALOG_INFO
- | `ERROR ->`DIALOG_ERROR
- | `QUESTION -> `DIALOG_QUESTION
- in
- let image = GMisc.image ~stock ~icon_size:`DIALOG () in
- let label = GMisc.label ~markup:message () in
- label#set_line_wrap true;
- let hbox = GPack.hbox ~spacing:10 () in
- hbox#pack ~from:`START ~expand:true ~fill:true (image:>GObj.widget);
- hbox#pack ~from:`START ~expand:true ~fill:true (label:>GObj.widget);
- m#vbox#pack ~from:`START
- ~padding:20 ~expand:true ~fill:true (hbox:>GObj.widget);
- List.iter (fun (x, y) ->
- m#add_button_stock x y;
- if y = `CANCEL then
- m#set_default_response y
- ) buttons;
- ignore(m#connect#response
- ~callback:(fun a -> GMain.Main.quit ();callback a));
- ignore(m#connect#close
- ~callback:(fun _ -> GMain.Main.quit ();callback `POPUPCLOSED));
- if show = true then
- m#show ();
- GtkThread.main ();
- m#destroy ()
-
-
-let ask_confirmation ~title ~message ?parent () =
- let rc = ref `YES in
- let callback =
- function
- | `YES -> rc := `YES
- | `NO -> rc := `NO
- | `CANCEL -> rc := `CANCEL
- | `DELETE_EVENT -> rc := `CANCEL
- | `POPUPCLOSED -> rc := `CANCEL
- in
- let buttons = [`YES,`YES ; `NO,`NO ; `CANCEL,`CANCEL] in
- popup_message_lowlevel
- ~title ~message ~message_type:`WARNING ~callback ~buttons ?parent ();
- !rc
-
-let report_error ~title ~message ?parent () =
- let rc = ref false in
- let callback _ = () in
- let buttons = GWindow.Buttons.ok in
- try
- popup_message
- ~title ~message ~message_type:`ERROR ~callback ~buttons ?parent ()
- with
- | PopupClosed -> ()
-
-
-let ask_text ~(gui:#gui) ?(title = "") ?(message = "") ?(multiline = false)
- ?default ()
-=
- let dialog = gui#newEmptyDialog () in
- dialog#emptyDialog#set_title title;
- dialog#emptyDialogLabel#set_label message;
- let result = ref None in
- let return r =
- result := r;
- dialog#emptyDialog#destroy ();
- GMain.Main.quit ()
- in
- ignore (dialog#emptyDialog#event#connect#delete (fun _ -> true));
- if multiline then begin (* multiline input required: use a TextView widget *)
- let win =
- GBin.scrolled_window ~width:400 ~height:150 ~hpolicy:`NEVER
- ~vpolicy:`ALWAYS ~packing:dialog#emptyDialogVBox#add ()
- in
- let view = GText.view ~wrap_mode:`CHAR ~packing:win#add () in
- let buffer = view#buffer in
- (match default with
- | None -> ()
- | Some text ->
- buffer#set_text text;
- buffer#select_range buffer#start_iter buffer#end_iter);
- view#misc#grab_focus ();
- connect_button dialog#emptyDialogOkButton (fun _ ->
- return (Some (buffer#get_text ())))
- end else begin (* monoline input required: use a TextEntry widget *)
- let entry = GEdit.entry ~packing:dialog#emptyDialogVBox#add () in
- (match default with
- | None -> ()
- | Some text ->
- entry#set_text text;
- entry#select_region ~start:0 ~stop:max_int);
- entry#misc#grab_focus ();
- connect_button dialog#emptyDialogOkButton (fun _ ->
- return (Some entry#text))
- end;
- connect_button dialog#emptyDialogCancelButton (fun _ ->return None);
- dialog#emptyDialog#show ();
- GtkThread.main ();
- (match !result with None -> raise Cancel | Some r -> r)
-
-type combo_status = Free of string | Locked of string
-
-let ask_record_choice ~(gui:#gui) ?(title= "") ?(message = "")
- ~fields ~records ()
-=
- let fields = Array.of_list fields in
- let fields_no = Array.length fields in
- assert (fields_no > 0);
- let dialog = gui#newRecordDialog () in
- dialog#recordChoiceDialog#set_title title;
- dialog#recordChoiceDialogLabel#set_label message;
- let model = new recordModel dialog#recordChoiceTreeView in
- dialog#recordChoiceTreeView#set_headers_visible true;
- let combos =
- Array.init fields_no
- (fun _ -> GTree.store_of_list Gobject.Data.string ["a"; "b"; "c"])
- in
- let (store, col) = combos.(0) in
- store#set ~row:(store#append ()) ~column:col "uno";
- store#set ~row:(store#append ()) ~column:col "due";
- let toggles = Array.init fields_no (fun _ -> false) in
- Array.iteri
- (fun i f -> model#easy_append f i toggles.(i))
- fields;
- let status = Array.map (fun s -> Free s) fields in
- let record_no = ref None in
- let return _ =
- dialog#recordChoiceDialog#destroy ();
- GMain.Main.quit ()
- in
- let fail _ = record_no := None; return () in
- ignore (dialog#recordChoiceDialog#event#connect#delete (fun _ -> true));
- connect_button dialog#recordChoiceOkButton (fun _ ->
- match !record_no with None -> () | Some _ -> return ());
- connect_button dialog#recordChoiceCancelButton fail;
-(* ignore (dialog#recordChoiceTreeView#connect#row_activated (fun path _ ->
- interp_no := Some (model#get_interp_no path);
- return ()));
- let selection = dialog#recordChoiceTreeView#selection in
- ignore (selection#connect#changed (fun _ ->
- match selection#get_selected_rows with
- | [path] -> interp_no := Some (model#get_interp_no path)
- | _ -> assert false)); *)
- dialog#recordChoiceDialog#show ();
- GtkThread.main ();
- (match !record_no with Some n -> n | _ -> raise MatitaTypes.Cancel)
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Gtk helpers} *)
-
- (** given a window and a check menu item it links the two so that the former
- * is only hidden on delete and the latter toggle show/hide of the former *)
-val toggle_window_visibility:
- window:GWindow.window -> check:GMenu.check_menu_item -> unit
-
- (** given a window and a check menu item it links the two so that the former
- * is only hidden on delete and the latter toggle show/hide of the former *)
-val toggle_widget_visibility:
- widget:GObj.widget -> check:GMenu.check_menu_item -> unit
-
-val toggle_callback:
- callback:(bool -> unit) -> check:GMenu.check_menu_item -> unit
-
-val toggle_win:
- ?check:GMenu.check_menu_item -> GWindow.window -> unit -> unit
-
-val add_key_binding: Gdk.keysym -> (unit -> 'a) -> GBin.event_box -> unit
-
-(** Connect a callback to the clicked signal of a button, ignoring its return
- * value *)
-val connect_button: #GButton.button -> (unit -> unit) -> unit
-
-
-(** Connect a callback to the toggled signal of a button, ignoring its return
- * value *)
-val connect_toggle_button: #GButton.toggle_button -> (unit -> unit) -> unit
-
-(** Like connect_button above, but connects a callback to the activate signal of
- * a menu item *)
-val connect_menu_item: #GMenu.menu_item -> (unit -> unit) -> unit
-
- (** connect a unit -> unit callback to a particular key press event. Event can
- * be specified using its keysym and a list of modifiers which must be in
- * effect for the callback to be executed. Further signal processing of other
- * key press events remains unchanged; further signal processing of the
- * specified key press depends on the stop parameter *)
-val connect_key:
- GObj.event_ops ->
- ?modifiers:Gdk.Tags.modifier list ->
- ?stop:bool -> (* stop signal handling when the given key has been pressed?
- * Defaults to false *)
- Gdk.keysym -> (* (= int) the key, see GdkKeysyms.ml *)
- (unit -> unit) -> (* callback *)
- unit
-
- (** n-ary string column list *)
-class multiStringListModel:
- cols:int ->
- GTree.view ->
- object
- method list_store: GTree.list_store (** list_store forwarding *)
-
- method easy_mappend: string list -> unit (** append + set *)
- method easy_minsert: int -> string list -> unit (** insert + set *)
- method easy_mselection: unit -> string list list
- end
-
- (** single string column list *)
-class stringListModel:
- GTree.view ->
- object
- inherit multiStringListModel
-
- method easy_append: string -> unit (** append + set *)
- method easy_insert: int -> string -> unit (** insert + set *)
- method easy_selection: unit -> string list
- end
-
-
- (** as above with Pixbuf associated to each row. Each time an insert is
- * performed a string tag should be specified, the corresponding pixbuf in the
- * tags associative list will be shown on the left of the inserted row *)
-class taggedStringListModel:
- tags:((string * GdkPixbuf.pixbuf) list) ->
- GTree.view ->
- object
- method list_store: GTree.list_store (** list_store forwarding *)
-
- method easy_append: tag:string -> string -> unit
- method easy_insert: int -> tag:string -> string -> unit
- method easy_selection: unit -> string list
- end
-
-(** {2 Matita GUI components} *)
-
-class type gui =
- object (* minimal gui object requirements *)
- method newUriDialog: unit -> MatitaGeneratedGui.uriChoiceDialog
- method newRecordDialog: unit -> MatitaGeneratedGui.recordChoiceDialog
- method newConfirmationDialog: unit -> MatitaGeneratedGui.confirmationDialog
- method newEmptyDialog: unit -> MatitaGeneratedGui.emptyDialog
- end
-
- (** {3 Dialogs}
- * In functions below:
- * @param title window title
- * @param message content of the text label shown to the user *)
-
- (** @param parent to center the window on it *)
-val ask_confirmation:
- title:string -> message:string ->
- ?parent:#GWindow.window_skel ->
- unit ->
- [`YES | `NO | `CANCEL]
-
- (** @param multiline (default: false) if true a TextView widget will be used
- * for prompting the user otherwise a TextEntry widget will be
- * @return the string given by the user *)
-val ask_text:
- gui:#gui ->
- ?title:string -> ?message:string ->
- ?multiline:bool -> ?default:string -> unit ->
- string
-
- (** @param fields field names
- * @param records list of records, each record is a list of [fields] strings
- * @return number of the chosen record, 0 for the first one *)
-val ask_record_choice:
- gui:#gui ->
- ?title:string -> ?message:string ->
- fields:string list -> records:string list list ->
- unit ->
- int
-
-val report_error:
- title:string -> message:string ->
- ?parent:#GWindow.window_skel ->
- unit ->
- unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaGeneratedGui
-open MatitaGtkMisc
-open MatitaMisc
-
-exception Found of int
-
-let gui_instance = ref None
-
-class type browserWin =
- (* this class exists only because GEdit.combo_box_entry is not supported by
- * lablgladecc :-(((( *)
-object
- inherit MatitaGeneratedGui.browserWin
- method browserUri: GEdit.combo_box_entry
-end
-
-class console ~(buffer: GText.buffer) () =
- object (self)
- val error_tag = buffer#create_tag [ `FOREGROUND "red" ]
- val warning_tag = buffer#create_tag [ `FOREGROUND "orange" ]
- val message_tag = buffer#create_tag []
- val debug_tag = buffer#create_tag [ `FOREGROUND "#888888" ]
- method message s = buffer#insert ~iter:buffer#end_iter ~tags:[message_tag] s
- method error s = buffer#insert ~iter:buffer#end_iter ~tags:[error_tag] s
- method warning s = buffer#insert ~iter:buffer#end_iter ~tags:[warning_tag] s
- method debug s = buffer#insert ~iter:buffer#end_iter ~tags:[debug_tag] s
- method clear () =
- buffer#delete ~start:buffer#start_iter ~stop:buffer#end_iter
- method log_callback (tag: MatitaLog.log_tag) s =
- match tag with
- | `Debug -> self#debug (s ^ "\n")
- | `Error -> self#error (s ^ "\n")
- | `Message -> self#message (s ^ "\n")
- | `Warning -> self#warning (s ^ "\n")
- end
-
-let clean_current_baseuri status =
- try
- let baseuri = MatitaTypes.get_string_option status "baseuri" in
- MatitacleanLib.clean_baseuris [baseuri]
- with MatitaTypes.Option_error _ -> ()
-
-let ask_and_save_moo_if_needed parent fname status =
- let save () =
- let moo_fname = MatitacleanLib.obj_file_of_script fname in
- MatitaMoo.save_moo moo_fname status.MatitaTypes.moo_content_rev in
- if (MatitaScript.current ())#eos &&
- status.MatitaTypes.proof_status = MatitaTypes.No_proof
- then
- begin
- let mooname =
- MatitacleanLib.obj_file_of_script fname
- in
- let rc =
- MatitaGtkMisc.ask_confirmation
- ~title:"A .moo can be generated"
- ~message:(Printf.sprintf
- "%s can be generated for %s.\n<i>Should I generate it?</i>"
- (Filename.basename mooname) (Filename.basename fname))
- ~parent ()
- in
- let b =
- match rc with
- | `YES -> true
- | `NO -> false
- | `CANCEL -> raise MatitaTypes.Cancel
- in
- if b then
- save ()
- else
- clean_current_baseuri status
- end
- else
- clean_current_baseuri status
-
-let ask_unsaved parent =
- MatitaGtkMisc.ask_confirmation
- ~parent ~title:"Unsaved work!"
- ~message:("Your work is <b>unsaved</b>!\n\n"^
- "<i>Do you want to save the script before continuing?</i>")
- ()
-
-class gui () =
- (* creation order _is_ relevant for windows placement *)
- let main = new mainWin () in
- let fileSel = new fileSelectionWin () in
- let findRepl = new findReplWin () in
- let develList = new develListWin () in
- let newDevel = new newDevelWin () in
- let keyBindingBoxes = (* event boxes which should receive global key events *)
- [ main#mainWinEventBox ]
- in
- let console = new console ~buffer:main#logTextView#buffer () in
- let (source_view: GSourceView.source_view) =
- GSourceView.source_view
- ~auto_indent:true
- ~insert_spaces_instead_of_tabs:true ~tabs_width:2
- ~margin:80 ~show_margin:true
- ~smart_home_end:true
- ~packing:main#scriptScrolledWin#add
- ()
- in
- let default_font_size =
- Helm_registry.get_opt_default Helm_registry.int
- ~default:BuildTimeConf.default_font_size "matita.font_size"
- in
- let source_buffer = source_view#source_buffer in
- object (self)
- val mutable chosen_file = None
- val mutable _ok_not_exists = false
- val mutable _only_directory = false
- val mutable script_fname = None
- val mutable font_size = default_font_size
- val mutable next_devel_must_contain = None
- val mutable next_ligatures = []
-
- initializer
- (* glade's check widgets *)
- List.iter (fun w -> w#check_widgets ())
- (let c w = (w :> <check_widgets: unit -> unit>) in
- [ c fileSel; c main; c findRepl]);
- (* key bindings *)
- List.iter (* global key bindings *)
- (fun (key, callback) -> self#addKeyBinding key callback)
-(*
- [ GdkKeysyms._F3,
- toggle_win ~check:main#showProofMenuItem proof#proofWin;
- GdkKeysyms._F4,
- toggle_win ~check:main#showCheckMenuItem check#checkWin;
-*)
- [ ];
- (* about win *)
- let parse_txt_file file =
- let ch = open_in (BuildTimeConf.runtime_base_dir ^ "/" ^ file) in
- let l_rev = ref [] in
- try
- while true do
- l_rev := input_line ch :: !l_rev;
- done;
- assert false
- with
- End_of_file ->
- close_in ch;
- List.rev !l_rev in
- let about_dialog =
- GWindow.about_dialog
- ~authors:(parse_txt_file "AUTHORS")
- (*~comments:"comments"*)
- ~copyright:"Copyright (C) 2005, the HELM team"
- ~license:(String.concat "\n" (parse_txt_file "LICENSE"))
- ~logo:(GdkPixbuf.from_file (MatitaMisc.image_path "/matita_medium.png"))
- ~name:"Matita"
- ~version:BuildTimeConf.version
- ~website:"http://helm.cs.unibo.it"
- ()
- in
- connect_menu_item main#aboutMenuItem about_dialog#present;
- (* findRepl win *)
- let show_find_Repl () =
- findRepl#toplevel#misc#show ();
- findRepl#toplevel#misc#grab_focus ()
- in
- let hide_find_Repl () = findRepl#toplevel#misc#hide () in
- let find_forward _ =
- let highlight start end_ =
- source_buffer#move_mark `INSERT ~where:start;
- source_buffer#move_mark `SEL_BOUND ~where:end_;
- source_view#scroll_mark_onscreen `INSERT
- in
- let text = findRepl#findEntry#text in
- let iter = source_buffer#get_iter `SEL_BOUND in
- match iter#forward_search text with
- | None ->
- (match source_buffer#start_iter#forward_search text with
- | None -> ()
- | Some (start,end_) -> highlight start end_)
- | Some (start,end_) -> highlight start end_
- in
- let replace _ =
- let text = findRepl#replaceEntry#text in
- let ins = source_buffer#get_iter `INSERT in
- let sel = source_buffer#get_iter `SEL_BOUND in
- if ins#compare sel < 0 then
- begin
- ignore(source_buffer#delete_selection ());
- source_buffer#insert text
- end
- in
- connect_button findRepl#findButton find_forward;
- connect_button findRepl#findReplButton replace;
- connect_button findRepl#cancelButton (fun _ -> hide_find_Repl ());
- ignore(findRepl#toplevel#event#connect#delete
- ~callback:(fun _ -> hide_find_Repl ();true));
- let safe_undo =
- fun () ->
- (* phase 1: we save the actual status of the marks and we undo *)
- let locked_mark = `MARK ((MatitaScript.current ())#locked_mark) in
- let locked_iter = source_view#buffer#get_iter_at_mark locked_mark in
- let locked_iter_offset = locked_iter#offset in
- let mark2 =
- `MARK
- (source_view#buffer#create_mark ~name:"lock_point"
- ~left_gravity:true locked_iter) in
- source_view#source_buffer#undo ();
- (* phase 2: we save the cursor position and we redo, restoring
- the previous status of all the marks *)
- let cursor_iter = source_view#buffer#get_iter_at_mark `INSERT in
- let mark =
- `MARK
- (source_view#buffer#create_mark ~name:"undo_point"
- ~left_gravity:true cursor_iter)
- in
- source_view#source_buffer#redo ();
- let mark_iter = source_view#buffer#get_iter_at_mark mark in
- let mark2_iter = source_view#buffer#get_iter_at_mark mark2 in
- let mark2_iter = mark2_iter#set_offset locked_iter_offset in
- source_view#buffer#move_mark locked_mark ~where:mark2_iter;
- source_view#buffer#delete_mark mark;
- source_view#buffer#delete_mark mark2;
- (* phase 3: if after the undo the cursor was in the locked area,
- then we move it there again and we perform a goto *)
- if mark_iter#offset < locked_iter_offset then
- begin
- source_view#buffer#move_mark `INSERT ~where:mark_iter;
- (MatitaScript.current ())#goto `Cursor ();
- end;
- (* phase 4: we perform again the undo. This time we are sure that
- the text to undo is not locked *)
- source_view#source_buffer#undo ();
- source_view#misc#grab_focus () in
- let safe_redo =
- fun () ->
- (* phase 1: we save the actual status of the marks, we redo and
- we undo *)
- let locked_mark = `MARK ((MatitaScript.current ())#locked_mark) in
- let locked_iter = source_view#buffer#get_iter_at_mark locked_mark in
- let locked_iter_offset = locked_iter#offset in
- let mark2 =
- `MARK
- (source_view#buffer#create_mark ~name:"lock_point"
- ~left_gravity:true locked_iter) in
- source_view#source_buffer#redo ();
- source_view#source_buffer#undo ();
- (* phase 2: we save the cursor position and we restore
- the previous status of all the marks *)
- let cursor_iter = source_view#buffer#get_iter_at_mark `INSERT in
- let mark =
- `MARK
- (source_view#buffer#create_mark ~name:"undo_point"
- ~left_gravity:true cursor_iter)
- in
- let mark_iter = source_view#buffer#get_iter_at_mark mark in
- let mark2_iter = source_view#buffer#get_iter_at_mark mark2 in
- let mark2_iter = mark2_iter#set_offset locked_iter_offset in
- source_view#buffer#move_mark locked_mark ~where:mark2_iter;
- source_view#buffer#delete_mark mark;
- source_view#buffer#delete_mark mark2;
- (* phase 3: if after the undo the cursor is in the locked area,
- then we move it there again and we perform a goto *)
- if mark_iter#offset < locked_iter_offset then
- begin
- source_view#buffer#move_mark `INSERT ~where:mark_iter;
- (MatitaScript.current ())#goto `Cursor ();
- end;
- (* phase 4: we perform again the redo. This time we are sure that
- the text to redo is not locked *)
- source_view#source_buffer#redo ();
- source_view#misc#grab_focus ()
- in
- connect_menu_item main#undoMenuItem safe_undo;
- ignore(source_view#source_buffer#connect#can_undo
- ~callback:main#undoMenuItem#misc#set_sensitive);
- connect_menu_item main#redoMenuItem safe_redo;
- ignore(source_view#source_buffer#connect#can_redo
- ~callback:main#redoMenuItem#misc#set_sensitive);
- ignore(source_view#connect#after#populate_popup
- ~callback:(fun pre_menu ->
- let menu = new GMenu.menu pre_menu in
- let menuItems = menu#children in
- let undoMenuItem, redoMenuItem =
- match menuItems with
- [undo;redo;sep1;cut;copy;paste;delete;sep2;
- selectall;sep3;inputmethod;insertunicodecharacter] -> undo,redo
- | _ -> assert false in
- let new_undoMenuItem =
- GMenu.image_menu_item
- ~image:(GMisc.image ~stock:`UNDO ())
- ~use_mnemonic:true
- ~label:"_Undo"
- ~packing:(menu#insert ~pos:0) () in
- new_undoMenuItem#misc#set_sensitive
- (undoMenuItem#misc#get_flag `SENSITIVE);
- menu#remove (undoMenuItem :> GMenu.menu_item);
- connect_menu_item new_undoMenuItem safe_undo;
- let new_redoMenuItem =
- GMenu.image_menu_item
- ~image:(GMisc.image ~stock:`REDO ())
- ~use_mnemonic:true
- ~label:"_Redo"
- ~packing:(menu#insert ~pos:1) () in
- new_redoMenuItem#misc#set_sensitive
- (redoMenuItem#misc#get_flag `SENSITIVE);
- menu#remove (redoMenuItem :> GMenu.menu_item);
- connect_menu_item new_redoMenuItem safe_redo));
- let clipboard = GData.clipboard Gdk.Atom.clipboard in
- let text_selected () =
- (source_buffer#get_iter_at_mark `INSERT)#compare
- (source_buffer#get_iter_at_mark `SEL_BOUND) <> 0
- in
- let markup_selected () = MatitaMathView.get_selections () <> None in
- connect_menu_item main#editMenu (fun () ->
- let text_selected = text_selected () in
- let markup_selected = markup_selected () in
- let something_selected = text_selected || markup_selected in
- main#cutMenuItem#misc#set_sensitive text_selected;
- main#copyMenuItem#misc#set_sensitive something_selected;
- main#deleteMenuItem#misc#set_sensitive text_selected;
- main#pasteMenuItem#misc#set_sensitive (clipboard#text <> None));
- connect_menu_item main#cutMenuItem (fun () ->
- source_view#buffer#cut_clipboard clipboard);
- connect_menu_item main#copyMenuItem (fun () ->
- if text_selected () then
- source_view#buffer#copy_clipboard clipboard
- else if markup_selected () then
- match MatitaMathView.get_selections () with
- | None
- | Some [] -> ()
- | Some (s :: _) -> clipboard#set_text s);
- connect_menu_item main#pasteMenuItem (fun () ->
- source_view#buffer#paste_clipboard clipboard;
- (MatitaScript.current ())#clean_dirty_lock);
- connect_menu_item main#deleteMenuItem (fun () ->
- ignore (source_view#buffer#delete_selection ()));
- connect_menu_item main#selectAllMenuItem (fun () ->
- source_buffer#move_mark `INSERT source_buffer#start_iter;
- source_buffer#move_mark `SEL_BOUND source_buffer#end_iter);
- connect_menu_item main#findReplMenuItem show_find_Repl;
- connect_menu_item main#externalEditorMenuItem self#externalEditor;
- connect_menu_item main#ligatureButton self#nextLigature;
- ignore (findRepl#findEntry#connect#activate find_forward);
- (* interface lockers *)
- let lock_world _ =
- main#buttonsToolbar#misc#set_sensitive false;
- develList#buttonsHbox#misc#set_sensitive false;
- source_view#set_editable false
- in
- let unlock_world _ =
- main#buttonsToolbar#misc#set_sensitive true;
- develList#buttonsHbox#misc#set_sensitive true;
- source_view#set_editable true
- in
- let locker f =
- fun () ->
- lock_world ();
- try f ();unlock_world () with exc -> unlock_world (); raise exc in
- let keep_focus f =
- fun () ->
- try
- f (); source_view#misc#grab_focus ()
- with
- exc -> source_view#misc#grab_focus (); raise exc in
- (* developments win *)
- let model =
- new MatitaGtkMisc.multiStringListModel
- ~cols:2 develList#developmentsTreeview
- in
- let refresh_devels_win () =
- model#list_store#clear ();
- List.iter
- (fun (name, root) -> model#easy_mappend [name;root])
- (MatitamakeLib.list_known_developments ())
- in
- let get_devel_selected () =
- match model#easy_mselection () with
- | [[name;_]] -> MatitamakeLib.development_for_name name
- | _ -> None
- in
- let refresh () =
- while Glib.Main.pending () do
- ignore(Glib.Main.iteration false);
- done
- in
- connect_button develList#newButton
- (fun () ->
- next_devel_must_contain <- None;
- newDevel#toplevel#misc#show());
- connect_button develList#deleteButton
- (locker (fun () ->
- (match get_devel_selected () with
- | None -> ()
- | Some d -> MatitamakeLib.destroy_development_in_bg refresh d);
- refresh_devels_win ()));
- connect_button develList#buildButton
- (locker (fun () ->
- match get_devel_selected () with
- | None -> ()
- | Some d ->
- let build = locker
- (fun () -> MatitamakeLib.build_development_in_bg refresh d)
- in
- ignore(build ())));
- connect_button develList#cleanButton
- (locker (fun () ->
- match get_devel_selected () with
- | None -> ()
- | Some d ->
- let clean = locker
- (fun () -> MatitamakeLib.clean_development_in_bg refresh d)
- in
- ignore(clean ())));
- connect_button develList#closeButton
- (fun () -> develList#toplevel#misc#hide());
- ignore(develList#toplevel#event#connect#delete
- (fun _ -> develList#toplevel#misc#hide();true));
- let selected_devel = ref None in
- connect_menu_item main#developmentsMenuItem
- (fun () -> refresh_devels_win ();develList#toplevel#misc#show ());
-
- (* add development win *)
- let check_if_root_contains root =
- match next_devel_must_contain with
- | None -> true
- | Some path ->
- let is_prefix_of d1 d2 =
- let len1 = String.length d1 in
- let len2 = String.length d2 in
- if len2 < len1 then
- false
- else
- let pref = String.sub d2 0 len1 in
- pref = d1
- in
- is_prefix_of root path
- in
- connect_button newDevel#addButton
- (fun () ->
- let name = newDevel#nameEntry#text in
- let root = newDevel#rootEntry#text in
- if check_if_root_contains root then
- begin
- ignore (MatitamakeLib.initialize_development name root);
- refresh_devels_win ();
- newDevel#nameEntry#set_text "";
- newDevel#rootEntry#set_text "";
- newDevel#toplevel#misc#hide()
- end
- else
- MatitaLog.error ("The selected root does not contain " ^
- match next_devel_must_contain with
- | Some x -> x
- | _ -> assert false));
- connect_button newDevel#chooseRootButton
- (fun () ->
- let path = self#chooseDir () in
- match path with
- | Some path -> newDevel#rootEntry#set_text path
- | None -> ());
- connect_button newDevel#cancelButton
- (fun () -> newDevel#toplevel#misc#hide ());
- ignore(newDevel#toplevel#event#connect#delete
- (fun _ -> newDevel#toplevel#misc#hide();true));
-
- (* file selection win *)
- ignore (fileSel#fileSelectionWin#event#connect#delete (fun _ -> true));
- ignore (fileSel#fileSelectionWin#connect#response (fun event ->
- let return r =
- chosen_file <- r;
- fileSel#fileSelectionWin#misc#hide ();
- GMain.Main.quit ()
- in
- match event with
- | `OK ->
- let fname = fileSel#fileSelectionWin#filename in
- if Sys.file_exists fname then
- begin
- if HExtlib.is_regular fname && not (_only_directory) then
- return (Some fname)
- else if _only_directory && HExtlib.is_dir fname then
- return (Some fname)
- end
- else
- begin
- if _ok_not_exists then
- return (Some fname)
- end
- | `CANCEL -> return None
- | `HELP -> ()
- | `DELETE_EVENT -> return None));
- (* menus *)
- List.iter (fun w -> w#misc#set_sensitive false) [ main#saveMenuItem ];
- (* console *)
- let adj = main#logScrolledWin#vadjustment in
- ignore (adj#connect#changed
- (fun _ -> adj#set_value (adj#upper -. adj#page_size)));
- console#message (sprintf "\tMatita version %s\n" BuildTimeConf.version);
- (* toolbar *)
- let module A = GrafiteAst in
- let hole = CicNotationPt.UserInput in
- let loc = DisambiguateTypes.dummy_floc in
- let tac ast _ =
- if (MatitaScript.current ())#onGoingProof () then
- (MatitaScript.current ())#advance
- ~statement:("\n" ^ GrafiteAstPp.pp_tactical (A.Tactic (loc, ast)))
- ()
- in
- let tac_w_term ast _ =
- if (MatitaScript.current ())#onGoingProof () then
- let buf = source_buffer in
- buf#insert ~iter:(buf#get_iter_at_mark (`NAME "locked"))
- ("\n" ^ GrafiteAstPp.pp_tactic ast)
- in
- let tbar = main in
- connect_button tbar#introsButton (tac (A.Intros (loc, None, [])));
- connect_button tbar#applyButton (tac_w_term (A.Apply (loc, hole)));
- connect_button tbar#exactButton (tac_w_term (A.Exact (loc, hole)));
- connect_button tbar#elimButton (tac_w_term
- (A.Elim (loc, hole, None, None, [])));
- connect_button tbar#elimTypeButton (tac_w_term
- (A.ElimType (loc, hole, None, None, [])));
- connect_button tbar#splitButton (tac (A.Split loc));
- connect_button tbar#leftButton (tac (A.Left loc));
- connect_button tbar#rightButton (tac (A.Right loc));
- connect_button tbar#existsButton (tac (A.Exists loc));
- connect_button tbar#reflexivityButton (tac (A.Reflexivity loc));
- connect_button tbar#symmetryButton (tac (A.Symmetry loc));
- connect_button tbar#transitivityButton
- (tac_w_term (A.Transitivity (loc, hole)));
- connect_button tbar#assumptionButton (tac (A.Assumption loc));
- connect_button tbar#cutButton (tac_w_term (A.Cut (loc, None, hole)));
- connect_button tbar#autoButton (tac (A.Auto (loc,None,None,None,None)));
- MatitaGtkMisc.toggle_widget_visibility
- ~widget:(main#tacticsButtonsHandlebox :> GObj.widget)
- ~check:main#tacticsBarMenuItem;
- let module Hr = Helm_registry in
- if
- not (Hr.get_opt_default Hr.bool ~default:false "matita.tactics_bar")
- then
- main#tacticsBarMenuItem#set_active false;
- MatitaGtkMisc.toggle_callback
- ~callback:(function
- | true -> main#toplevel#fullscreen ()
- | false -> main#toplevel#unfullscreen ())
- ~check:main#fullscreenMenuItem;
- main#fullscreenMenuItem#set_active false;
- (* log *)
- MatitaLog.set_log_callback self#console#log_callback;
- GtkSignal.user_handler :=
- (fun exn ->
- if not (Helm_registry.get_bool "matita.debug") then
- MatitaLog.error (MatitaExcPp.to_string exn)
- else raise exn);
- (* script *)
- ignore (source_buffer#connect#mark_set (fun _ _ -> next_ligatures <- []));
- let _ =
- match GSourceView.source_language_from_file BuildTimeConf.lang_file with
- | None ->
- MatitaLog.warn (sprintf "can't load language file %s"
- BuildTimeConf.lang_file)
- | Some matita_lang ->
- source_buffer#set_language matita_lang;
- source_buffer#set_highlight true
- in
- let s () = MatitaScript.current () in
- let disableSave () =
- script_fname <- None;
- main#saveMenuItem#misc#set_sensitive false
- in
- let saveAsScript () =
- let script = s () in
- match self#chooseFile ~ok_not_exists:true () with
- | Some f ->
- script#assignFileName f;
- script#saveToFile ();
- console#message ("'"^f^"' saved.\n");
- self#_enableSaveTo f
- | None -> ()
- in
- let saveScript () =
- match script_fname with
- | None -> saveAsScript ()
- | Some f ->
- (s ())#assignFileName f;
- (s ())#saveToFile ();
- console#message ("'"^f^"' saved.\n");
- in
- let abandon_script () =
- let status = (s ())#status in
- if source_view#buffer#modified then
- (match ask_unsaved main#toplevel with
- | `YES -> saveScript ()
- | `NO -> ()
- | `CANCEL -> raise MatitaTypes.Cancel);
- (match script_fname with
- | None -> ()
- | Some fname -> ask_and_save_moo_if_needed main#toplevel fname status);
- in
- let loadScript () =
- let script = s () in
- let status = script#status in
- try
- match self#chooseFile () with
- | Some f ->
- abandon_script ();
- script#reset ();
- script#assignFileName f;
- source_view#source_buffer#begin_not_undoable_action ();
- script#loadFromFile f;
- source_view#source_buffer#end_not_undoable_action ();
- console#message ("'"^f^"' loaded.\n");
- self#_enableSaveTo f
- | None -> ()
- with MatitaTypes.Cancel -> ()
- in
- let newScript () =
- abandon_script ();
- source_view#source_buffer#begin_not_undoable_action ();
- (s ())#reset ();
- (s ())#template ();
- source_view#source_buffer#end_not_undoable_action ();
- disableSave ();
- script_fname <- None
- in
- let cursor () =
- source_buffer#place_cursor
- (source_buffer#get_iter_at_mark (`NAME "locked")) in
- let advance _ = (MatitaScript.current ())#advance (); cursor () in
- let retract _ = (MatitaScript.current ())#retract (); cursor () in
- let top _ = (MatitaScript.current ())#goto `Top (); cursor () in
- let bottom _ = (MatitaScript.current ())#goto `Bottom (); cursor () in
- let jump _ = (MatitaScript.current ())#goto `Cursor (); cursor () in
- let advance = locker (keep_focus advance) in
- let retract = locker (keep_focus retract) in
- let top = locker (keep_focus top) in
- let bottom = locker (keep_focus bottom) in
- let jump = locker (keep_focus jump) in
- let connect_key sym f =
- connect_key main#mainWinEventBox#event
- ~modifiers:[`CONTROL] ~stop:true sym f;
- connect_key self#sourceView#event
- ~modifiers:[`CONTROL] ~stop:true sym f
- in
- (* quit *)
- self#setQuitCallback (fun () ->
- let status = (MatitaScript.current ())#status in
- if source_view#buffer#modified then
- begin
- let rc = ask_unsaved main#toplevel in
- try
- match rc with
- | `YES -> saveScript ();
- if not source_view#buffer#modified then
- begin
- (match script_fname with
- | None -> ()
- | Some fname ->
- ask_and_save_moo_if_needed
- main#toplevel fname status);
- GMain.Main.quit ()
- end
- | `NO -> GMain.Main.quit ()
- | `CANCEL -> raise MatitaTypes.Cancel
- with MatitaTypes.Cancel -> ()
- end
- else
- begin
- (match script_fname with
- | None -> clean_current_baseuri status; GMain.Main.quit ()
- | Some fname ->
- try
- ask_and_save_moo_if_needed main#toplevel fname status;
- GMain.Main.quit ()
- with MatitaTypes.Cancel -> ())
- end);
- connect_button main#scriptAdvanceButton advance;
- connect_button main#scriptRetractButton retract;
- connect_button main#scriptTopButton top;
- connect_button main#scriptBottomButton bottom;
- connect_button main#scriptJumpButton jump;
- connect_menu_item main#scriptAdvanceMenuItem advance;
- connect_menu_item main#scriptRetractMenuItem retract;
- connect_menu_item main#scriptTopMenuItem top;
- connect_menu_item main#scriptBottomMenuItem bottom;
- connect_menu_item main#scriptJumpMenuItem jump;
- connect_menu_item main#openMenuItem loadScript;
- connect_menu_item main#saveMenuItem saveScript;
- connect_menu_item main#saveAsMenuItem saveAsScript;
- connect_menu_item main#newMenuItem newScript;
- (* script monospace font stuff *)
- self#updateFontSize ();
- (* debug menu *)
- main#debugMenu#misc#hide ();
- (* status bar *)
- main#hintLowImage#set_file (image_path "matita-bulb-low.png");
- main#hintMediumImage#set_file (image_path "matita-bulb-medium.png");
- main#hintHighImage#set_file (image_path "matita-bulb-high.png");
- (* focus *)
- self#sourceView#misc#grab_focus ();
- (* main win dimension *)
- let width = Gdk.Screen.width () in
- let height = Gdk.Screen.height () in
- let main_w = width * 90 / 100 in
- let main_h = height * 80 / 100 in
- let script_w = main_w * 6 / 10 in
- main#toplevel#resize ~width:main_w ~height:main_h;
- main#hpaneScriptSequent#set_position script_w;
- (* source_view *)
- ignore(source_view#connect#after#paste_clipboard
- ~callback:(fun () -> (MatitaScript.current ())#clean_dirty_lock));
- (* clean_locked is set to true only "during" a PRIMARY paste
- operation (i.e. by clicking with the second mouse button) *)
- let clean_locked = ref false in
- ignore(source_view#event#connect#button_press
- ~callback:
- (fun button ->
- if GdkEvent.Button.button button = 2 then
- clean_locked := true;
- false
- ));
- ignore(source_view#event#connect#button_release
- ~callback:(fun button -> clean_locked := false; false));
- ignore(source_view#buffer#connect#after#apply_tag
- ~callback:(
- fun tag ~start:_ ~stop:_ ->
- if !clean_locked &&
- tag#get_oid = (MatitaScript.current ())#locked_tag#get_oid
- then
- begin
- clean_locked := false;
- (MatitaScript.current ())#clean_dirty_lock;
- clean_locked := true
- end));
- (* math view handling *)
- connect_menu_item main#newCicBrowserMenuItem (fun () ->
- ignore (MatitaMathView.cicBrowser ()));
- connect_menu_item main#increaseFontSizeMenuItem (fun () ->
- self#increaseFontSize ();
- MatitaMathView.increase_font_size ();
- MatitaMathView.update_font_sizes ());
- connect_menu_item main#decreaseFontSizeMenuItem (fun () ->
- self#decreaseFontSize ();
- MatitaMathView.decrease_font_size ();
- MatitaMathView.update_font_sizes ());
- connect_menu_item main#normalFontSizeMenuItem (fun () ->
- self#resetFontSize ();
- MatitaMathView.reset_font_size ();
- MatitaMathView.update_font_sizes ());
- MatitaMathView.reset_font_size ();
-
- method private nextLigature () =
- let iter = source_buffer#get_iter_at_mark `INSERT in
- let write_ligature len s =
- source_buffer#delete ~start:iter ~stop:(iter#copy#backward_chars len);
- source_buffer#insert ~iter:(source_buffer#get_iter_at_mark `INSERT) s
- in
- let get_ligature word =
- let len = String.length word in
- let aux_tex () =
- try
- for i = len - 1 downto 0 do
- if HExtlib.is_alpha word.[i] then ()
- else
- (if word.[i] = '\\' then raise (Found i) else raise (Found ~-1))
- done;
- None
- with Found i ->
- if i = ~-1 then None else Some (String.sub word i (len - i))
- in
- let aux_ligature () =
- try
- for i = len - 1 downto 0 do
- if CicNotationLexer.is_ligature_char word.[i] then ()
- else raise (Found (i+1))
- done;
- raise (Found 0)
- with
- | Found i ->
- (try
- Some (String.sub word i (len - i))
- with Invalid_argument _ -> None)
- in
- match aux_tex () with
- | Some macro -> macro
- | None -> (match aux_ligature () with Some l -> l | None -> word)
- in
- (match next_ligatures with
- | [] -> (* find ligatures and fill next_ligatures, then try again *)
- let last_word =
- iter#get_slice
- ~stop:(iter#copy#backward_find_char Glib.Unichar.isspace)
- in
- let ligature = get_ligature last_word in
- (match CicNotationLexer.lookup_ligatures ligature with
- | [] -> ()
- | hd :: tl ->
- write_ligature (String.length ligature) hd;
- next_ligatures <- tl @ [ hd ])
- | hd :: tl ->
- write_ligature 1 hd;
- next_ligatures <- tl @ [ hd ])
-
- method private externalEditor () =
- let cmd = Helm_registry.get "matita.external_editor" in
-(* ZACK uncomment to enable interactive ask of external editor command *)
-(* let cmd =
- let msg =
- "External editor command:
-%f will be substitute for the script name,
-%p for the cursor position in bytes,
-%l for the execution point in bytes."
- in
- ask_text ~gui:self ~title:"External editor" ~msg ~multiline:false
- ~default:(Helm_registry.get "matita.external_editor") ()
- in *)
- let fname = (MatitaScript.current ())#filename in
- let slice mark =
- source_buffer#start_iter#get_slice
- ~stop:(source_buffer#get_iter_at_mark mark)
- in
- let script = MatitaScript.current () in
- let locked = `MARK script#locked_mark in
- let string_pos mark = string_of_int (String.length (slice mark)) in
- let cursor_pos = string_pos `INSERT in
- let locked_pos = string_pos locked in
- let cmd =
- Pcre.replace ~pat:"%f" ~templ:fname
- (Pcre.replace ~pat:"%p" ~templ:cursor_pos
- (Pcre.replace ~pat:"%l" ~templ:locked_pos
- cmd))
- in
- let locked_before = slice locked in
- let locked_offset = (source_buffer#get_iter_at_mark locked)#offset in
- ignore (Unix.system cmd);
- source_buffer#set_text (HExtlib.input_file fname);
- let locked_iter = source_buffer#get_iter (`OFFSET locked_offset) in
- source_buffer#move_mark locked locked_iter;
- source_buffer#apply_tag script#locked_tag
- ~start:source_buffer#start_iter ~stop:locked_iter;
- let locked_after = slice locked in
- let line = ref 0 in
- let col = ref 0 in
- try
- for i = 0 to String.length locked_before - 1 do
- if locked_before.[i] <> locked_after.[i] then begin
- source_buffer#place_cursor
- ~where:(source_buffer#get_iter (`LINEBYTE (!line, !col)));
- script#goto `Cursor ();
- raise Exit
- end else if locked_before.[i] = '\n' then begin
- incr line;
- col := 0
- end
- done
- with
- | Exit -> ()
- | Invalid_argument _ -> script#goto `Bottom ()
-
- method loadScript file =
- let script = MatitaScript.current () in
- script#reset ();
- script#assignFileName file;
- let content =
- if Sys.file_exists file then file
- else BuildTimeConf.script_template
- in
- source_view#source_buffer#begin_not_undoable_action ();
- script#loadFromFile content;
- source_view#source_buffer#end_not_undoable_action ();
- console#message ("'"^file^"' loaded.");
- self#_enableSaveTo file
-
- method setStar name b =
- let l = main#scriptLabel in
- if b then
- l#set_text (name ^ " *")
- else
- l#set_text (name)
-
- method private _enableSaveTo file =
- script_fname <- Some file;
- self#main#saveMenuItem#misc#set_sensitive true
-
- method console = console
- method sourceView: GSourceView.source_view =
- (source_view: GSourceView.source_view)
- method fileSel = fileSel
- method findRepl = findRepl
- method main = main
- method develList = develList
- method newDevel = newDevel
-
- method newBrowserWin () =
- object (self)
- inherit browserWin ()
- val combo = GEdit.combo_box_entry ()
- initializer
- self#check_widgets ();
- let combo_widget = combo#coerce in
- uriHBox#pack ~from:`END ~fill:true ~expand:true combo_widget;
- combo#entry#misc#grab_focus ()
- method browserUri = combo
- end
-
- method newUriDialog () =
- let dialog = new uriChoiceDialog () in
- dialog#check_widgets ();
- dialog
-
- method newRecordDialog () =
- let dialog = new recordChoiceDialog () in
- dialog#check_widgets ();
- dialog
-
- method newConfirmationDialog () =
- let dialog = new confirmationDialog () in
- dialog#check_widgets ();
- dialog
-
- method newEmptyDialog () =
- let dialog = new emptyDialog () in
- dialog#check_widgets ();
- dialog
-
- method private addKeyBinding key callback =
- List.iter (fun evbox -> add_key_binding key callback evbox)
- keyBindingBoxes
-
- method setQuitCallback callback =
- connect_menu_item main#quitMenuItem callback;
- ignore (main#toplevel#event#connect#delete
- (fun _ -> callback ();true));
- self#addKeyBinding GdkKeysyms._q callback
-
- method chooseFile ?(ok_not_exists = false) () =
- _ok_not_exists <- ok_not_exists;
- _only_directory <- false;
- fileSel#fileSelectionWin#show ();
- GtkThread.main ();
- chosen_file
-
- method private chooseDir ?(ok_not_exists = false) () =
- _ok_not_exists <- ok_not_exists;
- _only_directory <- true;
- fileSel#fileSelectionWin#show ();
- GtkThread.main ();
- (* we should check that this is a directory *)
- chosen_file
-
- method createDevelopment ~containing =
- next_devel_must_contain <- containing;
- newDevel#toplevel#misc#show()
-
- method askText ?(title = "") ?(msg = "") () =
- let dialog = new textDialog () in
- dialog#textDialog#set_title title;
- dialog#textDialogLabel#set_label msg;
- let text = ref None in
- let return v =
- text := v;
- dialog#textDialog#destroy ();
- GMain.Main.quit ()
- in
- ignore (dialog#textDialog#event#connect#delete (fun _ -> true));
- connect_button dialog#textDialogCancelButton (fun _ -> return None);
- connect_button dialog#textDialogOkButton (fun _ ->
- let text = dialog#textDialogTextView#buffer#get_text () in
- return (Some text));
- dialog#textDialog#show ();
- GtkThread.main ();
- !text
-
- method private updateFontSize () =
- self#sourceView#misc#modify_font_by_name
- (sprintf "%s %d" BuildTimeConf.script_font font_size)
-
- method increaseFontSize () =
- font_size <- font_size + 1;
- self#updateFontSize ()
-
- method decreaseFontSize () =
- font_size <- font_size - 1;
- self#updateFontSize ()
-
- method resetFontSize () =
- font_size <- default_font_size;
- self#updateFontSize ()
-
- end
-
-let gui () =
- let g = new gui () in
- gui_instance := Some g;
- MatitaMathView.set_gui g;
- g
-
-let instance = singleton gui
-
-let non p x = not (p x)
-
-(* this is a shit and should be changed :-{ *)
-let interactive_uri_choice
- ?(selection_mode:[`SINGLE|`MULTIPLE] = `MULTIPLE) ?(title = "")
- ?(msg = "") ?(nonvars_button = false) ?(hide_uri_entry=false)
- ?(hide_try=false) ?(ok_label="_Auto") ?(ok_action:[`SELECT|`AUTO] = `AUTO)
- ?copy_cb ()
- ~id uris
-=
- let gui = instance () in
- let nonvars_uris = lazy (List.filter (non UriManager.uri_is_var) uris) in
- if (selection_mode <> `SINGLE) &&
- (Helm_registry.get_bool "matita.auto_disambiguation")
- then
- Lazy.force nonvars_uris
- else begin
- let dialog = gui#newUriDialog () in
- if hide_uri_entry then
- dialog#uriEntryHBox#misc#hide ();
- if hide_try then
- begin
- dialog#uriChoiceSelectedButton#misc#hide ();
- dialog#uriChoiceConstantsButton#misc#hide ();
- end;
- dialog#okLabel#set_label ok_label;
- dialog#uriChoiceTreeView#selection#set_mode
- (selection_mode :> Gtk.Tags.selection_mode);
- let model = new stringListModel dialog#uriChoiceTreeView in
- let choices = ref None in
- let nonvars = ref false in
- (match copy_cb with
- | None -> ()
- | Some cb ->
- dialog#copyButton#misc#show ();
- connect_button dialog#copyButton
- (fun _ ->
- match model#easy_selection () with
- | [u] -> (cb u)
- | _ -> ()));
- dialog#uriChoiceDialog#set_title title;
- dialog#uriChoiceLabel#set_text msg;
- List.iter model#easy_append (List.map UriManager.string_of_uri uris);
- dialog#uriChoiceConstantsButton#misc#set_sensitive nonvars_button;
- let return v =
- choices := v;
- dialog#uriChoiceDialog#destroy ();
- GMain.Main.quit ()
- in
- ignore (dialog#uriChoiceDialog#event#connect#delete (fun _ -> true));
- connect_button dialog#uriChoiceConstantsButton (fun _ ->
- return (Some (Lazy.force nonvars_uris)));
- if ok_action = `AUTO then
- connect_button dialog#uriChoiceAutoButton (fun _ ->
- Helm_registry.set_bool "matita.auto_disambiguation" true;
- return (Some (Lazy.force nonvars_uris)))
- else
- connect_button dialog#uriChoiceAutoButton (fun _ ->
- match model#easy_selection () with
- | [] -> ()
- | uris -> return (Some (List.map UriManager.uri_of_string uris)));
- connect_button dialog#uriChoiceSelectedButton (fun _ ->
- match model#easy_selection () with
- | [] -> ()
- | uris -> return (Some (List.map UriManager.uri_of_string uris)));
- connect_button dialog#uriChoiceAbortButton (fun _ -> return None);
- dialog#uriChoiceDialog#show ();
- GtkThread.main ();
- (match !choices with
- | None -> raise MatitaTypes.Cancel
- | Some uris -> uris)
- end
-
-class interpModel =
- let cols = new GTree.column_list in
- let id_col = cols#add Gobject.Data.string in
- let dsc_col = cols#add Gobject.Data.string in
- let interp_no_col = cols#add Gobject.Data.int in
- let tree_store = GTree.tree_store cols in
- let id_renderer = GTree.cell_renderer_text [], ["text", id_col] in
- let dsc_renderer = GTree.cell_renderer_text [], ["text", dsc_col] in
- let id_view_col = GTree.view_column ~renderer:id_renderer () in
- let dsc_view_col = GTree.view_column ~renderer:dsc_renderer () in
- fun tree_view choices ->
- object
- initializer
- tree_view#set_model (Some (tree_store :> GTree.model));
- ignore (tree_view#append_column id_view_col);
- ignore (tree_view#append_column dsc_view_col);
- let name_of_interp =
- (* try to find a reasonable name for an interpretation *)
- let idx = ref 0 in
- fun interp ->
- try
- List.assoc "0" interp
- with Not_found ->
- incr idx; string_of_int !idx
- in
- tree_store#clear ();
- let idx = ref ~-1 in
- List.iter
- (fun interp ->
- incr idx;
- let interp_row = tree_store#append () in
- tree_store#set ~row:interp_row ~column:id_col
- (name_of_interp interp);
- tree_store#set ~row:interp_row ~column:interp_no_col !idx;
- List.iter
- (fun (id, dsc) ->
- let row = tree_store#append ~parent:interp_row () in
- tree_store#set ~row ~column:id_col id;
- tree_store#set ~row ~column:dsc_col dsc;
- tree_store#set ~row ~column:interp_no_col !idx)
- interp)
- choices
-
- method get_interp_no tree_path =
- let iter = tree_store#get_iter tree_path in
- tree_store#get ~row:iter ~column:interp_no_col
- end
-
-let interactive_interp_choice () choices =
- let gui = instance () in
- assert (choices <> []);
- let dialog = gui#newRecordDialog () in
- let model = new interpModel dialog#recordChoiceTreeView choices in
- let interp_len = List.length (List.hd choices) in
- dialog#recordChoiceDialog#set_title "Interpretation choice";
- dialog#recordChoiceDialogLabel#set_label "Choose an interpretation:";
- let interp_no = ref None in
- let return _ =
- dialog#recordChoiceDialog#destroy ();
- GMain.Main.quit ()
- in
- let fail _ = interp_no := None; return () in
- ignore (dialog#recordChoiceDialog#event#connect#delete (fun _ -> true));
- connect_button dialog#recordChoiceOkButton (fun _ ->
- match !interp_no with None -> () | Some _ -> return ());
- connect_button dialog#recordChoiceCancelButton fail;
- ignore (dialog#recordChoiceTreeView#connect#row_activated (fun path _ ->
- interp_no := Some (model#get_interp_no path);
- return ()));
- let selection = dialog#recordChoiceTreeView#selection in
- ignore (selection#connect#changed (fun _ ->
- match selection#get_selected_rows with
- | [path] -> interp_no := Some (model#get_interp_no path)
- | _ -> assert false));
- dialog#recordChoiceDialog#show ();
- GtkThread.main ();
- (match !interp_no with Some row -> [row] | _ -> raise MatitaTypes.Cancel)
-
-let _ =
- (* disambiguator callbacks *)
- MatitaDisambiguator.set_choose_uris_callback (interactive_uri_choice ());
- MatitaDisambiguator.set_choose_interp_callback (interactive_interp_choice ());
- (* gtk initialization *)
- GtkMain.Rc.add_default_file BuildTimeConf.gtkrc_file; (* loads gtk rc *)
- GMathView.add_configuration_path BuildTimeConf.gtkmathview_conf;
- ignore (GMain.Main.init ())
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** singleton instance of the gui *)
-val instance: unit -> MatitaGuiTypes.gui
-
- (** {2 Disambiguation callbacks}
- * Use singleton gui instance. *)
-
- (** @param selection_mode selection mode in uri list, default to `MULTIPLE
- * @param title window title, defaults to ""
- * @param msg message for the user, defaults to ""
- * @param nonvars_button enable button to exclude vars?, defaults to false
- * @raise MatitaTypes.Cancel *)
-val interactive_uri_choice:
- ?selection_mode:([`SINGLE|`MULTIPLE]) -> ?title:string ->
- ?msg:string -> ?nonvars_button:bool ->
- ?hide_uri_entry:bool -> ?hide_try:bool -> ?ok_label:string ->
- ?ok_action:[`AUTO|`SELECT] ->
- ?copy_cb:(string -> unit) -> unit ->
- MatitaDisambiguator.choose_uris_callback
-
- (** @raise MatitaTypes.Cancel *)
-val interactive_interp_choice:
- unit ->
- MatitaDisambiguator.choose_interp_callback
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class type console =
-object
- method message: string -> unit
- method error: string -> unit
- method warning: string -> unit
- method debug: string -> unit
- method clear: unit -> unit
-
- method log_callback: MatitaLog.log_callback
-end
-
-class type browserWin =
-object
- inherit MatitaGeneratedGui.browserWin
- method browserUri: GEdit.combo_box_entry
-end
-
-class type gui =
-object
- method setQuitCallback : (unit -> unit) -> unit
-
- (** {2 Access to singleton instances of lower-level GTK widgets} *)
-
- method fileSel : MatitaGeneratedGui.fileSelectionWin
- method main : MatitaGeneratedGui.mainWin
- method findRepl : MatitaGeneratedGui.findReplWin
- method develList: MatitaGeneratedGui.develListWin
- method newDevel: MatitaGeneratedGui.newDevelWin
-(* method toolbar : MatitaGeneratedGui.toolBarWin *)
-
- method console: console
- method sourceView: GSourceView.source_view
-
- (** {2 Dialogs instantiation}
- * methods below create a new window on each invocation. You should
- * remember to destroy windows after use *)
-
- method newBrowserWin: unit -> browserWin
- method newUriDialog: unit -> MatitaGeneratedGui.uriChoiceDialog
- method newRecordDialog: unit -> MatitaGeneratedGui.recordChoiceDialog
- method newConfirmationDialog: unit -> MatitaGeneratedGui.confirmationDialog
- method newEmptyDialog: unit -> MatitaGeneratedGui.emptyDialog
-
- (** {2 Utility methods} *)
-
- (** ask the used to choose a file with the file chooser
- * @param ok_not_exists if set to true returns also non existent files
- * (useful for save). Defaults to false *)
- method chooseFile: ?ok_not_exists:bool -> unit -> string option
- method createDevelopment: containing:string option -> unit
-
- (** prompt the user for a (multiline) text entry *)
- method askText: ?title:string -> ?msg:string -> unit -> string option
-
- method loadScript: string -> unit
- method setStar: string -> bool -> unit
-
- (** {3 Fonts} *)
- method increaseFontSize: unit -> unit
- method decreaseFontSize: unit -> unit
- method resetFontSize: unit -> unit
-end
-
- (** multi selection gtkMathView which handle mactions and hyperlinks. Mactions
- * are handled internally. Hyperlinks are handled by calling an user provided
- * callback *)
-class type clickableMathView =
-object
- inherit GMathViewAux.multi_selection_math_view
-
- (** set hyperlink callback. None disable hyperlink handling *)
- method set_href_callback: (string -> unit) option -> unit
-
- method string_of_selections: string list
- method string_of_selection: string option (* last selected node *)
-
- method update_font_size: unit
-end
-
-class type cicMathView =
-object
- inherit clickableMathView
-
- (** load a sequent and render it into parent widget *)
- method load_sequent: Cic.metasenv -> int -> unit
-
- method load_object: Cic.obj -> unit
-end
-
-class type sequentsViewer =
-object
- method reset: unit
- method load_logo: unit
- method load_logo_with_qed: unit
- method load_sequents: MatitaTypes.incomplete_proof -> unit
- method goto_sequent: int -> unit (* to be called _after_ load_sequents *)
-end
-
-class type cicBrowser =
-object
- method load: MatitaTypes.mathViewer_entry -> unit
- (* method loadList: string list -> MatitaTypes.mathViewer_entry -> unit *)
- method loadInput: string -> unit
- method mathView: clickableMathView
-end
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-type thingsToInitilaize =
- ConfigurationFile | Db | Environment | Getter | Notation | Makelib | CmdLine
-
-exception FailedToInitialize of thingsToInitilaize
-
-let wants s l =
- List.iter (
- fun item ->
- if not (List.exists (fun x -> x = item) l) then
- raise (FailedToInitialize item))
- s
-
-let already_configured s l =
- List.for_all (fun item -> List.exists (fun x -> x = item) l) s
-
-let tilde_expand_key k =
- try
- Helm_registry.set k (HExtlib.tilde_expand (Helm_registry.get k))
- with Helm_registry.Key_not_found _ -> ()
-
-let load_configuration init_status =
- if not (already_configured [ConfigurationFile] init_status) then
- begin
- Helm_registry.load_from BuildTimeConf.matita_conf;
- if not (Helm_registry.has "user.name") then begin
- let login = (Unix.getpwuid (Unix.getuid ())).Unix.pw_name in
- Helm_registry.set "user.name" login
- end;
- tilde_expand_key "matita.basedir";
- tilde_expand_key "user.home";
- ConfigurationFile::init_status
- end
- else
- init_status
-
-let initialize_db init_status =
- wants [ ConfigurationFile; CmdLine ] init_status;
- if not (already_configured [ Db ] init_status) then
- begin
- MetadataTypes.ownerize_tables (Helm_registry.get "matita.owner");
- MatitaDb.create_owner_environment ();
- Db::init_status
- end
- else
- init_status
-
-let initialize_makelib init_status =
- wants [ConfigurationFile] init_status;
- if not (already_configured [Makelib] init_status) then
- begin
- MatitamakeLib.initialize ();
- Makelib::init_status
- end
- else
- init_status
-
-let initialize_notation init_status =
- wants [ConfigurationFile] init_status;
- if not (already_configured [Notation] init_status) then
- begin
- CicNotation.load_notation BuildTimeConf.core_notation_script;
- Notation::init_status
- end
- else
- init_status
-
-let initialize_environment init_status =
- wants [ConfigurationFile] init_status;
- if not (already_configured [Getter;Environment] init_status) then
- begin
- Http_getter.init ();
- CicEnvironment.set_trust (* environment trust *)
- (let trust = Helm_registry.get_bool "matita.environment_trust" in
- fun _ -> trust);
- Getter::Environment::init_status
- end
- else
- init_status
-
-let status = ref []
-
-let usages = Hashtbl.create 11
-let _ =
- List.iter
- (fun (name, s) -> Hashtbl.replace usages name s)
- [ "matitac",
- sprintf "MatitaC v%s
-Usage: matitac [ OPTION ... ] FILE
-Options:"
- BuildTimeConf.version;
- "matita",
- sprintf "Matita v%s
-Usage: matita [ OPTION ... ] [ FILE ... ]
-Options:"
- BuildTimeConf.version;
- "cicbrowser",
- sprintf
- "CIC Browser v%s
-Usage: cicbrowser [ URL | WHELP QUERY ]
-Options:"
- BuildTimeConf.version;
- "matitadep",
- sprintf "MatitaDep v%s
-Usage: matitadep [ OPTION ... ] FILE ...
-Options:"
- BuildTimeConf.version;
- "matitaclean",
- sprintf "MatitaClean v%s
-Usage: matitaclean all
- matitaclean [ (FILE | URI) ... ]
-Options:"
- BuildTimeConf.version;
- ]
-let default_usage =
- sprintf "Matita v%s\nUsage: matita [ ARG ]\nOptions:" BuildTimeConf.version
-
-let usage () =
- let basename = Filename.basename Sys.argv.(0) in
- let usage_key =
- try Filename.chop_extension basename with Invalid_argument _ -> basename
- in
- try Hashtbl.find usages usage_key with Not_found -> default_usage
-
-let registry_defaults =
- [
- "db.nodb", "false";
- "matita.debug", "false";
- "matita.external_editor", "gvim -f -c 'go %p' %f";
- "matita.preserve", "false";
- "matita.quiet", "false";
- "matita.profile", "true";
- ]
-
-let set_registry_values =
- List.iter (fun key, value -> Helm_registry.set ~key ~value)
-
-let parse_cmdline init_status =
- if not (already_configured [CmdLine] init_status) then begin
- let includes = ref [] in
- let args = ref [] in
- let add_l l = fun s -> l := s :: !l in
- let arg_spec =
- let std_arg_spec = [
- "-I", Arg.String (add_l includes),
- ("<path> Adds path to the list of searched paths for the "
- ^ "include command");
- "-q", Arg.Unit (fun () -> Helm_registry.set_bool "matita.quiet" true),
- "Turn off verbose compilation";
- "-preserve",
- Arg.Unit (fun () -> Helm_registry.set_bool "matita.preserve" true),
- "Turns off automatic baseuri cleaning";
- "-nodb", Arg.Unit (fun () -> Helm_registry.set_bool "db.nodb" true),
- ("Avoid using external database connection "
- ^ "(WARNING: disable many features)");
- "-noprofile",
- Arg.Unit (fun () -> Helm_registry.set_bool "matita.profile" false),
- "Turns off profiling printings";
- ] in
- let debug_arg_spec =
- if BuildTimeConf.debug then
- [ "-debug",
- Arg.Unit (fun () -> Helm_registry.set_bool "matita.debug" true),
- ("Do not catch top-level exception "
- ^ "(useful for backtrace inspection)");
- ]
- else []
- in
- std_arg_spec @ debug_arg_spec
- in
- let set_list ~key l =
- Helm_registry.set_list Helm_registry.of_string ~key ~value:(List.rev !l)
- in
- set_registry_values registry_defaults;
- Arg.parse arg_spec (add_l args) (usage ());
- set_list ~key:"matita.includes" includes;
- set_list ~key:"matita.args" args;
- HExtlib.set_profiling_printings
- (fun () -> Helm_registry.get_bool "matita.profile");
- CmdLine :: init_status
- end else
- init_status
-
-let die_usage () =
- print_endline (usage ());
- exit 1
-
-let initialize_all () =
- status :=
- List.fold_left (fun s f -> f s) !status
- [ parse_cmdline; load_configuration; initialize_makelib;
- initialize_db; initialize_environment; initialize_notation ]
-(* initialize_notation
- (initialize_environment
- (initialize_db
- (initialize_makelib
- (load_configuration
- (parse_cmdline !status))))) *)
-
-let load_configuration_file () =
- status := load_configuration !status
-
-let initialize_notation () =
- status := initialize_notation (load_configuration !status)
-
-let parse_cmdline () =
- status := parse_cmdline !status
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** {2 global initialization} *)
-val initialize_all: unit -> unit
-
- (** {2 per-components initialization} *)
-val parse_cmdline: unit -> unit (** parse cmdline setting registry keys *)
-val load_configuration_file: unit -> unit
-val initialize_notation: unit -> unit
-
- (** {2 Utilities} *)
-
- (** die nicely: exit with return code 1 printing usage error message *)
-val die_usage: unit -> 'a
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-type log_tag = [ `Debug | `Error | `Message | `Warning ]
-type log_callback = log_tag -> string -> unit
-
-(*
-colors=(black red green yellow blue magenta cyan gray white)
-ccodes=(30 31 32 33 34 35 36 37 39)
-*)
-
-let blue = "\e[0;34m"
-let yellow = "\e[0;33m"
-let green = "\e[0;32m"
-let red = "\e[0;31m"
-let black = "\e[0m"
-
-let default_callback tag s =
- let prefix,ch =
- match tag with
- | `Message -> green ^ "Info: ", stdout
- | `Warning -> yellow ^ "Warn: ", stderr
- | `Error -> red ^ "Error: ", stderr
- | `Debug -> blue ^ "Debug: ", stderr
- in
- output_string ch (prefix ^ black ^ s ^ "\n");
- flush ch
-
-let callback = ref default_callback
-
-let set_log_callback f = callback := f
-let get_log_callback () = !callback
-
-let message s = !callback `Message s
-let warn s = !callback `Warning s
-let error s = !callback `Error s
-let debug s = !callback `Debug s
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type log_tag = [ `Debug | `Error | `Message | `Warning ]
-type log_callback = log_tag -> string -> unit
-
-val set_log_callback: log_callback -> unit
-val get_log_callback: unit -> log_callback
-
-val message : string -> unit
-val warn : string -> unit
-val error : string -> unit
-val debug : string -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf
-
-open MatitaTypes
-open MatitaGtkMisc
-
-module Stack = Continuationals.Stack
-
-(** inherit from this class if you want to access current script *)
-class scriptAccessor =
-object (self)
- method private script = MatitaScript.current ()
-end
-
-let cicBrowsers = ref []
-let gui_instance = ref None
-let set_gui gui = gui_instance := Some gui
-let get_gui () =
- match !gui_instance with
- | None -> assert false
- | Some gui -> gui
-
-let default_font_size () =
- Helm_registry.get_opt_default Helm_registry.int
- ~default:BuildTimeConf.default_font_size "matita.font_size"
-let current_font_size = ref ~-1
-let increase_font_size () = incr current_font_size
-let decrease_font_size () = decr current_font_size
-let reset_font_size () = current_font_size := default_font_size ()
-
- (* is there any lablgtk2 constant corresponding to the various mouse
- * buttons??? *)
-let left_button = 1
-let middle_button = 2
-let right_button = 3
-
-let near (x1, y1) (x2, y2) =
- let distance = sqrt (((x2 -. x1) ** 2.) +. ((y2 -. y1) ** 2.)) in
- (distance < 4.)
-
-let xlink_ns = Gdome.domString "http://www.w3.org/1999/xlink"
-let helm_ns = Gdome.domString "http://www.cs.unibo.it/helm"
-let href_ds = Gdome.domString "href"
-let xref_ds = Gdome.domString "xref"
-
-let domImpl = Gdome.domImplementation ()
-
- (** Gdome.element of a MathML document whose rendering should be blank. Used
- * by cicBrowser to render "about:blank" document *)
-let empty_mathml = lazy (
- domImpl#createDocument ~namespaceURI:(Some DomMisc.mathml_ns)
- ~qualifiedName:(Gdome.domString "math") ~doctype:None)
-
-let empty_boxml = lazy (
- domImpl#createDocument ~namespaceURI:(Some DomMisc.boxml_ns)
- ~qualifiedName:(Gdome.domString "box") ~doctype:None)
-
- (** shown for goals closed by side effects *)
-let closed_goal_mathml = lazy (
- domImpl#createDocumentFromURI ~uri:BuildTimeConf.closed_xml ())
-
-(* ids_to_terms should not be passed here, is just for debugging *)
-let find_root_id annobj id ids_to_father_ids ids_to_terms ids_to_inner_types =
- let find_parent id ids =
- let rec aux id =
-(* (prerr_endline (sprintf "id %s = %s" id
- (try
- CicPp.ppterm (Hashtbl.find ids_to_terms id)
- with Not_found -> "NONE"))); *)
- if List.mem id ids then Some id
- else
- (match
- (try Hashtbl.find ids_to_father_ids id with Not_found -> None)
- with
- | None -> None
- | Some id' -> aux id')
- in
- aux id
- in
- let return_father id ids =
- match find_parent id ids with
- | None -> assert false
- | Some parent_id -> parent_id
- in
- let mk_ids terms = List.map CicUtil.id_of_annterm terms in
- let inner_types =
- Hashtbl.fold
- (fun _ types acc ->
- match types.Cic2acic.annexpected with
- None -> types.Cic2acic.annsynthesized :: acc
- | Some ty -> ty :: types.Cic2acic.annsynthesized :: acc
- ) ids_to_inner_types [] in
- match annobj with
- | Cic.AConstant (_, _, _, Some bo, ty, _, _)
- | Cic.AVariable (_, _, Some bo, ty, _, _)
- | Cic.ACurrentProof (_, _, _, _, bo, ty, _, _) ->
- return_father id (mk_ids (ty :: bo :: inner_types))
- | Cic.AConstant (_, _, _, None, ty, _, _)
- | Cic.AVariable (_, _, None, ty, _, _) ->
- return_father id (mk_ids (ty::inner_types))
- | Cic.AInductiveDefinition _ ->
- assert false (* TODO *)
-
- (** @return string content of a dom node having a single text child node, e.g.
- * <m:mi xlink:href="...">bool</m:mi> *)
-let string_of_dom_node node =
- match node#get_firstChild with
- | None -> ""
- | Some node ->
- (try
- let text = new Gdome.text_of_node node in
- text#get_data#to_string
- with GdomeInit.DOMCastException _ -> "")
-
-class clickableMathView obj =
-let text_width = 80 in
-object (self)
- inherit GMathViewAux.multi_selection_math_view obj
-
- val mutable href_callback: (string -> unit) option = None
- method set_href_callback f = href_callback <- f
-
- val mutable _cic_info = None
- method private set_cic_info info = _cic_info <- info
- method private cic_info = _cic_info
-
- initializer
- self#set_font_size !current_font_size;
- ignore (self#connect#selection_changed self#choose_selection_cb);
- ignore (self#event#connect#button_press self#button_press_cb);
- ignore (self#event#connect#button_release self#button_release_cb);
- ignore (self#event#connect#selection_clear self#selection_clear_cb);
- ignore (self#coerce#misc#connect#selection_get self#selection_get_cb)
-
- val mutable button_press_x = -1.
- val mutable button_press_y = -1.
- val mutable selection_changed = false
-
- method private selection_get_cb ctxt ~info ~time =
- (match self#get_selections with
- | [] -> ()
- | node :: _ -> ctxt#return (self#string_of_node node))
-
- method private selection_clear_cb sel_event =
- self#remove_selections;
- false
-
- method private button_press_cb gdk_button =
- let button = GdkEvent.Button.button gdk_button in
- if button = left_button then begin
- button_press_x <- GdkEvent.Button.x gdk_button;
- button_press_y <- GdkEvent.Button.y gdk_button;
- selection_changed <- false
- end else if button = right_button then
- self#popup_contextual_menu (GdkEvent.Button.time gdk_button);
- false
-
- method private popup_contextual_menu time =
- match self#string_of_selection with
- | None -> ()
- | Some s ->
- let clipboard = GData.clipboard Gdk.Atom.clipboard in
- let menu = GMenu.menu () in
- let copy_menu_item =
- GMenu.image_menu_item
- ~label:"_Copy" ~stock:`COPY ~packing:menu#append ()
- in
- connect_menu_item copy_menu_item (fun () -> clipboard#set_text s);
- menu#popup ~button:right_button ~time
-
- method private button_release_cb gdk_button =
- let clipboard = GData.clipboard Gdk.Atom.primary in
- if GdkEvent.Button.button gdk_button = left_button then begin
- let button_release_x = GdkEvent.Button.x gdk_button in
- let button_release_y = GdkEvent.Button.y gdk_button in
- if selection_changed then
- ()
- else (* selection _not_ changed *)
- if near (button_press_x, button_press_y)
- (button_release_x, button_release_y)
- then
- let x = int_of_float button_press_x in
- let y = int_of_float button_press_y in
- (match self#get_element_at x y with
- | None -> ()
- | Some elt ->
- let localName = href_ds in
- if elt#hasAttributeNS ~namespaceURI:xlink_ns ~localName then
- self#invoke_href_callback
- (elt#getAttributeNS ~namespaceURI:xlink_ns
- ~localName)#to_string
- gdk_button
- else
- ignore (self#action_toggle elt));
- end;
- false
-
- method private invoke_href_callback href_value gdk_button =
- let button = GdkEvent.Button.button gdk_button in
- if button = left_button then
- let time = GdkEvent.Button.time gdk_button in
- match href_callback with
- | None -> ()
- | Some f ->
- (match HExtlib.split href_value with
- | [ uri ] -> f uri
- | uris ->
- let menu = GMenu.menu () in
- List.iter
- (fun uri ->
- let menu_item =
- GMenu.menu_item ~label:uri ~packing:menu#append ()
- in
- connect_menu_item menu_item (fun () -> f uri))
- uris;
- menu#popup ~button ~time)
-
- method private choose_selection_cb gdome_elt =
- let (gui: MatitaGuiTypes.gui) = get_gui () in
- let clipboard = GData.clipboard Gdk.Atom.primary in
- let set_selection elt =
- self#set_selection (Some elt);
- self#coerce#misc#add_selection_target
- ~target:(Gdk.Atom.name Gdk.Atom.string) Gdk.Atom.primary;
- ignore (self#coerce#misc#grab_selection Gdk.Atom.primary)
- in
- let rec aux elt =
- if (elt#getAttributeNS ~namespaceURI:helm_ns
- ~localName:xref_ds)#to_string <> ""
- then
- set_selection elt
- else
- try
- (match elt#get_parentNode with
- | None -> assert false
- | Some p -> aux (new Gdome.element_of_node p))
- with GdomeInit.DOMCastException _ -> ()
- in
- (match gdome_elt with
- | Some elt when (elt#getAttributeNS ~namespaceURI:xlink_ns
- ~localName:href_ds)#to_string <> "" ->
- set_selection elt
- | Some elt -> aux elt
- | None -> self#set_selection None);
- selection_changed <- true
-
- method update_font_size = self#set_font_size !current_font_size
-
- method private get_term_by_id cic_info id =
- let unsh_item, ids_to_terms, ids_to_hypotheses, _, _, _ = cic_info in
- try
- `Term (Hashtbl.find ids_to_terms id)
- with Not_found ->
- try
- let hyp = Hashtbl.find ids_to_hypotheses id in
- let _, context, _ =
- match unsh_item with
- | Some seq -> seq
- | None -> assert false
- in
- let context' = MatitaMisc.list_tl_at hyp context in
- `Hyp context'
- with Not_found -> assert false
-
- method private find_obj_conclusion id =
- match self#cic_info with
- | None
- | Some (_, _, _, _, _, None) -> assert false
- | Some (_, ids_to_terms, _, ids_to_father_ids, ids_to_inner_types, Some annobj) ->
- let id =
- find_root_id annobj id ids_to_father_ids ids_to_terms ids_to_inner_types
- in
- (try Hashtbl.find ids_to_terms id with Not_found -> assert false)
-
- method private string_of_node node =
- if node#hasAttributeNS ~namespaceURI:helm_ns ~localName:xref_ds
- then self#string_of_id_node node
- else string_of_dom_node node
-
- method private string_of_id_node node =
- let get_id (node: Gdome.element) =
- let xref_attr =
- node#getAttributeNS ~namespaceURI:helm_ns ~localName:xref_ds
- in
- List.hd (HExtlib.split ~sep:' ' xref_attr#to_string)
- in
- let id = get_id node in
- let script = MatitaScript.current () in
- let metasenv =
- if script#onGoingProof () then
- script#proofMetasenv
- else
- []
- in
-(* TODO: code for patterns
- let conclusion = (MatitaScript.instance ())#proofConclusion in
- let conclusion_pattern =
- ProofEngineHelpers.pattern_of ~term:conclusion cic_terms
- in
-*)
- let string_of_cic_sequent cic_sequent =
- let _, (acic_sequent, _, _, ids_to_inner_sorts, _) =
- Cic2acic.asequent_of_sequent metasenv cic_sequent
- in
- let _, _, _, annterm = acic_sequent in
- let ast, ids_to_uris =
- CicNotationRew.ast_of_acic ids_to_inner_sorts annterm
- in
- let pped_ast = CicNotationRew.pp_ast ast in
- let markup = CicNotationPres.render ids_to_uris pped_ast in
- BoxPp.render_to_string text_width markup
- in
- let cic_info, unsh_sequent =
- match self#cic_info with
- | Some ((Some unsh_sequent, _, _, _, _, _) as info) ->
- info, unsh_sequent
- | Some ((None, _, _, _, _, _) as info) ->
- (* building a dummy sequent for obj *)
- let t = self#find_obj_conclusion id in
- MatitaLog.debug (CicPp.ppterm t);
- info, (~-1, [], t)
- | None -> assert false
- in
- let cic_sequent =
- match self#get_term_by_id cic_info id with
- | `Term t ->
- let context' =
- match ProofEngineHelpers.locate_in_conjecture t unsh_sequent with
- [context,_] -> context
- | _ ->
-(* prerr_endline (sprintf "%d\nt=%s\ncontext=%s"
- (List.length l) (CicPp.ppterm t) (CicPp.ppcontext context)); *)
- assert false (* since it uses physical equality *)
- in
- ~-1, context', t
- | `Hyp context -> ~-1, context, Cic.Rel 1
- in
- string_of_cic_sequent cic_sequent
-
- method string_of_selections =
- List.map self#string_of_node (List.rev self#get_selections)
-
- method string_of_selection =
- match self#get_selections with
- | [] -> None
- | node :: _ -> Some (self#string_of_node node)
-
-end
-
-let clickableMathView ?hadjustment ?vadjustment ?font_size ?log_verbosity =
- GtkBase.Widget.size_params
- ~cont:(OgtkMathViewProps.pack_return (fun p ->
- OgtkMathViewProps.set_params
- (new clickableMathView (GtkMathViewProps.MathView_GMetaDOM.create p))
- ~font_size:None ~log_verbosity:None))
- []
-
-class cicMathView obj =
-object (self)
- inherit clickableMathView obj
-
- val mutable current_mathml = None
-
- method load_sequent metasenv metano =
- let sequent = CicUtil.lookup_meta metano metasenv in
- let (mathml, unsh_sequent,
- (_, (ids_to_terms, ids_to_father_ids, ids_to_hypotheses,_ )))
- =
- ApplyTransformation.mml_of_cic_sequent metasenv sequent
- in
- self#set_cic_info
- (Some (Some unsh_sequent,
- ids_to_terms, ids_to_hypotheses, ids_to_father_ids,
- Hashtbl.create 1, None));
- let name = "sequent_viewer.xml" in
- MatitaLog.debug ("load_sequent: dumping MathML to ./" ^ name);
- ignore (domImpl#saveDocumentToFile ~name ~doc:mathml ());
- self#load_root ~root:mathml#get_documentElement
-
- method load_object obj =
- let use_diff = false in (* ZACK TODO use XmlDiff when re-rendering? *)
- let (mathml,
- (annobj, (ids_to_terms, ids_to_father_ids, _, ids_to_hypotheses, _, ids_to_inner_types)))
- =
- ApplyTransformation.mml_of_cic_object obj
- in
- self#set_cic_info
- (Some (None, ids_to_terms, ids_to_hypotheses, ids_to_father_ids, ids_to_inner_types, Some annobj));
- (match current_mathml with
- | Some current_mathml when use_diff ->
- self#freeze;
- XmlDiff.update_dom ~from:current_mathml mathml;
- self#thaw
- | _ ->
- let name = "cic_browser.xml" in
- MatitaLog.debug ("cic_browser: dumping MathML to ./" ^ name);
- ignore (domImpl#saveDocumentToFile ~name ~doc:mathml ());
- self#load_root ~root:mathml#get_documentElement;
- current_mathml <- Some mathml);
-end
-
-let tab_label meta_markup =
- let rec aux =
- function
- | `Current m -> sprintf "<b>%s</b>" (aux m)
- | `Closed m -> sprintf "<s>%s</s>" (aux m)
- | `Shift (pos, m) -> sprintf "|<sub>%d</sub>: %s" pos (aux m)
- | `Meta n -> sprintf "?%d" n
- in
- let markup = aux meta_markup in
- (GMisc.label ~markup ~show:true ())#coerce
-
-let goal_of_switch = function Stack.Open g | Stack.Closed g -> g
-
-class sequentsViewer ~(notebook:GPack.notebook) ~(cicMathView:cicMathView) () =
- object (self)
- inherit scriptAccessor
-
- val mutable pages = 0
- val mutable switch_page_callback = None
- val mutable page2goal = [] (* associative list: page no -> goal no *)
- val mutable goal2page = [] (* the other way round *)
- val mutable goal2win = [] (* associative list: goal no -> scrolled win *)
- val mutable _metasenv = []
- val mutable scrolledWin: GBin.scrolled_window option = None
- (* scrolled window to which the sequentViewer is currently attached *)
- val logo = (GMisc.image
- ~file:(MatitaMisc.image_path "matita_medium.png") ()
- :> GObj.widget)
-
- val logo_with_qed = (GMisc.image
- ~file:(MatitaMisc.image_path "matita_small.png") ()
- :> GObj.widget)
-
- method load_logo =
- notebook#set_show_tabs false;
- notebook#append_page logo
-
- method load_logo_with_qed =
- notebook#set_show_tabs false;
- notebook#append_page logo_with_qed
-
- method reset =
- (match scrolledWin with
- | Some w ->
- (* removing page from the notebook will destroy all contained widget,
- * we do not want the cicMathView to be destroyed as well *)
- w#remove cicMathView#coerce;
- scrolledWin <- None
- | None -> ());
- (match switch_page_callback with
- | Some id ->
- GtkSignal.disconnect notebook#as_widget id;
- switch_page_callback <- None
- | None -> ());
- for i = 0 to pages do notebook#remove_page 0 done;
- notebook#set_show_tabs true;
- pages <- 0;
- page2goal <- [];
- goal2page <- [];
- goal2win <- [];
- _metasenv <- [];
- self#script#setGoal ~-1;
-
- method load_sequents { proof = (_,metasenv,_,_) as proof; stack = stack } =
- let sequents_no = List.length metasenv in
- _metasenv <- metasenv;
- pages <- 0;
- let win goal_switch =
- let w =
- GBin.scrolled_window ~hpolicy:`AUTOMATIC ~vpolicy:`ALWAYS
- ~shadow_type:`IN ~show:true ()
- in
- let reparent () =
- scrolledWin <- Some w;
- match cicMathView#misc#parent with
- | None -> w#add cicMathView#coerce
- | Some parent ->
- let parent =
- match cicMathView#misc#parent with
- None -> assert false
- | Some p -> GContainer.cast_container p
- in
- parent#remove cicMathView#coerce;
- w#add cicMathView#coerce
- in
- goal2win <- (goal_switch, reparent) :: goal2win;
- w#coerce
- in
- assert (
- let stack_goals = Stack.open_goals stack in
- let proof_goals = ProofEngineTypes.goals_of_proof proof in
- if
- HExtlib.list_uniq (List.sort Pervasives.compare stack_goals)
- <> List.sort Pervasives.compare proof_goals
- then begin
- prerr_endline ("STACK GOALS = " ^ String.concat " " (List.map string_of_int stack_goals));
- prerr_endline ("PROOF GOALS = " ^ String.concat " " (List.map string_of_int proof_goals));
- false
- end
- else true
- );
- let render_switch =
- function Stack.Open i ->`Meta i | Stack.Closed i ->`Closed (`Meta i)
- in
- let page = ref 0 in
- let added_goals = ref [] in
- (* goals can be duplicated on the tack due to focus, but we should avoid
- * multiple labels in the user interface *)
- let add_tab markup goal_switch =
- let goal = Stack.goal_of_switch goal_switch in
- if not (List.mem goal !added_goals) then begin
- notebook#append_page ~tab_label:(tab_label markup) (win goal_switch);
- page2goal <- (!page, goal_switch) :: page2goal;
- goal2page <- (goal_switch, !page) :: goal2page;
- incr page;
- pages <- pages + 1;
- added_goals := goal :: !added_goals
- end
- in
- let add_switch _ _ (_, sw) = add_tab (render_switch sw) sw in
- Stack.iter (** populate notebook with tabs *)
- ~env:(fun depth tag (pos, sw) ->
- let markup =
- match depth, pos with
- | 0, _ -> `Current (render_switch sw)
- | 1, pos when Stack.head_tag stack = `BranchTag ->
- `Shift (pos, render_switch sw)
- | _ -> render_switch sw
- in
- add_tab markup sw)
- ~cont:add_switch ~todo:add_switch
- stack;
- switch_page_callback <-
- Some (notebook#connect#switch_page ~callback:(fun page ->
- let goal_switch =
- try List.assoc page page2goal with Not_found -> assert false
- in
- self#script#setGoal (goal_of_switch goal_switch);
- self#render_page ~page ~goal_switch))
-
- method private render_page ~page ~goal_switch =
- (match goal_switch with
- | Stack.Open goal -> cicMathView#load_sequent _metasenv goal
- | Stack.Closed goal ->
- let doc = Lazy.force closed_goal_mathml in
- cicMathView#load_root ~root:doc#get_documentElement);
- (try
- cicMathView#set_selection None;
- List.assoc goal_switch goal2win ()
- with Not_found -> assert false)
-
- method goto_sequent goal =
- let goal_switch, page =
- try
- List.find
- (function Stack.Open g, _ | Stack.Closed g, _ -> g = goal)
- goal2page
- with Not_found -> assert false
- in
- notebook#goto_page page;
- self#render_page page goal_switch
-
- end
-
- (** constructors *)
-
-type 'widget constructor =
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit ->
- 'widget
-
-let cicMathView ?hadjustment ?vadjustment ?font_size ?log_verbosity =
- GtkBase.Widget.size_params
- ~cont:(OgtkMathViewProps.pack_return (fun p ->
- OgtkMathViewProps.set_params
- (new cicMathView (GtkMathViewProps.MathView_GMetaDOM.create p))
- ~font_size ~log_verbosity))
- []
-
-let blank_uri = BuildTimeConf.blank_uri
-let current_proof_uri = BuildTimeConf.current_proof_uri
-
-type term_source =
- [ `Ast of DisambiguateTypes.term
- | `Cic of Cic.term * Cic.metasenv
- | `String of string
- ]
-
-class cicBrowser_impl ~(history:MatitaTypes.mathViewer_entry MatitaMisc.history)
- ()
-=
- let term_RE = Pcre.regexp "^term:(.*)" in
- let whelp_RE = Pcre.regexp "^\\s*whelp" in
- let uri_RE =
- Pcre.regexp
- "^cic:/([^/]+/)*[^/]+\\.(con|ind|var)(#xpointer\\(\\d+(/\\d+)+\\))?$"
- in
- let dir_RE = Pcre.regexp "^cic:((/([^/]+/)*[^/]+(/)?)|/|)$" in
- let whelp_query_RE = Pcre.regexp "^\\s*whelp\\s+([^\\s]+)\\s+(.*)$" in
- let trailing_slash_RE = Pcre.regexp "/$" in
- let has_xpointer_RE = Pcre.regexp "#xpointer\\(\\d+/\\d+(/\\d+)?\\)$" in
- let is_whelp txt = Pcre.pmatch ~rex:whelp_RE txt in
- let is_uri txt = Pcre.pmatch ~rex:uri_RE txt in
- let is_dir txt = Pcre.pmatch ~rex:dir_RE txt in
- let gui = get_gui () in
- let (win: MatitaGuiTypes.browserWin) = gui#newBrowserWin () in
- let queries = ["Locate";"Hint";"Match";"Elim";"Instance"] in
- let combo,_ = GEdit.combo_box_text ~strings:queries () in
- let activate_combo_query input q =
- let q' = String.lowercase q in
- let rec aux i = function
- | [] -> failwith ("Whelp query '" ^ q ^ "' not found")
- | h::_ when String.lowercase h = q' -> i
- | _::tl -> aux (i+1) tl
- in
- combo#set_active (aux 0 queries);
- win#queryInputText#set_text input
- in
- let set_whelp_query txt =
- let query, arg =
- try
- let q = Pcre.extract ~rex:whelp_query_RE txt in
- q.(1), q.(2)
- with Invalid_argument _ -> failwith "Malformed Whelp query"
- in
- activate_combo_query arg query
- in
- let toplevel = win#toplevel in
- let mathView = cicMathView ~packing:win#scrolledBrowser#add () in
- let fail message =
- MatitaGtkMisc.report_error ~title:"Cic browser" ~message
- ~parent:toplevel ()
- in
- let tags =
- [ "dir", GdkPixbuf.from_file (MatitaMisc.image_path "matita-folder.png");
- "obj", GdkPixbuf.from_file (MatitaMisc.image_path "matita-object.png") ]
- in
- let handle_error f =
- try
- f ()
- with exn ->
- if not (Helm_registry.get_bool "matita.debug") then
- fail (MatitaExcPp.to_string exn)
- else raise exn
- in
- let handle_error' f = (fun () -> handle_error (fun () -> f ())) in
- let load_easter_egg = lazy (
- win#easterEggImage#set_file (MatitaMisc.image_path "meegg.png"))
- in
- object (self)
- inherit scriptAccessor
-
- (* Whelp bar queries *)
-
- initializer
- activate_combo_query "" "locate";
- win#whelpBarComboVbox#add combo#coerce;
- let start_query () =
- let query = String.lowercase (List.nth queries combo#active) in
- let input = win#queryInputText#text in
- let statement = "whelp " ^ query ^ " " ^ input ^ "." in
- (MatitaScript.current ())#advance ~statement ()
- in
- ignore(win#queryInputText#connect#activate ~callback:start_query);
- ignore(combo#connect#changed ~callback:start_query);
- win#whelpBarImage#set_file (MatitaMisc.image_path "whelp.png");
- win#mathOrListNotebook#set_show_tabs false;
- win#browserForwardButton#misc#set_sensitive false;
- win#browserBackButton#misc#set_sensitive false;
- ignore (win#browserUri#entry#connect#activate (handle_error' (fun () ->
- self#loadInput win#browserUri#entry#text)));
- ignore (win#browserHomeButton#connect#clicked (handle_error' (fun () ->
- self#load (`About `Current_proof))));
- ignore (win#browserRefreshButton#connect#clicked
- (handle_error' (self#refresh ~force:true)));
- ignore (win#browserBackButton#connect#clicked (handle_error' self#back));
- ignore (win#browserForwardButton#connect#clicked
- (handle_error' self#forward));
- ignore (win#toplevel#event#connect#delete (fun _ ->
- let my_id = Oo.id self in
- cicBrowsers := List.filter (fun b -> Oo.id b <> my_id) !cicBrowsers;
- if !cicBrowsers = [] &&
- Helm_registry.get "matita.mode" = "cicbrowser"
- then
- GMain.quit ();
- false));
- ignore(win#whelpResultTreeview#connect#row_activated
- ~callback:(fun _ _ ->
- handle_error (fun () -> self#loadInput (self#_getSelectedUri ()))));
- mathView#set_href_callback (Some (fun uri ->
- handle_error (fun () ->
- self#load (`Uri (UriManager.uri_of_string uri)))));
- self#_load (`About `Blank);
- toplevel#show ()
-
- val mutable current_entry = `About `Blank
-
- val model =
- new MatitaGtkMisc.taggedStringListModel tags win#whelpResultTreeview
-
- val mutable lastDir = "" (* last loaded "directory" *)
-
- method mathView = (mathView :> MatitaGuiTypes.clickableMathView)
-
- method private _getSelectedUri () =
- match model#easy_selection () with
- | [sel] when is_uri sel -> sel (* absolute URI selected *)
-(* | [sel] -> win#browserUri#entry#text ^ sel |+ relative URI selected +| *)
- | [sel] -> lastDir ^ sel
- | _ -> assert false
-
- (** history RATIONALE
- *
- * All operations about history are done using _historyFoo.
- * Only toplevel functions (ATM load and loadInput) call _historyAdd.
- *)
-
- method private _historyAdd item =
- history#add item;
- win#browserBackButton#misc#set_sensitive true;
- win#browserForwardButton#misc#set_sensitive false
-
- method private _historyPrev () =
- let item = history#previous in
- if history#is_begin then win#browserBackButton#misc#set_sensitive false;
- win#browserForwardButton#misc#set_sensitive true;
- item
-
- method private _historyNext () =
- let item = history#next in
- if history#is_end then win#browserForwardButton#misc#set_sensitive false;
- win#browserBackButton#misc#set_sensitive true;
- item
-
- (** notebook RATIONALE
- *
- * Use only these functions to switch between the tabs
- *)
- method private _showMath = win#mathOrListNotebook#goto_page 0
- method private _showList = win#mathOrListNotebook#goto_page 1
-
- method private back () =
- try
- self#_load (self#_historyPrev ())
- with MatitaMisc.History_failure -> ()
-
- method private forward () =
- try
- self#_load (self#_historyNext ())
- with MatitaMisc.History_failure -> ()
-
- (* loads a uri which can be a cic uri or an about:* uri
- * @param uri string *)
- method private _load ?(force=false) entry =
- handle_error (fun () ->
- if entry <> current_entry || entry = `About `Current_proof || force then
- begin
- (match entry with
- | `About `Current_proof -> self#home ()
- | `About `Blank -> self#blank ()
- | `About `Us -> self#egg ()
- | `Check term -> self#_loadCheck term
- | `Cic (term, metasenv) -> self#_loadTermCic term metasenv
- | `Dir dir -> self#_loadDir dir
- | `Uri uri -> self#_loadUriManagerUri uri
- | `Whelp (query, results) ->
- set_whelp_query query;
- self#_loadList (List.map (fun r -> "obj",
- UriManager.string_of_uri r) results));
- self#setEntry entry
- end)
-
- method private blank () =
- self#_showMath;
- mathView#load_root (Lazy.force empty_mathml)#get_documentElement
-
- method private _loadCheck term =
- failwith "not implemented _loadCheck";
- self#_showMath
-
- method private egg () =
- win#mathOrListNotebook#goto_page 2;
- Lazy.force load_easter_egg
-
- method private home () =
- self#_showMath;
- match self#script#status.proof_status with
- | Proof (uri, metasenv, bo, ty) ->
- let name = UriManager.name_of_uri (HExtlib.unopt uri) in
- let obj = Cic.CurrentProof (name, metasenv, bo, ty, [], []) in
- self#_loadObj obj
- | Incomplete_proof { proof = (uri, metasenv, bo, ty) } ->
- let name = UriManager.name_of_uri (HExtlib.unopt uri) in
- let obj = Cic.CurrentProof (name, metasenv, bo, ty, [], []) in
- self#_loadObj obj
- | _ -> self#blank ()
-
- (** loads a cic uri from the environment
- * @param uri UriManager.uri *)
- method private _loadUriManagerUri uri =
- let uri = UriManager.strip_xpointer uri in
- let (obj, _) = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- self#_loadObj obj
-
- method private _loadDir dir =
- let content = Http_getter.ls dir in
- let l =
- List.fast_sort
- Pervasives.compare
- (List.map
- (function
- | Http_getter_types.Ls_section s -> "dir", s
- | Http_getter_types.Ls_object o -> "obj", o.Http_getter_types.uri)
- content)
- in
- lastDir <- dir;
- self#_loadList l
-
- method private setEntry entry =
- win#browserUri#entry#set_text (string_of_entry entry);
- current_entry <- entry
-
- method private _loadObj obj =
- (* showMath must be done _before_ loading the document, since if the
- * widget is not mapped (hidden by the notebook) the document is not
- * rendered *)
- self#_showMath;
- mathView#load_object obj
-
- method private _loadTermCic term metasenv =
- let context = self#script#proofContext in
- let dummyno = CicMkImplicit.new_meta metasenv [] in
- let sequent = (dummyno, context, term) in
- mathView#load_sequent (sequent :: metasenv) dummyno;
- self#_showMath
-
- method private _loadList l =
- model#list_store#clear ();
- List.iter (fun (tag, s) -> model#easy_append ~tag s) l;
- self#_showList
-
- (** { public methods, all must call _load!! } *)
-
- method load entry =
- handle_error (fun () -> self#_load entry; self#_historyAdd entry)
-
- (** this is what the browser does when you enter a string an hit enter *)
- method loadInput txt =
- let txt = HExtlib.trim_blanks txt in
- let fix_uri txt =
- UriManager.string_of_uri
- (UriManager.strip_xpointer (UriManager.uri_of_string txt))
- in
- if is_whelp txt then begin
- set_whelp_query txt;
- (MatitaScript.current ())#advance ~statement:(txt ^ ".") ()
- end else begin
- let entry =
- match txt with
- | txt when is_uri txt -> `Uri (UriManager.uri_of_string (fix_uri txt))
- | txt when is_dir txt -> `Dir (MatitaMisc.normalize_dir txt)
- | txt ->
- (try
- entry_of_string txt
- with Invalid_argument _ ->
- command_error (sprintf "unsupported uri: %s" txt))
- in
- self#_load entry;
- self#_historyAdd entry
- end
-
- (** {2 methods accessing underlying GtkMathView} *)
-
- method updateFontSize = mathView#set_font_size !current_font_size
-
- (** {2 methods used by constructor only} *)
-
- method win = win
- method history = history
- method currentEntry = current_entry
- method refresh ~force () = self#_load ~force current_entry
-
- end
-
-let sequentsViewer ~(notebook:GPack.notebook) ~(cicMathView:cicMathView) ():
- MatitaGuiTypes.sequentsViewer
-=
- new sequentsViewer ~notebook ~cicMathView ()
-
-let cicBrowser () =
- let size = BuildTimeConf.browser_history_size in
- let rec aux history =
- let browser = new cicBrowser_impl ~history () in
- let win = browser#win in
- ignore (win#browserNewButton#connect#clicked (fun () ->
- let history =
- new MatitaMisc.browser_history ~memento:history#save size
- (`About `Blank)
- in
- let newBrowser = aux history in
- newBrowser#load browser#currentEntry));
-(*
- (* attempt (failed) to close windows on CTRL-W ... *)
- MatitaGtkMisc.connect_key win#browserWinEventBox#event ~modifiers:[`CONTROL]
- GdkKeysyms._W (fun () -> win#toplevel#destroy ());
-*)
- cicBrowsers := browser :: !cicBrowsers;
- (browser :> MatitaGuiTypes.cicBrowser)
- in
- let history = new MatitaMisc.browser_history size (`About `Blank) in
- aux history
-
-let default_cicMathView () = cicMathView ~show:true ()
-let cicMathView_instance = MatitaMisc.singleton default_cicMathView
-
-let default_sequentsViewer () =
- let gui = get_gui () in
- let cicMathView = cicMathView_instance () in
- sequentsViewer ~notebook:gui#main#sequentsNotebook ~cicMathView ()
-let sequentsViewer_instance = MatitaMisc.singleton default_sequentsViewer
-
-let mathViewer () =
- object(self)
- method private get_browser reuse =
- if reuse then
- (match !cicBrowsers with
- | [] -> cicBrowser ()
- | b :: _ -> (b :> MatitaGuiTypes.cicBrowser))
- else
- (cicBrowser ())
-
- method show_entry ?(reuse=false) t = (self#get_browser reuse)#load t
-
- method show_uri_list ?(reuse=false) ~entry l =
- (self#get_browser reuse)#load entry
- end
-
-let refresh_all_browsers () =
- List.iter (fun b -> b#refresh ~force:false ()) !cicBrowsers
-
-let update_font_sizes () =
- List.iter (fun b -> b#updateFontSize) !cicBrowsers;
- (cicMathView_instance ())#update_font_size
-
-let get_math_views () =
- ((cicMathView_instance ()) :> MatitaGuiTypes.clickableMathView)
- :: (List.map (fun b -> b#mathView) !cicBrowsers)
-
-let get_selections () =
- if (MatitaScript.current ())#onGoingProof () then
- let rec aux =
- function
- | [] -> None
- | mv :: tl ->
- (match mv#string_of_selections with
- | [] -> aux tl
- | sels -> Some sels)
- in
- aux (get_math_views ())
- else
- None
-
-let reset_selections () =
- List.iter (fun mv -> mv#remove_selections) (get_math_views ())
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Constructors} *)
-
- (** meta constructor *)
-type 'widget constructor =
- ?hadjustment:GData.adjustment ->
- ?vadjustment:GData.adjustment ->
- ?font_size:int ->
- ?log_verbosity:int ->
- ?width:int ->
- ?height:int ->
- ?packing:(GObj.widget -> unit) ->
- ?show:bool ->
- unit ->
- 'widget
-
-val clickableMathView: MatitaGuiTypes.clickableMathView constructor
-
-val cicMathView: MatitaGuiTypes.cicMathView constructor
-
-val sequentsViewer:
- notebook:GPack.notebook ->
- cicMathView:MatitaGuiTypes.cicMathView ->
- unit ->
- MatitaGuiTypes.sequentsViewer
-
-val cicBrowser: unit -> MatitaGuiTypes.cicBrowser
-
-(** {2 MathView wide functions} *)
-(* TODO ZACK consider exporting here a single function which return a list of
- * MatitaGuiTypes.clickableMathView and act on them externally ... *)
-
-val increase_font_size: unit -> unit
-val decrease_font_size: unit -> unit
-val reset_font_size: unit -> unit
-
-val refresh_all_browsers: unit -> unit (** act on all cicBrowsers *)
-val update_font_sizes: unit -> unit
-
- (** {3 selection handling} *)
-
- (* @return the selections of a (unspecified) math viewer *)
-val get_selections: unit -> string list option
-
- (* remove the selections of all math viewers *)
-val reset_selections: unit -> unit
-
-(** {2 Singleton instances} *)
-
-val cicMathView_instance: unit -> MatitaGuiTypes.cicMathView
-val sequentsViewer_instance: unit -> MatitaGuiTypes.sequentsViewer
-
-val mathViewer: unit -> MatitaTypes.mathViewer
-
-(** {2 Initialization} *)
-
-val set_gui: MatitaGuiTypes.gui -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-open MatitaTypes
-
-(** Functions "imported" from Http_getter_misc *)
-
-let strip_trailing_slash = Http_getter_misc.strip_trailing_slash
-let normalize_dir = Http_getter_misc.normalize_dir
-let strip_suffix = Http_getter_misc.strip_suffix
-
-let baseuri_of_baseuri_decl st =
- match st with
- | GrafiteAst.Executable (_, GrafiteAst.Command (_, GrafiteAst.Set (_, "baseuri", buri))) ->
- Some buri
- | _ -> None
-
-let is_empty buri =
- List.for_all
- (function
- Http_getter_types.Ls_section _ -> true
- | Http_getter_types.Ls_object _ -> false)
- (Http_getter.ls (Http_getter_misc.strip_trailing_slash buri ^ "/"))
-
-let safe_remove fname = if Sys.file_exists fname then Sys.remove fname
-
-let is_dir_empty d =
- try
- let od = Unix.opendir d in
- try
- ignore (Unix.readdir od);
- ignore (Unix.readdir od);
- ignore (Unix.readdir od);
- Unix.closedir od;
- false
- with End_of_file ->
- Unix.closedir od;
- true
- with Unix.Unix_error _ -> true
-
-let safe_rmdir d = try Unix.rmdir d with Unix.Unix_error _ -> ()
-
-let rec rmdir_descend d =
- if is_dir_empty d then
- begin
- safe_rmdir d;
- rmdir_descend (Filename.dirname d)
- end
-
-let absolute_path file =
- if file.[0] = '/' then file else Unix.getcwd () ^ "/" ^ file
-
-let is_proof_script fname = true (** TODO Zack *)
-let is_proof_object fname = true (** TODO Zack *)
-
-let append_phrase_sep s =
- if not (Pcre.pmatch ~pat:(sprintf "%s$" BuildTimeConf.phrase_sep) s) then
- s ^ BuildTimeConf.phrase_sep
- else
- s
-
-exception History_failure
-
-type 'a memento = 'a array * int * int * int (* data, hd, tl, cur *)
-
-class type ['a] history =
- object
- method add : 'a -> unit
- method next : 'a
- method previous : 'a
- method load: 'a memento -> unit
- method save: 'a memento
- method is_begin: bool
- method is_end: bool
- end
-
-class basic_history (head, tail, cur) =
- object
- val mutable hd = head (* insertion point *)
- val mutable tl = tail (* oldest inserted item *)
- val mutable cur = cur (* current item for the history *)
-
- method is_begin = cur <= tl
- method is_end = cur >= hd
- end
-
-
-class shell_history size =
- let size = size + 1 in
- let decr x = let x' = x - 1 in if x' < 0 then size + x' else x' in
- let incr x = (x + 1) mod size in
- object (self)
- val data = Array.create size ""
-
- inherit basic_history (0, -1 , -1)
-
- method add s =
- data.(hd) <- s;
- if tl = -1 then tl <- hd;
- hd <- incr hd;
- if hd = tl then tl <- incr tl;
- cur <- hd
- method previous =
- if cur = tl then raise History_failure;
- cur <- decr cur;
- data.(cur)
- method next =
- if cur = hd then raise History_failure;
- cur <- incr cur;
- if cur = hd then "" else data.(cur)
- method load (data', hd', tl', cur') =
- assert (Array.length data = Array.length data');
- hd <- hd'; tl <- tl'; cur <- cur';
- Array.blit data' 0 data 0 (Array.length data')
- method save = (Array.copy data, hd, tl, cur)
- end
-
-class ['a] browser_history ?memento size init =
- object (self)
- initializer match memento with Some m -> self#load m | _ -> ()
- val data = Array.create size init
-
- inherit basic_history (0, 0, 0)
-
- method previous =
- if cur = tl then raise History_failure;
- cur <- cur - 1;
- if cur = ~-1 then cur <- size - 1;
- data.(cur)
- method next =
- if cur = hd then raise History_failure;
- cur <- cur + 1;
- if cur = size then cur <- 0;
- data.(cur)
- method add (e:'a) =
- if e <> data.(cur) then
- begin
- cur <- cur + 1;
- if cur = size then cur <- 0;
- if cur = tl then tl <- tl + 1;
- if tl = size then tl <- 0;
- hd <- cur;
- data.(cur) <- e
- end
- method load (data', hd', tl', cur') =
- assert (Array.length data = Array.length data');
- hd <- hd'; tl <- tl'; cur <- cur';
- Array.blit data' 0 data 0 (Array.length data')
- method save = (Array.copy data, hd, tl, cur)
- end
-
-let singleton f =
- let instance = lazy (f ()) in
- fun () -> Lazy.force instance
-
-let image_path n = sprintf "%s/%s" BuildTimeConf.images_dir n
-
-let end_ma_RE = Pcre.regexp "\\.ma$"
-
-let obj_file_of_baseuri baseuri =
- let path =
- Helm_registry.get "matita.basedir" ^ "/xml" ^
- Pcre.replace ~pat:"^cic:" ~templ:"" baseuri
- in
- path ^ ".moo"
-
-let list_tl_at ?(equality=(==)) e l =
- let rec aux =
- function
- | [] -> raise Not_found
- | hd :: tl as l when equality hd e -> l
- | hd :: tl -> aux tl
- in
- aux l
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val baseuri_of_baseuri_decl:
- ('a, 'b, 'c, 'd, 'e) GrafiteAst.statement -> string option
-
- (** check whether no objects are defined below a given baseuri *)
-val is_empty: string -> bool
-
-(** removes a file if it exists *)
-val safe_remove: string -> unit
-(** removes a dir if it exists and is empty *)
-val safe_rmdir: string -> unit
-(** checks if the dir is empty *)
-val is_dir_empty: string -> bool
-(** removes a directory and recursively the father (if empty) *)
-val rmdir_descend: string -> unit
-
-val absolute_path: string -> string
-
- (** @return true if file is a (textual) proof script *)
-val is_proof_script: string -> bool
-
- (** @return true if file is a (binary) proof object *)
-val is_proof_object: string -> bool
-
- (** given a phrase, if it doesn't end with BuildTimeConf.phrase_sep, append
- * it *)
-val append_phrase_sep: string -> string
-
-val strip_trailing_slash: string -> string
-val normalize_dir: string -> string (** add trailing "/" if missing *)
-val strip_suffix: suffix:string -> string -> string
-
- (** @return tl tail of a list starting at a given element
- * @param eq equality to be used, defaults to physical equality (==)
- * @raise Not_found *)
-val list_tl_at: ?equality:('a -> 'a -> bool) -> 'a -> 'a list -> 'a list
-
-exception History_failure
-
-type 'a memento
-
-class type ['a] history =
- object ('b)
- method add : 'a -> unit
- method next : 'a (** @raise History_failure *)
- method previous : 'a (** @raise History_failure *)
- method load: 'a memento -> unit
- method save: 'a memento
- method is_begin: bool
- method is_end: bool
- end
-
- (** shell like history: new items added at the end of the history
- * @param size maximum history size *)
-class shell_history : int -> [string] history
-
- (** browser like history: new items added at the current point of the history
- * @param size maximum history size
- * @param first element in history (this history is never empty) *)
-class ['a] browser_history: ?memento:'a memento -> int -> 'a -> ['a] history
-
- (** create a singleton from a given function. Given function is invoked the
- * first time it gets called. Next invocation will return first value *)
-val singleton: (unit -> 'a) -> (unit -> 'a)
-
- (** given the base name of an image, returns its full path *)
-val image_path: string -> string
-val obj_file_of_baseuri: string -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Checksum_failure of string
-exception Corrupt_moo of string
-exception Version_mismatch of string
-
-let marshal_flags = []
-
-(** .moo file format
- * - an integer -- magic number -- denoting the version of the dumped data
- * structure. Different magic numbers stand for incompatible data structures
- * - an integer -- checksum -- denoting the hash value (computed with
- * Hashtbl.hash) of the string representation of the dumped data structur
- * - marshalled pair: first component is a list of GrafiteAst.command (real moo
- * content), second component is a list of GrafiteAst.metadata
- *)
-
-let save_moo ~fname (moo, metadata) =
- let oc = open_out fname in
- let marshalled =
- Marshal.to_string (List.rev moo, List.rev metadata) marshal_flags
- in
- let checksum = Hashtbl.hash marshalled in
- output_binary_int oc GrafiteAst.magic;
- output_binary_int oc checksum;
- output_string oc marshalled;
- close_out oc
-
-let load_moo ~fname =
- let ic = open_in fname in
- HExtlib.finally
- (fun () -> close_in ic)
- (fun () ->
- try
- let moo_magic = input_binary_int ic in
- if moo_magic <> GrafiteAst.magic then raise (Version_mismatch fname);
- let moo_checksum = input_binary_int ic in
- let marshalled = HExtlib.input_all ic in
- let checksum = Hashtbl.hash marshalled in
- if checksum <> moo_checksum then raise (Checksum_failure fname);
- let (moo: MatitaTypes.moo) =
- Marshal.from_string marshalled 0
- in
- moo
- with End_of_file -> raise (Corrupt_moo fname))
- ()
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** name of the corrupt .moo file *)
-exception Checksum_failure of string
-exception Corrupt_moo of string
-exception Version_mismatch of string
-
-val save_moo: fname:string -> MatitaTypes.moo -> unit
-
- (** @raise Corrupt_moo *)
-val load_moo: fname:string -> MatitaTypes.moo
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-open MatitaTypes
-
-module TA = GrafiteAst
-
-let debug = false
-let debug_print = if debug then prerr_endline else ignore
-
- (** raised when one of the script margins (top or bottom) is reached *)
-exception Margin
-
-let safe_substring s i j =
- try String.sub s i j with Invalid_argument _ -> assert false
-
-let heading_nl_RE = Pcre.regexp "^\\s*\n\\s*"
-let heading_nl_RE' = Pcre.regexp "^(\\s*\n\\s*)((.|\n)*)"
-let only_dust_RE = Pcre.regexp "^(\\s|\n|%%[^\n]*\n)*$"
-let multiline_RE = Pcre.regexp "^\n[^\n]+$"
-let newline_RE = Pcre.regexp "\n"
-
-let comment str =
- if Pcre.pmatch ~rex:multiline_RE str then
- "\n(** " ^ (Pcre.replace ~rex:newline_RE str) ^ " *)"
- else
- "\n(**\n" ^ str ^ "\n*)"
-
-let first_line s =
- let s = Pcre.replace ~rex:heading_nl_RE s in
- try
- let nl_pos = String.index s '\n' in
- String.sub s 0 nl_pos
- with Not_found -> s
-
- (** creates a statement AST for the Goal tactic, e.g. "goal 7" *)
-let goal_ast n =
- let module A = GrafiteAst in
- let loc = DisambiguateTypes.dummy_floc in
- A.Executable (loc, A.Tactical (loc,
- A.Tactic (loc, A.Goal (loc, n)),
- Some (A.Dot loc)))
-
-type guistuff = {
- mathviewer:MatitaTypes.mathViewer;
- urichooser: UriManager.uri list -> UriManager.uri list;
- ask_confirmation: title:string -> message:string -> [`YES | `NO | `CANCEL];
- develcreator: containing:string option -> unit;
- mutable filenamedata: string option * MatitamakeLib.development option
-}
-
-let eval_with_engine guistuff status user_goal parsed_text st =
- let module TAPp = GrafiteAstPp in
- let include_ =
- match guistuff.filenamedata with
- | None,None -> []
- | None,Some devel -> [MatitamakeLib.root_for_development devel ]
- | Some f,_ ->
- match MatitamakeLib.development_for_dir (Filename.dirname f) with
- | None -> []
- | Some devel -> [MatitamakeLib.root_for_development devel ]
- in
- let parsed_text_length = String.length parsed_text in
- let loc, ex =
- match st with TA.Executable (loc,ex) -> loc, ex | _ -> assert false in
- let initial_space,parsed_text =
- try
- let pieces = Pcre.extract ~rex:heading_nl_RE' parsed_text in
- pieces.(1), pieces.(2)
- with
- Not_found -> "", parsed_text in
- (* we add the goal command if needed *)
- let inital_space,new_status,new_status_and_text_list' =
- match status.proof_status with
-(* | Incomplete_proof { stack = stack }
- when not (List.mem user_goal (Continuationals.head_goals stack)) ->
- let status =
- MatitaEngine.eval_ast ~include_paths:include_
- ~do_heavy_checks:true status (goal_ast user_goal)
- in
- let initial_space = if initial_space = "" then "\n" else initial_space
- in
- "\n", status,
- [ status,
- initial_space ^ TAPp.pp_tactical (TA.Select (loc, [user_goal])) ] *)
- | _ -> initial_space,status,[] in
- let new_status =
- MatitaEngine.eval_ast
- ~include_paths:include_ ~do_heavy_checks:true new_status st
- in
- let new_aliases =
- match ex with
- | TA.Command (_, TA.Alias _)
- | TA.Command (_, TA.Include _)
- | TA.Command (_, TA.Interpretation _) -> []
- | _ -> MatitaSync.alias_diff ~from:status new_status
- in
- (* we remove the defined object since we consider them "automatic aliases" *)
- let dummy_st =
- TA.Comment (DisambiguateTypes.dummy_floc,
- TA.Note (DisambiguateTypes.dummy_floc, ""))
- in
- let initial_space,status,new_status_and_text_list_rev =
- let module DTE = DisambiguateTypes.Environment in
- let module UM = UriManager in
- List.fold_left (
- fun (initial_space,status,acc) (k,((v,_) as value)) ->
- let b =
- try
- let v = UM.strip_xpointer (UM.uri_of_string v) in
- List.exists (fun (s,_) -> s = v) new_status.objects
- with UM.IllFormedUri _ -> false
- in
- if b then
- initial_space,status,acc
- else
- let new_text =
- let initial_space =
- if initial_space = "" then "\n" else initial_space in
- initial_space ^
- DisambiguatePp.pp_environment
- (DisambiguateTypes.Environment.add k value
- DisambiguateTypes.Environment.empty) in
- let new_status =
- MatitaSync.set_proof_aliases status [k,value]
- in
- "\n",new_status,((new_status, (new_text, dummy_st))::acc)
- ) (initial_space,status,[]) new_aliases in
- let parsed_text = initial_space ^ parsed_text in
- let res =
- List.rev new_status_and_text_list_rev @ new_status_and_text_list' @
- [new_status, (parsed_text, st)]
- in
- res,parsed_text_length
-
-let eval_with_engine guistuff status user_goal parsed_text st =
- try
- eval_with_engine guistuff status user_goal parsed_text st
- with
- | MatitaEngine.UnableToInclude what
- | MatitaEngine.IncludedFileNotCompiled what as exc ->
- let compile_needed_and_go_on d =
- let target = what in
- let refresh_cb () =
- while Glib.Main.pending () do ignore(Glib.Main.iteration false); done
- in
- if not(MatitamakeLib.build_development_in_bg ~target refresh_cb d) then
- raise exc
- else
- eval_with_engine guistuff status user_goal parsed_text st
- in
- let do_nothing () = [], 0 in
- let handle_with_devel d =
- let name = MatitamakeLib.name_for_development d in
- let title = "Unable to include " ^ what in
- let message =
- what ^ " is handled by development <b>" ^ name ^ "</b>.\n\n" ^
- "<i>Should I compile it and Its dependencies?</i>"
- in
- (match guistuff.ask_confirmation ~title ~message with
- | `YES -> compile_needed_and_go_on d
- | `NO -> raise exc
- | `CANCEL -> do_nothing ())
- in
- let handle_without_devel filename =
- let title = "Unable to include " ^ what in
- let message =
- what ^ " is <b>not</b> handled by a development.\n" ^
- "All dependencies are automatically solved for a development.\n\n" ^
- "<i>Do you want to set up a development?</i>"
- in
- (match guistuff.ask_confirmation ~title ~message with
- | `YES ->
- (match filename with
- | Some f ->
- guistuff.develcreator ~containing:(Some (Filename.dirname f))
- | None -> guistuff.develcreator ~containing:None);
- do_nothing ()
- | `NO -> raise exc
- | `CANCEL -> do_nothing())
- in
- match guistuff.filenamedata with
- | None,None -> handle_without_devel None
- | None,Some d -> handle_with_devel d
- | Some f,_ ->
- match MatitamakeLib.development_for_dir (Filename.dirname f) with
- | None -> handle_without_devel (Some f)
- | Some d -> handle_with_devel d
-;;
-
-let disambiguate_macro_term term status user_goal =
- let module MD = MatitaDisambiguator in
- let dbd = MatitaDb.instance () in
- let metasenv = MatitaTypes.get_proof_metasenv status in
- let context = MatitaTypes.get_proof_context status user_goal in
- let interps =
- MD.disambiguate_term ~dbd ~context ~metasenv ~aliases:status.aliases
- ~universe:(Some status.multi_aliases) term in
- match interps with
- | [_,_,x,_], _ -> x
- | _ -> assert false
-
-let eval_macro guistuff status user_goal unparsed_text parsed_text script mac =
- let module TAPp = GrafiteAstPp in
- let module MQ = MetadataQuery in
- let module MDB = MatitaDb in
- let module CTC = CicTypeChecker in
- let module CU = CicUniv in
- (* no idea why ocaml wants this *)
- let advance ?statement () = script#advance ?statement () in
- let parsed_text_length = String.length parsed_text in
- let dbd = MatitaDb.instance () in
- match mac with
- (* WHELP's stuff *)
- | TA.WMatch (loc, term) ->
- let term = disambiguate_macro_term term status user_goal in
- let l = MQ.match_term ~dbd term in
- let query_url =
- MatitaMisc.strip_suffix ~suffix:"."
- (HExtlib.trim_blanks unparsed_text)
- in
- let entry = `Whelp (query_url, l) in
- guistuff.mathviewer#show_uri_list ~reuse:true ~entry l;
- [], parsed_text_length
- | TA.WInstance (loc, term) ->
- let term = disambiguate_macro_term term status user_goal in
- let l = MQ.instance ~dbd term in
- let entry = `Whelp (TAPp.pp_macro_cic (TA.WInstance (loc, term)), l) in
- guistuff.mathviewer#show_uri_list ~reuse:true ~entry l;
- [], parsed_text_length
- | TA.WLocate (loc, s) ->
- let l = MQ.locate ~dbd s in
- let entry = `Whelp (TAPp.pp_macro_cic (TA.WLocate (loc, s)), l) in
- guistuff.mathviewer#show_uri_list ~reuse:true ~entry l;
- [], parsed_text_length
- | TA.WElim (loc, term) ->
- let term = disambiguate_macro_term term status user_goal in
- let uri =
- match term with
- | Cic.MutInd (uri,n,_) -> UriManager.uri_of_uriref uri n None
- | _ -> failwith "Not a MutInd"
- in
- let l = MQ.elim ~dbd uri in
- let entry = `Whelp (TAPp.pp_macro_cic (TA.WElim (loc, term)), l) in
- guistuff.mathviewer#show_uri_list ~reuse:true ~entry l;
- [], parsed_text_length
- | TA.WHint (loc, term) ->
- let term = disambiguate_macro_term term status user_goal in
- let s = ((None,[0,[],term], Cic.Meta (0,[]) ,term),0) in
- let l = List.map fst (MQ.experimental_hint ~dbd s) in
- let entry = `Whelp (TAPp.pp_macro_cic (TA.WHint (loc, term)), l) in
- guistuff.mathviewer#show_uri_list ~reuse:true ~entry l;
- [], parsed_text_length
- (* REAL macro *)
- | TA.Hint loc ->
- let proof = MatitaTypes.get_current_proof status in
- let proof_status = proof, user_goal in
- let l = List.map fst (MQ.experimental_hint ~dbd proof_status) in
- let selected = guistuff.urichooser l in
- (match selected with
- | [] -> [], parsed_text_length
- | [uri] ->
- let suri = UriManager.string_of_uri uri in
- let ast =
- TA.Executable (loc, (TA.Tactical (loc,
- TA.Tactic (loc,
- TA.Apply (loc, CicNotationPt.Uri (suri, None))),
- Some (TA.Dot loc))))
- in
- let new_status = MatitaEngine.eval_ast status ast in
- let extra_text =
- comment parsed_text ^
- "\n" ^ TAPp.pp_statement ast
- in
- [ new_status , (extra_text, ast) ], parsed_text_length
- | _ ->
- MatitaLog.error
- "The result of the urichooser should be only 1 uri, not:\n";
- List.iter (
- fun u -> MatitaLog.error (UriManager.string_of_uri u ^ "\n")
- ) selected;
- assert false)
- | TA.Check (_,term) ->
- let metasenv = MatitaTypes.get_proof_metasenv status in
- let context = MatitaTypes.get_proof_context status user_goal in
- let interps =
- MatitaDisambiguator.disambiguate_term ~dbd ~context ~metasenv
- ~aliases:status.aliases ~universe:(Some status.multi_aliases) term
- in
- let _, metasenv , term, ugraph =
- match interps with
- | [x], _ -> x
- | _ -> assert false
- in
- let ty,_ = CTC.type_of_aux' metasenv context term ugraph in
- let t_and_ty = Cic.Cast (term,ty) in
- guistuff.mathviewer#show_entry (`Cic (t_and_ty,metasenv));
- [], parsed_text_length
-(* | TA.Abort _ ->
- let rec go_back () =
- let status = script#status.proof_status in
- match status with
- | No_proof -> ()
- | _ -> script#retract ();go_back()
- in
- [], parsed_text_length, Some go_back
- | TA.Redo (_, Some i) -> [], parsed_text_length,
- Some (fun () -> for j = 1 to i do advance () done)
- | TA.Redo (_, None) -> [], parsed_text_length,
- Some (fun () -> advance ())
- | TA.Undo (_, Some i) -> [], parsed_text_length,
- Some (fun () -> for j = 1 to i do script#retract () done)
- | TA.Undo (_, None) -> [], parsed_text_length,
- Some (fun () -> script#retract ()) *)
- (* TODO *)
- | TA.Quit _ -> failwith "not implemented"
- | TA.Print (_,kind) -> failwith "not implemented"
- | TA.Search_pat (_, search_kind, str) -> failwith "not implemented"
- | TA.Search_term (_, search_kind, term) -> failwith "not implemented"
-
-let eval_executable guistuff status user_goal unparsed_text parsed_text script
- ex
-=
- let module TAPp = GrafiteAstPp in
- let module MD = MatitaDisambiguator in
- let module ML = MatitacleanLib in
- let parsed_text_length = String.length parsed_text in
- match ex with
- | TA.Command (loc, _) | TA.Tactical (loc, _, _) ->
- (try
- (match MatitaMisc.baseuri_of_baseuri_decl (TA.Executable (loc,ex)) with
- | None -> ()
- | Some u ->
- if not (MatitaMisc.is_empty u) then
- match
- guistuff.ask_confirmation
- ~title:"Baseuri redefinition"
- ~message:(
- "Baseuri " ^ u ^ " already exists.\n" ^
- "Do you want to redefine the corresponding "^
- "part of the library?")
- with
- | `YES -> MatitacleanLib.clean_baseuris [u]
- | `NO -> ()
- | `CANCEL -> raise MatitaTypes.Cancel);
- eval_with_engine
- guistuff status user_goal parsed_text (TA.Executable (loc, ex))
- with MatitaTypes.Cancel -> [], 0)
- | TA.Macro (_,mac) ->
- eval_macro guistuff status user_goal unparsed_text parsed_text script mac
-
-let parse_statement baseoffset parsedlen ?error_tag (buffer: GText.buffer) text
-=
- try
- GrafiteParser.parse_statement (Ulexing.from_utf8_string text)
- with CicNotationParser.Parse_error (floc, err) as exn ->
- match error_tag with
- | None -> raise exn
- | Some error_tag ->
- let (x, y) = CicNotationPt.loc_of_floc floc in
- let x = parsedlen + x in
- let y = parsedlen + y in
- let x' = baseoffset + x in
- let y' = baseoffset + y in
- let x_iter = buffer#get_iter (`OFFSET x') in
- let y_iter = buffer#get_iter (`OFFSET y') in
- buffer#apply_tag error_tag ~start:x_iter ~stop:y_iter;
- let id = ref None in
- id := Some (buffer#connect#changed ~callback:(fun () ->
- buffer#remove_tag error_tag ~start:buffer#start_iter
- ~stop:buffer#end_iter;
- match !id with
- | None -> assert false (* a race condition occurred *)
- | Some id ->
- (new GObj.gobject_ops buffer#as_buffer)#disconnect id));
- let flocb,floce = floc in
- let floc =
- { flocb with Lexing.pos_cnum = x }, { floce with Lexing.pos_cnum = y }
- in
- buffer#place_cursor (buffer#get_iter (`OFFSET x'));
- raise (CicNotationParser.Parse_error (floc, err))
-
-let rec eval_statement baseoffset parsedlen error_tag (buffer : GText.buffer)
- guistuff status user_goal script statement
-=
- let st, unparsed_text =
- match statement with
- | `Raw text ->
- if Pcre.pmatch ~rex:only_dust_RE text then raise Margin;
- parse_statement baseoffset parsedlen ~error_tag buffer text, text
- | `Ast (st, text) -> st, text
- in
- let text_of_loc loc =
- let parsed_text_length = snd (CicNotationPt.loc_of_floc loc) in
- let parsed_text = safe_substring unparsed_text 0 parsed_text_length in
- parsed_text, parsed_text_length
- in
- match st with
- | GrafiteAst.Comment (loc, _) ->
- let parsed_text, parsed_text_length = text_of_loc loc in
- let remain_len = String.length unparsed_text - parsed_text_length in
- let s = String.sub unparsed_text parsed_text_length remain_len in
- let s,len =
- eval_statement baseoffset (parsedlen + parsed_text_length) error_tag
- buffer guistuff status user_goal script (`Raw s)
- in
- (match s with
- | (status, (text, ast)) :: tl ->
- ((status, (parsed_text ^ text, ast))::tl), (parsed_text_length + len)
- | [] -> [], 0)
- | GrafiteAst.Executable (loc, ex) ->
- let parsed_text, parsed_text_length = text_of_loc loc in
- eval_executable guistuff status user_goal unparsed_text parsed_text
- script ex
-
-let fresh_script_id =
- let i = ref 0 in
- fun () -> incr i; !i
-
-class script ~(source_view: GSourceView.source_view)
- ~(init: MatitaTypes.status)
- ~(mathviewer: MatitaTypes.mathViewer)
- ~set_star
- ~ask_confirmation
- ~urichooser
- ~develcreator
- () =
-let buffer = source_view#buffer in
-let source_buffer = source_view#source_buffer in
-object (self)
- val scriptId = fresh_script_id ()
-
- val guistuff = {
- mathviewer = mathviewer;
- urichooser = urichooser;
- ask_confirmation = ask_confirmation;
- develcreator = develcreator;
- filenamedata = (None, None)}
-
- method private getFilename =
- match guistuff.filenamedata with Some f,_ -> f | _ -> assert false
-
- method filename = self#getFilename
-
- method private ppFilename =
- match guistuff.filenamedata with
- | Some f,_ -> f
- | None,_ -> sprintf ".unnamed%d.ma" scriptId
-
- initializer
- ignore (GMain.Timeout.add ~ms:300000
- ~callback:(fun _ -> self#_saveToBackupFile ();true));
- ignore (buffer#connect#modified_changed
- (fun _ -> set_star (Filename.basename self#ppFilename) buffer#modified))
-
- val mutable statements = []; (** executed statements *)
- val mutable history = [ init ];
- (** list of states before having executed statements. Head element of this
- * list is the current state, last element is the state at the beginning of
- * the script.
- * Invariant: this list length is 1 + length of statements *)
-
- (** goal as seen by the user (i.e. metano corresponding to current tab) *)
- val mutable userGoal = ~-1
-
- (** text mark and tag representing locked part of a script *)
- val locked_mark =
- buffer#create_mark ~name:"locked" ~left_gravity:true buffer#start_iter
- val locked_tag = buffer#create_tag [`BACKGROUND "lightblue"; `EDITABLE false]
- val error_tag = buffer#create_tag [`UNDERLINE `SINGLE; `FOREGROUND "red"]
-
- method locked_mark = locked_mark
- method locked_tag = locked_tag
-
- (* history can't be empty, the invariant above grant that it contains at
- * least the init status *)
- method status = match history with hd :: _ -> hd | _ -> assert false
-
- method private _advance ?statement () =
- let rec aux st =
- let baseoffset = (buffer#get_iter_at_mark (`MARK locked_mark))#offset in
- let (entries, parsed_len) =
- eval_statement baseoffset 0 error_tag buffer guistuff self#status
- userGoal self st
- in
- let (new_statuses, new_statements, new_asts) =
- let statuses, statements = List.split entries in
- let texts, asts = List.split statements in
- statuses, texts, asts
- in
- history <- List.rev new_statuses @ history;
- statements <- List.rev new_statements @ statements;
- let start = buffer#get_iter_at_mark (`MARK locked_mark) in
- let new_text = String.concat "" new_statements in
- if statement <> None then
- buffer#insert ~iter:start new_text
- else
- let s = match st with `Raw s | `Ast (_, s) -> s in
- if new_text <> String.sub s 0 parsed_len then
- begin
- let stop = start#copy#forward_chars parsed_len in
- buffer#delete ~start ~stop;
- buffer#insert ~iter:start new_text;
- end;
- self#moveMark (String.length new_text);
- (*
- (match List.rev new_asts with (* advance again on punctuation *)
- | TA.Executable (_, TA.Tactical (_, tac, _)) :: _ ->
- let baseoffset =
- (buffer#get_iter_at_mark (`MARK locked_mark))#offset
- in
- let text = self#getFuture in
- (try
- (match parse_statement baseoffset 0 ?error_tag:None buffer text with
- | TA.Executable (loc, TA.Tactical (_, tac, None)) as st
- when GrafiteAst.is_punctuation tac ->
- let len = snd (CicNotationPt.loc_of_floc loc) in
- aux (`Ast (st, String.sub text 0 len))
- | _ -> ())
- with CicNotationParser.Parse_error _ | End_of_file -> ())
- | _ -> ())
- *)
- in
- let s = match statement with Some s -> s | None -> self#getFuture in
- MatitaLog.debug ("evaluating: " ^ first_line s ^ " ...");
- (try aux (`Raw s) with End_of_file -> raise Margin)
-
- method private _retract offset status new_statements new_history =
- let cur_status = match history with s::_ -> s | [] -> assert false in
- MatitaSync.time_travel ~present:cur_status ~past:status;
- statements <- new_statements;
- history <- new_history;
- self#moveMark (- offset)
-
- method advance ?statement () =
- try
- self#_advance ?statement ();
- self#notify
- with
- | Margin -> self#notify
- | exc -> self#notify; raise exc
-
- method retract () =
- try
- let cmp,new_statements,new_history,status =
- match statements,history with
- stat::statements, _::(status::_ as history) ->
- String.length stat, statements, history, status
- | [],[_] -> raise Margin
- | _,_ -> assert false
- in
- self#_retract cmp status new_statements new_history;
- self#notify
- with
- | Margin -> self#notify
- | exc -> self#notify; raise exc
-
- method private getFuture =
- buffer#get_text ~start:(buffer#get_iter_at_mark (`MARK locked_mark))
- ~stop:buffer#end_iter ()
-
-
- (** @param rel_offset relative offset from current position of locked_mark *)
- method private moveMark rel_offset =
- let mark = `MARK locked_mark in
- let old_insert = buffer#get_iter_at_mark `INSERT in
- buffer#remove_tag locked_tag ~start:buffer#start_iter ~stop:buffer#end_iter;
- let current_mark_pos = buffer#get_iter_at_mark mark in
- let new_mark_pos =
- match rel_offset with
- | 0 -> current_mark_pos
- | n when n > 0 -> current_mark_pos#forward_chars n
- | n (* when n < 0 *) -> current_mark_pos#backward_chars (abs n)
- in
- buffer#move_mark mark ~where:new_mark_pos;
- buffer#apply_tag locked_tag ~start:buffer#start_iter ~stop:new_mark_pos;
- buffer#move_mark `INSERT old_insert;
- let mark_position = buffer#get_iter_at_mark mark in
- if source_view#move_mark_onscreen mark then
- begin
- buffer#move_mark mark mark_position;
- source_view#scroll_to_mark ~use_align:true ~xalign:1.0 ~yalign:0.1 mark;
- end;
- while Glib.Main.pending () do ignore(Glib.Main.iteration false); done
-
- method clean_dirty_lock =
- let lock_mark_iter = buffer#get_iter_at_mark (`MARK locked_mark) in
- buffer#remove_tag locked_tag ~start:buffer#start_iter ~stop:buffer#end_iter;
- buffer#apply_tag locked_tag ~start:buffer#start_iter ~stop:lock_mark_iter
-
- val mutable observers = []
-
- method addObserver (o: MatitaTypes.status -> unit) =
- observers <- o :: observers
-
- method private notify =
- let status = self#status in
- List.iter (fun o -> o status) observers
-
- method loadFromFile f =
- buffer#set_text (HExtlib.input_file f);
- self#reset_buffer;
- buffer#set_modified false
-
- method assignFileName file =
- let abspath = MatitaMisc.absolute_path file in
- let devel = MatitamakeLib.development_for_dir (Filename.dirname abspath) in
- guistuff.filenamedata <- Some abspath, devel
-
- method saveToFile () =
- let oc = open_out self#getFilename in
- output_string oc (buffer#get_text ~start:buffer#start_iter
- ~stop:buffer#end_iter ());
- close_out oc;
- buffer#set_modified false
-
- method private _saveToBackupFile () =
- if buffer#modified then
- begin
- let f = self#ppFilename ^ "~" in
- let oc = open_out f in
- output_string oc (buffer#get_text ~start:buffer#start_iter
- ~stop:buffer#end_iter ());
- close_out oc;
- MatitaLog.debug ("backup " ^ f ^ " saved")
- end
-
- method private goto_top =
- MatitaSync.time_travel ~present:self#status ~past:init
-
- method private reset_buffer =
- statements <- [];
- history <- [ init ];
- userGoal <- ~-1;
- self#notify;
- buffer#remove_tag locked_tag ~start:buffer#start_iter ~stop:buffer#end_iter;
- buffer#move_mark (`MARK locked_mark) ~where:buffer#start_iter
-
- method reset () =
- self#reset_buffer;
- source_buffer#begin_not_undoable_action ();
- buffer#delete ~start:buffer#start_iter ~stop:buffer#end_iter;
- source_buffer#end_not_undoable_action ();
- buffer#set_modified false
-
- method template () =
- let template = HExtlib.input_file BuildTimeConf.script_template in
- buffer#insert ~iter:(buffer#get_iter `START) template;
- guistuff.filenamedata <-
- (None,MatitamakeLib.development_for_dir (Unix.getcwd ()));
- buffer#set_modified false;
- set_star (Filename.basename self#ppFilename) false
-
- method goto (pos: [`Top | `Bottom | `Cursor]) () =
- let old_locked_mark =
- `MARK
- (buffer#create_mark ~name:"old_locked_mark"
- ~left_gravity:true (buffer#get_iter_at_mark (`MARK locked_mark))) in
- let getpos _ = buffer#get_iter_at_mark (`MARK locked_mark) in
- let getoldpos _ = buffer#get_iter_at_mark old_locked_mark in
- let dispose_old_locked_mark () = buffer#delete_mark old_locked_mark in
- match pos with
- | `Top ->
- dispose_old_locked_mark ();
- self#goto_top;
- self#reset_buffer;
- self#notify
- | `Bottom ->
- (try
- let rec dowhile () =
- self#_advance ();
- let newpos = getpos () in
- if (getoldpos ())#compare newpos < 0 then
- begin
- buffer#move_mark old_locked_mark newpos;
- dowhile ()
- end
- in
- dowhile ();
- dispose_old_locked_mark ();
- self#notify
- with
- | Margin -> dispose_old_locked_mark (); self#notify
- | exc -> dispose_old_locked_mark (); self#notify; raise exc)
- | `Cursor ->
- let locked_iter () = buffer#get_iter_at_mark (`NAME "locked") in
- let cursor_iter () = buffer#get_iter_at_mark `INSERT in
- let remember =
- `MARK
- (buffer#create_mark ~name:"initial_insert"
- ~left_gravity:true (cursor_iter ())) in
- let dispose_remember () = buffer#delete_mark remember in
- let remember_iter () =
- buffer#get_iter_at_mark (`NAME "initial_insert") in
- let cmp () = (locked_iter ())#offset - (remember_iter ())#offset in
- let icmp = cmp () in
- let forward_until_cursor () = (* go forward until locked > cursor *)
- let rec aux () =
- self#_advance ();
- if cmp () < 0 && (getoldpos ())#compare (getpos ()) < 0
- then
- begin
- buffer#move_mark old_locked_mark (getpos ());
- aux ()
- end
- in
- aux ()
- in
- let rec back_until_cursor len = (* go backward until locked < cursor *)
- function
- statements, (status::_ as history) when len <= 0 ->
- self#_retract (icmp - len) status statements history
- | statement::tl1, _::tl2 ->
- back_until_cursor (len - String.length statement) (tl1,tl2)
- | _,_ -> assert false
- in
- (try
- begin
- if icmp < 0 then (* locked < cursor *)
- (forward_until_cursor (); self#notify)
- else if icmp > 0 then (* locked > cursor *)
- (back_until_cursor icmp (statements,history); self#notify)
- else (* cursor = locked *)
- ()
- end ;
- dispose_remember ();
- dispose_old_locked_mark ();
- with
- | Margin -> dispose_remember (); dispose_old_locked_mark (); self#notify
- | exc -> dispose_remember (); dispose_old_locked_mark ();
- self#notify; raise exc)
-
- method onGoingProof () =
- match self#status.proof_status with
- | No_proof | Proof _ -> false
- | Incomplete_proof _ -> true
- | Intermediate _ -> assert false
-
-(* method proofStatus = MatitaTypes.get_proof_status self#status *)
- method proofMetasenv = MatitaTypes.get_proof_metasenv self#status
- method proofContext = MatitaTypes.get_proof_context self#status userGoal
- method proofConclusion = MatitaTypes.get_proof_conclusion self#status userGoal
- method stack = MatitaTypes.get_stack self#status
- method setGoal n = userGoal <- n
- method goal = userGoal
-
- method eos =
- let s = self#getFuture in
- let rec is_there_and_executable s =
- if Pcre.pmatch ~rex:only_dust_RE s then raise Margin;
- let st = GrafiteParser.parse_statement (Ulexing.from_utf8_string s) in
- match st with
- | GrafiteAst.Comment (loc,_)->
- let parsed_text_length = snd (CicNotationPt.loc_of_floc loc) in
- let remain_len = String.length s - parsed_text_length in
- let next = String.sub s parsed_text_length remain_len in
- is_there_and_executable next
- | GrafiteAst.Executable (loc, ex) -> false
- in
- try
- is_there_and_executable s
- with
- | CicNotationParser.Parse_error _ -> false
- | Margin | End_of_file -> true
-
- (* debug *)
- method dump () =
- MatitaLog.debug "script status:";
- MatitaLog.debug ("history size: " ^ string_of_int (List.length history));
- MatitaLog.debug (sprintf "%d statements:" (List.length statements));
- List.iter MatitaLog.debug statements;
- MatitaLog.debug ("Current file name: " ^
- (match guistuff.filenamedata with
- |None,_ -> "[ no name ]"
- | Some f,_ -> f));
-
-end
-
-let _script = ref None
-
-let script ~source_view ~init ~mathviewer ~urichooser ~develcreator ~ask_confirmation ~set_star ()
-=
- let s = new script
- ~source_view ~init ~mathviewer ~ask_confirmation ~urichooser ~develcreator ~set_star ()
- in
- _script := Some s;
- s
-
-let current () = match !_script with None -> assert false | Some s -> s
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class type script =
-object
-
- method locked_mark : Gtk.text_mark
- method locked_tag : GText.tag
-
- (** @return current status *)
- method status: MatitaTypes.status
-
- (** {2 Observers} *)
-
- method addObserver : (MatitaTypes.status -> unit) -> unit
-
- (** {2 History} *)
-
- method advance : ?statement:string -> unit -> unit
- method retract : unit -> unit
- method goto: [`Top | `Bottom | `Cursor] -> unit -> unit
- method reset: unit -> unit
- method template: unit -> unit
-
- (** {2 Load/save} *)
-
- method assignFileName : string -> unit (* to the current active file *)
- method loadFromFile : string -> unit
- method saveToFile : unit -> unit
- method filename : string
-
- (** {2 Current proof} (if any) *)
-
- (** @return true if there is an ongoing proof, false otherise *)
- method onGoingProof: unit -> bool
-
-(* method proofStatus: ProofEngineTypes.status |+* @raise Statement_error +| *)
- method proofMetasenv: Cic.metasenv (** @raise Statement_error *)
- method proofContext: Cic.context (** @raise Statement_error *)
- method proofConclusion: Cic.term (** @raise Statement_error *)
- method stack: Continuationals.Stack.t (** @raise Statement_error *)
-
- method setGoal: int -> unit
- method goal: int
-
- (** end of script, true if the whole script has been executed *)
- method eos: bool
-
- (** misc *)
- method clean_dirty_lock: unit
-
- (* debug *)
- method dump : unit -> unit
-
-end
-
- (** @param set_star callback used to set the modified symbol (usually a star
- * "*") on the side of a script name *)
-val script:
- source_view:GSourceView.source_view ->
- init:MatitaTypes.status ->
- mathviewer: MatitaTypes.mathViewer->
- urichooser: (UriManager.uri list -> UriManager.uri list) ->
- develcreator: (containing:string option -> unit) ->
- ask_confirmation:
- (title:string -> message:string -> [`YES | `NO | `CANCEL]) ->
- set_star: (string -> bool -> unit) ->
- unit ->
- script
-
-(* each time script above is called an internal ref is set, instance will return
- * the value of this ref *)
-(* TODO Zack: orrible solution until we found a better one for having a single
- * access point for the script *)
-val current: unit -> script
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaTypes
-
-let alias_diff ~from status =
- let module Map = DisambiguateTypes.Environment in
- Map.fold
- (fun domain_item (description1,_ as codomain_item) acc ->
- try
- let description2,_ = Map.find domain_item from.aliases in
- if description1 <> description2 then
- (domain_item,codomain_item)::acc
- else
- acc
- with
- Not_found ->
- (domain_item,codomain_item)::acc)
- status.aliases []
-
-let alias_diff =
- let profiler = HExtlib.profile "alias_diff (conteggiato anche in include)" in
- fun ~from status -> profiler.HExtlib.profile (alias_diff ~from) status
-
-let set_proof_aliases status new_aliases =
- let commands_of_aliases =
- List.map
- (fun alias -> GrafiteAst.Alias (DisambiguateTypes.dummy_floc, alias))
- in
- let deps_of_aliases =
- HExtlib.filter_map
- (function
- | GrafiteAst.Ident_alias (_, suri) ->
- let buri = UriManager.buri_of_uri (UriManager.uri_of_string suri) in
- Some (GrafiteAst.Dependency buri)
- | _ -> None)
- in
- let aliases =
- List.fold_left (fun acc (d,c) -> DisambiguateTypes.Environment.add d c acc)
- status.aliases new_aliases in
- let multi_aliases =
- List.fold_left (fun acc (d,c) -> DisambiguateTypes.Environment.cons d c acc)
- status.multi_aliases new_aliases in
- let new_status =
- { status with multi_aliases = multi_aliases ; aliases = aliases}
- in
- if new_aliases = [] then
- new_status
- else
- let aliases =
- DisambiguatePp.aliases_of_domain_and_codomain_items_list new_aliases
- in
- let status = add_moo_content (commands_of_aliases aliases) new_status in
- let status = add_moo_metadata (deps_of_aliases aliases) status in
- status
-
-(** given a uri and a type list (the contructors types) builds a list of pairs
- * (name,uri) that is used to generate automatic aliases **)
-let extract_alias types uri =
- fst(List.fold_left (
- fun (acc,i) (name, _, _, cl) ->
- (name, UriManager.string_of_uri (UriManager.uri_of_uriref uri i None))
- ::
- (fst(List.fold_left (
- fun (acc,j) (name,_) ->
- (((name,UriManager.string_of_uri (UriManager.uri_of_uriref uri i
- (Some j))) :: acc) , j+1)
- ) (acc,1) cl)),i+1
- ) ([],0) types)
-
-let build_aliases =
- List.map
- (fun (name,suri) ->
- DisambiguateTypes.Id name,
- (suri, fun _ _ _ -> CicUtil.term_of_uri (UriManager.uri_of_string suri)))
-
-let add_aliases_for_inductive_def status types suri =
- let uri = UriManager.uri_of_string suri in
- let aliases = build_aliases (extract_alias types uri) in
- set_proof_aliases status aliases
-
-let add_alias_for_constant status suri =
- let uri = UriManager.uri_of_string suri in
- let name = UriManager.name_of_uri uri in
- let new_env = build_aliases [(name,suri)] in
- set_proof_aliases status new_env
-
-let add_aliases_for_object status suri =
- function
- Cic.InductiveDefinition (types,_,_,_) ->
- add_aliases_for_inductive_def status types suri
- | Cic.Constant _ -> add_alias_for_constant status suri
- | Cic.Variable _
- | Cic.CurrentProof _ -> assert false
-
-let paths_and_uris_of_obj uri status =
- let basedir = get_string_option status "basedir" ^ "/xml" in
- let innertypesuri = UriManager.innertypesuri_of_uri uri in
- let bodyuri = UriManager.bodyuri_of_uri uri in
- let univgraphuri = UriManager.univgraphuri_of_uri uri in
- let innertypesfilename = Str.replace_first (Str.regexp "^cic:") ""
- (UriManager.string_of_uri innertypesuri) ^ ".xml.gz" in
- let innertypespath = basedir ^ "/" ^ innertypesfilename in
- let xmlfilename = Str.replace_first (Str.regexp "^cic:/") ""
- (UriManager.string_of_uri uri) ^ ".xml.gz" in
- let xmlpath = basedir ^ "/" ^ xmlfilename in
- let xmlbodyfilename = Str.replace_first (Str.regexp "^cic:/") ""
- (UriManager.string_of_uri uri) ^ ".body.xml.gz" in
- let xmlbodypath = basedir ^ "/" ^ xmlbodyfilename in
- let xmlunivgraphfilename = Str.replace_first (Str.regexp "^cic:/") ""
- (UriManager.string_of_uri univgraphuri) ^ ".xml.gz" in
- let xmlunivgraphpath = basedir ^ "/" ^ xmlunivgraphfilename in
- xmlpath, xmlbodypath, innertypespath, bodyuri, innertypesuri,
- xmlunivgraphpath, univgraphuri
-
-let save_object_to_disk status uri obj ugraph univlist =
- let ensure_path_exists path =
- let dir = Filename.dirname path in
- HExtlib.mkdir dir
- in
- (* generate annobj, ids_to_inner_sorts and ids_to_inner_types *)
- let annobj = Cic2acic.plain_acic_object_of_cic_object obj in
- (* prepare XML *)
- let xml, bodyxml =
- Cic2Xml.print_object
- uri ?ids_to_inner_sorts:None ~ask_dtd_to_the_getter:false annobj
- in
- let xmlpath, xmlbodypath, innertypespath, bodyuri, innertypesuri,
- xmlunivgraphpath, univgraphuri =
- paths_and_uris_of_obj uri status
- in
- let path_scheme_of path = "file://" ^ path in
- List.iter HExtlib.mkdir (List.map Filename.dirname [xmlpath]);
- (* now write to disk *)
- ensure_path_exists xmlpath;
- Xml.pp ~gzip:true xml (Some xmlpath);
- CicUniv.write_xml_of_ugraph xmlunivgraphpath ugraph univlist;
- (* we return a list of uri,path we registered/created *)
- (uri,xmlpath) ::
- (univgraphuri,xmlunivgraphpath) ::
- (* now the optional body, both write and register *)
- (match bodyxml,bodyuri with
- None,None -> []
- | Some bodyxml,Some bodyuri->
- ensure_path_exists xmlbodypath;
- Xml.pp ~gzip:true bodyxml (Some xmlbodypath);
- [bodyuri, xmlbodypath]
- | _-> assert false)
-
-let typecheck_obj =
- let profiler = HExtlib.profile "add_obj.typecheck_obj" in
- fun uri obj -> profiler.HExtlib.profile (CicTypeChecker.typecheck_obj uri) obj
-
-let index_obj =
- let profiler = HExtlib.profile "add_obj.index_obj" in
- fun ~dbd ~uri ->
- profiler.HExtlib.profile (fun uri -> MetadataDb.index_obj ~dbd ~uri) uri
-
-let add_obj uri obj status =
- let dbd = MatitaDb.instance () in
- let suri = UriManager.string_of_uri uri in
- if CicEnvironment.in_library uri then
- command_error (sprintf "%s already defined" suri)
- else begin
- typecheck_obj uri obj; (* 1 *)
- let _, ugraph, univlist =
- CicEnvironment.get_cooked_obj_with_univlist CicUniv.empty_ugraph uri in
- try
- index_obj ~dbd ~uri; (* 2 must be in the env *)
- try
- let new_stuff=save_object_to_disk status uri obj ugraph univlist in(*3*)
- try
- MatitaLog.message (sprintf "%s defined" suri);
- let status = add_aliases_for_object status suri obj in
- { status with objects = new_stuff @ status.objects;
- proof_status = No_proof }
- with exc ->
- List.iter MatitaMisc.safe_remove (List.map snd new_stuff); (* -3 *)
- raise exc
- with exc ->
- ignore(MatitaDb.remove_uri uri); (* -2 *)
- raise exc
- with exc ->
- CicEnvironment.remove_obj uri; (* -1 *)
- raise exc
- end
-
-let add_obj =
- let profiler = HExtlib.profile "add_obj" in
- fun uri obj status -> profiler.HExtlib.profile (add_obj uri obj) status
-
-module OrderedUri =
-struct
- type t = UriManager.uri * string
- let compare (u1, _) (u2, _) = UriManager.compare u1 u2
-end
-
-module OrderedId =
-struct
- type t = CicNotation.notation_id
- let compare = Pervasives.compare
-end
-
-module UriSet = Set.Make (OrderedUri)
-module IdSet = Set.Make (OrderedId)
-
- (** @return l2 \ l1 *)
-let urixstring_list_diff l2 l1 =
- let module S = UriSet in
- let s1 = List.fold_left (fun set uri -> S.add uri set) S.empty l1 in
- let s2 = List.fold_left (fun set uri -> S.add uri set) S.empty l2 in
- let diff = S.diff s2 s1 in
- S.fold (fun uri uris -> uri :: uris) diff []
-
-let uri_list_diff l2 l1 =
- let module S = UriManager.UriSet in
- let s1 = List.fold_left (fun set uri -> S.add uri set) S.empty l1 in
- let s2 = List.fold_left (fun set uri -> S.add uri set) S.empty l2 in
- let diff = S.diff s2 s1 in
- S.fold (fun uri uris -> uri :: uris) diff []
-
- (** @return l2 \ l1 *)
-let id_list_diff l2 l1 =
- let module S = IdSet in
- let s1 = List.fold_left (fun set uri -> S.add uri set) S.empty l1 in
- let s2 = List.fold_left (fun set uri -> S.add uri set) S.empty l2 in
- let diff = S.diff s2 s1 in
- S.fold (fun uri uris -> uri :: uris) diff []
-
-let remove_coercion uri =
- CoercDb.remove_coercion (fun (_,_,u) -> UriManager.eq u uri)
-
-let time_travel ~present ~past =
- let objs_to_remove = urixstring_list_diff present.objects past.objects in
- let coercions_to_remove = uri_list_diff present.coercions past.coercions in
- let notation_to_remove =
- id_list_diff present.notation_ids past.notation_ids
- in
- let debug_list = ref [] in
- List.iter remove_coercion coercions_to_remove;
- List.iter
- (fun (uri,p) ->
- MatitaMisc.safe_remove p;
- (try
- CicEnvironment.remove_obj uri
- with CicEnvironment.Object_not_found _ ->
- MatitaLog.debug
- (sprintf "time_travel removes from cache %s that is not in"
- (UriManager.string_of_uri uri)));
- let l = MatitaDb.remove_uri uri in
- debug_list := UriManager.string_of_uri uri :: !debug_list @ l)
- objs_to_remove;
- List.iter CicNotation.remove_notation notation_to_remove
- (*
- (* this is debug code
- * idea: debug_list is the list of objects to be removed as computed from the
- * db, while list_of_objs_to_remove is the same list but computer from the
- * differences between statuses *)
- let l1 = List.sort Pervasives.compare !debug_list in
- let l2 = List.sort Pervasives.compare
- (List.map (fun (x,_) -> UriManager.string_of_uri x) list_of_objs_to_remove)
- in
- let rec uniq = function
- | [] -> []
- | h::[] -> [h]
- | h1::h2::tl when h1 = h2 -> uniq (h2 :: tl)
- | h1::tl (* when h1 <> h2 *) -> h1 :: uniq tl
- in
- let l1 = uniq l1 in
- let l2 = uniq l2 in
- try
- List.iter2 (fun x y -> if x <> y then raise Exit) l1 l2
- with
- | Invalid_argument _ | Exit ->
- MatitaLog.debug "It seems you garbaged something...";
- MatitaLog.debug "l1:";
- List.iter MatitaLog.debug l1;
- MatitaLog.debug "l2:";
- List.iter MatitaLog.debug l2
- *)
-
-let last_baseuri = ref ""
-
-let remove ?(verbose=false) uri =
- let derived_uris_of_uri uri =
- UriManager.innertypesuri_of_uri uri ::
- UriManager.univgraphuri_of_uri uri ::
- (match UriManager.bodyuri_of_uri uri with
- | None -> []
- | Some u -> [u])
- in
- let to_remove =
- uri ::
- (if UriManager.uri_is_ind uri then MatitaDb.xpointers_of_ind uri else []) @
- derived_uris_of_uri uri
- in
- List.iter
- (fun uri ->
- (try
- (* WARNING: non reentrant debugging code *)
- if verbose then
- let baseuri = UriManager.buri_of_uri uri in
- if !last_baseuri <> baseuri then
- begin
- MatitaLog.debug ("Removing: " ^ baseuri ^ "/*");
- last_baseuri := baseuri
- end;
- let file = Http_getter.resolve' uri in
- MatitaMisc.safe_remove file;
- MatitaMisc.rmdir_descend (Filename.dirname file)
- with Http_getter_types.Key_not_found _ -> ());
- remove_coercion uri;
- ignore (MatitaDb.remove_uri uri);
- CicEnvironment.remove_obj uri)
- to_remove
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val add_obj:
- UriManager.uri -> Cic.obj ->
- MatitaTypes.status -> MatitaTypes.status
-
-val time_travel:
- present:MatitaTypes.status -> past:MatitaTypes.status -> unit
-
- (** perform a diff between the aliases contained in two statuses, assuming
- * that the second one can only have more aliases than the first one
- * @return the list of aliases that should be added to aliases of from in
- * order to be equal to aliases of the second argument *)
-val alias_diff:
- from:MatitaTypes.status -> MatitaTypes.status ->
- (DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list
-
- (** set the proof aliases enriching the moo_content *)
-val set_proof_aliases :
- MatitaTypes.status ->
- (DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list ->
- MatitaTypes.status
-
- (* removes the object from DB, Disk, CoercionsDB, CicEnvironment, getter
- * asserts the uri is resolved to file:// so it is only for
- * user's objects
- * @param verbose defaults to false *)
-val remove: ?verbose:bool -> UriManager.uri -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
- (** user hit the cancel button *)
-exception Cancel
-
- (** statement invoked in the wrong context (e.g. tactic with no ongoing proof)
- *)
-exception Statement_error of string
-let statement_error msg = raise (Statement_error msg)
-
-exception Command_error of string
-let command_error msg = raise (Command_error msg)
-
- (** parameters are: option name, error message *)
-exception Option_error of string * string
-
-exception Unbound_identifier of string
-
-type incomplete_proof = {
- proof: ProofEngineTypes.proof;
- stack: Continuationals.Stack.t;
-}
-
-type proof_status =
- | No_proof
- | Incomplete_proof of incomplete_proof
- | Proof of ProofEngineTypes.proof
- | Intermediate of Cic.metasenv
- (* Status in which the proof could be while it is being processed by the
- * engine. No status entering/exiting the engine could be in it. *)
-
-module StringMap = Map.Make (String)
-
-type option_value =
- | String of string
- | Int of int
-type options = option_value StringMap.t
-let no_options = StringMap.empty
-
-type ast_command = (CicNotationPt.term, GrafiteAst.obj) GrafiteAst.command
-type moo = ast_command list * GrafiteAst.metadata list
-
-type status = {
- aliases: DisambiguateTypes.environment;
- multi_aliases: DisambiguateTypes.multiple_environment;
- moo_content_rev: moo;
- proof_status: proof_status;
- options: options;
- objects: (UriManager.uri * string) list;
- coercions: UriManager.uri list;
- notation_ids: CicNotation.notation_id list;
-}
-
-let set_metasenv metasenv status =
- let proof_status =
- match status.proof_status with
- | No_proof -> Intermediate metasenv
- | Incomplete_proof ({ proof = (uri, _, proof, ty) } as incomplete_proof) ->
- Incomplete_proof
- { incomplete_proof with proof = (uri, metasenv, proof, ty) }
- | Intermediate _ -> Intermediate metasenv
- | Proof _ -> assert false
- in
- { status with proof_status = proof_status }
-
-let dump_status status =
- MatitaLog.message "status.aliases:\n";
- MatitaLog.message "status.proof_status:";
- MatitaLog.message
- (match status.proof_status with
- | No_proof -> "no proof\n"
- | Incomplete_proof _ -> "incomplete proof\n"
- | Proof _ -> "proof\n"
- | Intermediate _ -> "Intermediate\n");
- MatitaLog.message "status.options\n";
- StringMap.iter (fun k v ->
- let v =
- match v with
- | String s -> s
- | Int i -> string_of_int i
- in
- MatitaLog.message (k ^ "::=" ^ v)) status.options;
- MatitaLog.message "status.coercions\n";
- MatitaLog.message "status.objects:\n";
- List.iter
- (fun (u,_) ->
- MatitaLog.message (UriManager.string_of_uri u)) status.objects
-
-let get_option status name =
- try
- StringMap.find name status.options
- with Not_found -> raise (Option_error (name, "not found"))
-
-let get_string_option status name =
- match get_option status name with
- | String s -> s
- | _ -> raise (Option_error (name, "not a string value"))
-
-let set_option status name value =
- let mangle_dir s =
- let s = Str.global_replace (Str.regexp "//+") "/" s in
- let s = Str.global_replace (Str.regexp "/$") "" s in
- s
- in
- let types =
- [ "baseuri", (`String, mangle_dir);
- "basedir", (`String, mangle_dir);
- ]
- in
- let ty_and_mangler =
- try
- List.assoc name types
- with Not_found -> command_error (sprintf "Unknown option \"%s\"" name)
- in
- let value =
- match ty_and_mangler with
- | `String, f -> String (f value)
- | `Int, f ->
- (try
- Int (int_of_string (f value))
- with Failure _ ->
- command_error (sprintf "Not an integer value \"%s\"" value))
- in
- if StringMap.mem name status.options && name = "baseuri" then
- command_error "Redefinition of 'baseuri' is forbidden."
- else
- { status with options = StringMap.add name value status.options }
-
-let add_moo_content cmds status =
- let content, metadata = status.moo_content_rev in
- let content' =
- List.fold_right
- (fun cmd acc ->
-(* prerr_endline ("adding to moo command: " ^ GrafiteAstPp.pp_command cmd); *)
- match cmd with
- | GrafiteAst.Interpretation _
- | GrafiteAst.Default _ ->
- if List.mem cmd content then acc
- else cmd :: acc
- | GrafiteAst.Alias _ -> (* move Alias as the last inserted one *)
- cmd :: (List.filter ((<>) cmd) acc)
- | _ -> cmd :: acc)
- cmds content
- in
-(* prerr_endline ("new moo content: " ^ String.concat " " (List.map
- GrafiteAstPp.pp_command content')); *)
- { status with moo_content_rev = content', metadata }
-
-let add_moo_metadata new_metadata status =
- let content, metadata = status.moo_content_rev in
- let metadata' =
- List.fold_left
- (fun acc m ->
- match m with
- | GrafiteAst.Dependency buri ->
- let is_self = (* self dependency *)
- try
- get_string_option status "baseuri" = buri
- with Option_error _ -> false (* baseuri not yet set *)
- in
- if is_self
- || List.exists (GrafiteAst.eq_metadata m) metadata (* duplicate *)
- then acc
- else m :: acc
- | _ -> m :: acc)
- metadata new_metadata
- in
- { status with moo_content_rev = content, metadata' }
-
- (* subset of MatitaConsole.console methods needed by MatitaInterpreter *)
-class type console =
- object
- method clear : unit -> unit
- method echo_error : string -> unit
- method echo_message : string -> unit
- method wrap_exn : 'a. (unit -> 'a) -> 'a option
- method choose_uri : string list -> string
- method show : ?msg:string -> unit -> unit
- end
-
-type abouts =
- [ `Blank
- | `Current_proof
- | `Us
- ]
-
-type mathViewer_entry =
- [ `About of abouts (* current proof *)
- | `Check of string (* term *)
- | `Cic of Cic.term * Cic.metasenv
- | `Dir of string (* "directory" in cic uris namespace *)
- | `Uri of UriManager.uri (* cic object uri *)
- | `Whelp of string * UriManager.uri list (* query and results *)
- ]
-
-let string_of_entry = function
- | `About `Blank -> "about:blank"
- | `About `Current_proof -> "about:proof"
- | `About `Us -> "about:us"
- | `Check _ -> "check:"
- | `Cic (_, _) -> "term:"
- | `Dir uri -> uri
- | `Uri uri -> UriManager.string_of_uri uri
- | `Whelp (query, _) -> query
-
-let entry_of_string = function
- | "about:blank" -> `About `Blank
- | "about:proof" -> `About `Current_proof
- | "about:us" -> `About `Us
- | _ -> (* only about entries supported ATM *)
- raise (Invalid_argument "entry_of_string")
-
-class type mathViewer =
- object
- (** @param reuse if set reused last opened cic browser otherwise
- * opens a new one. default is false
- *)
- method show_entry: ?reuse:bool -> mathViewer_entry -> unit
- method show_uri_list:
- ?reuse:bool -> entry:mathViewer_entry -> UriManager.uri list -> unit
- end
-
-let qualify status name = get_string_option status "baseuri" ^ "/" ^ name
-
-let get_current_proof status =
- match status.proof_status with
- | Incomplete_proof { proof = p } -> p
- | _ -> statement_error "no ongoing proof"
-
-let get_proof_metasenv status =
- match status.proof_status with
- | No_proof -> []
- | Proof (_, metasenv, _, _)
- | Incomplete_proof { proof = (_, metasenv, _, _) }
- | Intermediate metasenv ->
- metasenv
-
-let get_proof_context status goal =
- match status.proof_status with
- | Incomplete_proof { proof = (_, metasenv, _, _) } ->
- let (_, context, _) = CicUtil.lookup_meta goal metasenv in
- context
- | _ -> []
-
-let get_proof_conclusion status goal =
- match status.proof_status with
- | Incomplete_proof { proof = (_, metasenv, _, _) } ->
- let (_, _, conclusion) = CicUtil.lookup_meta goal metasenv in
- conclusion
- | _ -> statement_error "no ongoing proof"
-
-let get_stack status =
- match status.proof_status with
- | Incomplete_proof p -> p.stack
- | Proof _ -> Continuationals.Stack.empty
- | _ -> assert false
-
-let set_stack stack status =
- match status.proof_status with
- | Incomplete_proof p ->
- { status with proof_status = Incomplete_proof { p with stack = stack } }
- | Proof _ ->
- assert (Continuationals.Stack.is_empty stack);
- status
- | _ -> assert false
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Cancel
-exception Statement_error of string
-val statement_error : string -> 'a
-
-exception Command_error of string
-val command_error : string -> 'a
-
-exception Option_error of string * string
-exception Unbound_identifier of string
-
-type incomplete_proof = {
- proof: ProofEngineTypes.proof;
- stack: Continuationals.Stack.t;
-}
-
-type proof_status =
- No_proof
- | Incomplete_proof of incomplete_proof
- | Proof of ProofEngineTypes.proof
- | Intermediate of Cic.metasenv
-
-module StringMap : Map.S with type key = String.t
-
-type option_value =
- | String of string
- | Int of int
-type options = option_value StringMap.t
-val no_options : 'a StringMap.t
-
-type ast_command = (CicNotationPt.term, GrafiteAst.obj) GrafiteAst.command
-type moo = ast_command list * GrafiteAst.metadata list (** <moo, metadata> *)
-
-type status = {
- aliases: DisambiguateTypes.environment; (** disambiguation aliases *)
- multi_aliases: DisambiguateTypes.multiple_environment;
- moo_content_rev: moo;
- proof_status: proof_status; (** logical status *)
- options: options;
- objects: (UriManager.uri * string) list; (** in-scope objects, with paths *)
- coercions: UriManager.uri list; (** defined coercions *)
- notation_ids: CicNotation.notation_id list; (** in-scope notation ids *)
-}
-
-val set_metasenv: Cic.metasenv -> status -> status
-
- (** list is not reversed, head command will be the first emitted *)
-val add_moo_content: ast_command list -> status -> status
-val add_moo_metadata: GrafiteAst.metadata list -> status -> status
-
-val dump_status : status -> unit
-val get_option : status -> StringMap.key -> option_value
-val get_string_option : status -> StringMap.key -> string
-val set_option : status -> StringMap.key -> string -> status
-
-class type console =
- object
- method choose_uri : string list -> string
- method clear : unit -> unit
- method echo_error : string -> unit
- method echo_message : string -> unit
- method show : ?msg:string -> unit -> unit
- method wrap_exn : (unit -> 'a) -> 'a option
- end
-
-type abouts = [ `Blank | `Current_proof | `Us ]
-
-type mathViewer_entry =
- [ `About of abouts
- | `Check of string
- | `Cic of Cic.term * Cic.metasenv
- | `Dir of string
- | `Uri of UriManager.uri
- | `Whelp of string * UriManager.uri list ]
-
-val string_of_entry :
- [< `About of [< `Blank | `Current_proof | `Us ]
- | `Check of 'a
- | `Cic of 'b * 'c
- | `Dir of string
- | `Uri of UriManager.uri
- | `Whelp of string * 'd ] ->
- string
-
-val entry_of_string :
- string -> [> `About of [> `Blank | `Current_proof | `Us ] ]
-
-class type mathViewer =
- object
- method show_entry : ?reuse:bool -> mathViewer_entry -> unit
- method show_uri_list :
- ?reuse:bool -> entry:mathViewer_entry -> UriManager.uri list -> unit
- end
-
-val qualify: status -> string -> string
-
-val get_current_proof: status -> ProofEngineTypes.proof
-val get_proof_metasenv: status -> Cic.metasenv
-val get_proof_context: status -> ProofEngineTypes.goal -> Cic.context
-val get_proof_conclusion: status -> ProofEngineTypes.goal -> Cic.term
-val get_stack: status -> Continuationals.Stack.t
-
-val set_stack: Continuationals.Stack.t -> status -> status
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let main () =
- match Filename.basename Sys.argv.(0) with
- | "matitadep" | "matitadep.opt" -> Matitadep.main ()
- | "matitaclean" | "matitaclean.opt" -> Matitaclean.main ()
- | "matitamake" | "matitamake.opt" -> Matitamake.main ()
- | _ ->
- let _ = Paramodulation.Saturation.init () in (* ALB to link paramodulation *)
- let _ = MatitacLib.main `COMPILER in
- ()
-
-let _ = main ()
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MatitaTypes
-
-(** {2 Initialization} *)
-
-let status = ref None
-
-let run_script is eval_function =
- let status =
- match !status with
- | None -> assert false
- | Some s -> s
- in
- let slash_n_RE = Pcre.regexp "\\n" in
- let cb =
- if Helm_registry.get_bool "matita.quiet" then
- (fun _ _ -> ())
- else
- (fun status stm ->
- (* dump_status status; *)
- let stm = GrafiteAstPp.pp_statement stm in
- let stm = Pcre.replace ~rex:slash_n_RE stm in
- let stm =
- if String.length stm > 50 then
- String.sub stm 0 50 ^ " ..."
- else
- stm
- in
- MatitaLog.debug ("Executing: ``" ^ stm ^ "''"))
- in
- try
- eval_function status is cb
- with
- | MatitaEngine.Drop
- | End_of_file
- | CicNotationParser.Parse_error _ as exn -> raise exn
- | exn ->
- MatitaLog.error (MatitaExcPp.to_string exn);
- raise exn
-
-let fname () =
- match Helm_registry.get_list Helm_registry.string "matita.args" with
- | [x] -> x
- | _ -> MatitaInit.die_usage ()
-
-let pp_ocaml_mode () =
- MatitaLog.message "";
- MatitaLog.message " ** Entering Ocaml mode ** ";
- MatitaLog.message "";
- MatitaLog.message "Type 'go ();;' to enter an interactive matitac";
- MatitaLog.message ""
-
-let clean_exit n =
- let opt_exit =
- function
- None -> ()
- | Some n -> exit n
- in
- match !status with
- None -> opt_exit n
- | Some status ->
- try
- let baseuri = MatitaTypes.get_string_option !status "baseuri" in
- MatitacleanLib.clean_baseuris ~verbose:false [baseuri];
- opt_exit n
- with MatitaTypes.Option_error("baseuri", "not found") ->
- (* no baseuri ==> nothing to clean yet *)
- opt_exit n
-
-let rec interactive_loop () =
- let str = Ulexing.from_utf8_channel stdin in
- try
- run_script str
- (MatitaEngine.eval_from_stream_greedy
- ~include_paths:(Helm_registry.get_list Helm_registry.string
- "matita.includes"))
- with
- | MatitaEngine.Drop -> pp_ocaml_mode ()
- | Sys.Break -> MatitaLog.error "user break!"; interactive_loop ()
- | MatitaTypes.Command_error _ -> interactive_loop ()
- | End_of_file ->
- print_newline ();
- clean_exit (Some 0)
- | CicNotationParser.Parse_error (floc,err) ->
- let (x, y) = CicNotationPt.loc_of_floc floc in
- MatitaLog.error (sprintf "Parse error at %d-%d: %s" x y err);
- interactive_loop ()
- | exn -> MatitaLog.error (Printexc.to_string exn); interactive_loop ()
-
-let go () =
- Helm_registry.load_from BuildTimeConf.matita_conf;
- CicNotation.load_notation BuildTimeConf.core_notation_script;
- Http_getter.init ();
- MetadataTypes.ownerize_tables (Helm_registry.get "matita.owner");
- MatitaDb.create_owner_environment ();
- CicEnvironment.set_trust (* environment trust *)
- (let trust = Helm_registry.get_bool "matita.environment_trust" in
- fun _ -> trust);
- status := Some (ref (Lazy.force MatitaEngine.initial_status));
- Sys.catch_break true;
- interactive_loop ()
-
-let main ~mode =
- MatitaInit.initialize_all ();
- (* must be called after init since args are set by cmdline parsing *)
- let fname = fname () in
- status := Some (ref (Lazy.force MatitaEngine.initial_status));
- Sys.catch_break true;
- let origcb = MatitaLog.get_log_callback () in
- let newcb tag s =
- match tag with
- | `Debug | `Message -> ()
- | `Warning | `Error -> origcb tag s
- in
- if Helm_registry.get_bool "matita.quiet" then
- MatitaLog.set_log_callback newcb;
- let matita_debug = Helm_registry.get_bool "matita.debug" in
- try
- let time = Unix.time () in
- if Helm_registry.get_bool "matita.quiet" then
- origcb `Message ("compiling " ^ Filename.basename fname ^ "...")
- else
- MatitaLog.message (sprintf "execution of %s started:" fname);
- let is =
- Ulexing.from_utf8_channel
- (match fname with
- | "stdin" -> stdin
- | fname -> open_in fname)
- in
- run_script is
- (MatitaEngine.eval_from_stream
- ~include_paths:(Helm_registry.get_list Helm_registry.string
- "matita.includes")
- ~clean_baseuri:(not (Helm_registry.get_bool "matita.preserve")));
- let elapsed = Unix.time () -. time in
- let tm = Unix.gmtime elapsed in
- let sec =
- if tm.Unix.tm_sec > 0 then (string_of_int tm.Unix.tm_sec ^ "''") else ""
- in
- let min =
- if tm.Unix.tm_min > 0 then (string_of_int tm.Unix.tm_min ^ "' ") else ""
- in
- let hou =
- if tm.Unix.tm_hour > 0 then (string_of_int tm.Unix.tm_hour ^ "h ") else ""
- in
- let proof_status,moo_content_rev =
- match !status with
- | Some s -> !s.proof_status, !s.moo_content_rev
- | None -> assert false
- in
- if proof_status <> MatitaTypes.No_proof then
- begin
- MatitaLog.error
- "there are still incomplete proofs at the end of the script";
- clean_exit (Some 2)
- end
- else
- begin
- let moo_fname = MatitacleanLib.obj_file_of_script fname in
- MatitaMoo.save_moo moo_fname moo_content_rev;
- MatitaLog.message
- (sprintf "execution of %s completed in %s." fname (hou^min^sec));
- exit 0
- end
- with
- | Sys.Break ->
- MatitaLog.error "user break!";
- if mode = `COMPILER then
- clean_exit (Some ~-1)
- else
- pp_ocaml_mode ()
- | MatitaEngine.Drop ->
- if mode = `COMPILER then
- clean_exit (Some 1)
- else
- pp_ocaml_mode ()
- | CicNotationParser.Parse_error (floc,err) ->
- let (x, y) = CicNotationPt.loc_of_floc floc in
- MatitaLog.error (sprintf "Parse error at %d-%d: %s" x y err);
- if mode = `COMPILER then
- clean_exit (Some 1)
- else
- pp_ocaml_mode ()
- | exn ->
- if matita_debug then raise exn;
- if mode = `COMPILER then
- clean_exit (Some 3)
- else
- pp_ocaml_mode ()
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val interactive_loop : unit -> unit
-
-(** go initializes the status and calls interactive_loop *)
-val go : unit -> unit
-val main : mode:[ `COMPILER | `TOPLEVEL ] -> unit
-
-(** clean_exit n
- if n = Some n it performs an exit [n] after a complete clean-up of what was
- partially compiled
- otherwise it performs the clean-up without exiting
-*)
-val clean_exit : int option -> unit
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module UM = UriManager
-module TA = GrafiteAst
-
-let main () =
- let _ = MatitaInit.initialize_all () in
- let uris_to_remove = ref [] in
- let files_to_remove = ref [] in
- (match Helm_registry.get_list Helm_registry.string "matita.args" with
- | [ "all" ] ->
- MatitaDb.clean_owner_environment ();
- let xmldir = Helm_registry.get "matita.basedir" ^ "/xml" in
- ignore
- (Sys.command
- ("find " ^ xmldir ^
- " \\( -name \\*.xml.gz -o -name \\*.moo \\) " ^
- "-exec rm \\{\\} \\; 2> /dev/null"));
- ignore
- (Sys.command ("find " ^ xmldir ^
- " -type d -exec rmdir -p {} \\; 2> /dev/null"));
- exit 0
- | [] -> MatitaInit.die_usage ()
- | files ->
- List.iter
- (fun suri ->
- let uri =
- try
- UM.buri_of_uri (UM.uri_of_string suri)
- with UM.IllFormedUri _ ->
- files_to_remove := suri :: !files_to_remove;
- let u = MatitacleanLib.baseuri_of_file suri in
- if String.length u < 5 || String.sub u 0 5 <> "cic:/" then begin
- MatitaLog.error (sprintf "File %s defines a bad baseuri: %s"
- suri u);
- exit 1
- end else
- u
- in
- uris_to_remove := uri :: !uris_to_remove)
- files);
- MatitacleanLib.clean_baseuris !uris_to_remove;
- let moos = List.map MatitacleanLib.obj_file_of_script !files_to_remove in
- List.iter MatitaMisc.safe_remove moos
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val main: unit -> unit
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let debug = false
-let debug_prerr = if debug then prerr_endline else ignore
-
-module HGT = Http_getter_types;;
-module HG = Http_getter;;
-module HGM = Http_getter_misc;;
-module UM = UriManager;;
-module TA = GrafiteAst;;
-
-let cache_of_processed_baseuri = Hashtbl.create 1024
-
-let one_step_depend suri =
- let buri =
- try
- UM.buri_of_uri (UM.uri_of_string suri)
- with UM.IllFormedUri _ -> suri
- in
- if Hashtbl.mem cache_of_processed_baseuri buri then
- []
- else
- begin
- Hashtbl.add cache_of_processed_baseuri buri true;
- let query =
- let buri = buri ^ "/" in
- let buri = HMysql.escape buri in
- let obj_tbl = MetadataTypes.obj_tbl () in
- sprintf
- ("SELECT source, h_occurrence FROM %s WHERE " ^^
- "h_occurrence REGEXP '^%s[^/]*$'")
- obj_tbl buri
- in
- try
- let rc = HMysql.exec (MatitaDb.instance ()) query in
- let l = ref [] in
- HMysql.iter rc (
- fun row ->
- match row.(0), row.(1) with
- | Some uri, Some occ when Filename.dirname occ = buri ->
- l := uri :: !l
- | _ -> ());
- let l = List.sort Pervasives.compare !l in
- HExtlib.list_uniq l
- with
- exn -> raise exn (* no errors should be accepted *)
- end
-
-let safe_buri_of_suri suri =
- try
- UM.buri_of_uri (UM.uri_of_string suri)
- with
- UM.IllFormedUri _ -> suri
-
-let close_uri_list uri_to_remove =
- (* to remove an uri you have to remove the whole script *)
- let buri_to_remove =
- HExtlib.list_uniq
- (List.fast_sort Pervasives.compare
- (List.map safe_buri_of_suri uri_to_remove))
- in
- (* cleand the already visided baseuris *)
- let buri_to_remove =
- List.filter
- (fun buri ->
- if Hashtbl.mem cache_of_processed_baseuri buri then false
- else true)
- buri_to_remove
- in
- (* now calculate the list of objects that belong to these baseuris *)
- let uri_to_remove =
- try
- List.fold_left
- (fun acc buri ->
- let inhabitants = HG.ls (buri ^ "/") in
- let inhabitants = List.filter
- (function HGT.Ls_object _ -> true | _ -> false)
- inhabitants
- in
- let inhabitants = List.map
- (function
- | HGT.Ls_object e -> buri ^ "/" ^ e.HGT.uri
- | _ -> assert false)
- inhabitants
- in
- inhabitants @ acc)
- [] buri_to_remove
- with HGT.Invalid_URI u ->
- MatitaLog.error ("We were listing an invalid buri: " ^ u);
- exit 1
- in
- (* now we want the list of all uri that depend on them *)
- let depend =
- List.fold_left
- (fun acc u -> one_step_depend u @ acc) [] uri_to_remove
- in
- let depend =
- HExtlib.list_uniq (List.fast_sort Pervasives.compare depend)
- in
- uri_to_remove, depend
-
-let rec close_using_db uris next =
- match next with
- | [] -> uris
- | l -> let uris, next = close_uri_list l in close_using_db uris next @ uris
-
-let cleaned_no = ref 0;;
-
- (** TODO repellent code ... *)
-let moo_root_dir = lazy (
- let url =
- List.assoc "cic:/matita/"
- (List.map
- (fun pair ->
- match
- Str.split (Str.regexp "[ \t\r\n]+") (HExtlib.trim_blanks pair)
- with
- | [a;b] -> a, b
- | _ -> assert false)
- (Helm_registry.get_list Helm_registry.string "getter.prefix"))
- in
- String.sub url 7 (String.length url - 7) (* remove heading "file:///" *)
-)
-
-let close_using_moos buris =
- let rev_deps = Hashtbl.create 97 in
- let all_moos =
- HExtlib.find ~test:(fun name -> Filename.check_suffix name ".moo")
- (Lazy.force moo_root_dir)
- in
- List.iter
- (fun path ->
- let _, metadata = MatitaMoo.load_moo ~fname:path in
- let baseuri_of_current_moo =
- let rec aux = function
- | [] -> assert false
- | GrafiteAst.Baseuri buri::_ -> buri
- | _ :: tl -> aux tl
- in
- aux metadata
- in
- let deps =
- HExtlib.filter_map
- (function
- | GrafiteAst.Dependency buri -> Some buri
- | _ -> None )
- metadata
- in
- List.iter
- (fun buri -> Hashtbl.add rev_deps buri baseuri_of_current_moo) deps)
- all_moos;
- let buris_to_remove =
- HExtlib.list_uniq
- (List.fast_sort Pervasives.compare
- (List.flatten (List.map (Hashtbl.find_all rev_deps) buris)))
- in
- let objects_to_remove =
- let objs_of_buri buri =
- HExtlib.filter_map
- (function
- | Http_getter_types.Ls_object o ->
- Some (buri ^ "/" ^ o.Http_getter_types.uri)
- | _ -> None)
- (Http_getter.ls buri)
- in
- List.flatten (List.map objs_of_buri (buris @ buris_to_remove))
- in
- objects_to_remove
-
-let clean_baseuris ?(verbose=true) buris =
- Hashtbl.clear cache_of_processed_baseuri;
- let buris = List.map HGM.strip_trailing_slash buris in
- debug_prerr "clean_baseuris called on:";
- if debug then
- List.iter debug_prerr buris;
- let l =
- if Helm_registry.get_bool "db.nodb" then
- close_using_moos buris
- else
- close_using_db [] buris
- in
- let l = HExtlib.list_uniq (List.fast_sort Pervasives.compare l) in
- let l = List.map UriManager.uri_of_string l in
- debug_prerr "clean_baseuri will remove:";
- if debug then
- List.iter (fun u -> debug_prerr (UriManager.string_of_uri u)) l;
- List.iter
- (fun buri ->
- MatitaMisc.safe_remove (MatitaMisc.obj_file_of_baseuri buri))
- (HExtlib.list_uniq (List.fast_sort Pervasives.compare
- (List.map (UriManager.buri_of_uri) l)));
- List.iter (MatitaSync.remove ~verbose) l;
- cleaned_no := !cleaned_no + List.length l;
- if !cleaned_no > 30 then
- begin
- cleaned_no := 0;
- List.iter
- (function table ->
- ignore (HMysql.exec (MatitaDb.instance ()) ("OPTIMIZE TABLE " ^ table)))
- [MetadataTypes.name_tbl (); MetadataTypes.rel_tbl ();
- MetadataTypes.sort_tbl (); MetadataTypes.obj_tbl();
- MetadataTypes.count_tbl()]
- end
-
-let baseuri_of_file file =
- let uri = ref None in
- let ic = open_in file in
- let istream = Ulexing.from_utf8_channel ic in
- (try
- while true do
- try
- let stm = GrafiteParser.parse_statement istream in
- match MatitaMisc.baseuri_of_baseuri_decl stm with
- | Some buri ->
- let u = MatitaMisc.strip_trailing_slash buri in
- if String.length u < 5 || String.sub u 0 5 <> "cic:/" then
- MatitaLog.error (file ^ " sets an incorrect baseuri: " ^ buri);
- (try
- ignore(Http_getter.resolve u)
- with
- | Http_getter_types.Unresolvable_URI _ ->
- MatitaLog.error (file ^ " sets an unresolvable baseuri: "^buri)
- | Http_getter_types.Key_not_found _ -> ());
- uri := Some u;
- raise End_of_file
- | None -> ()
- with
- CicNotationParser.Parse_error _ as exn ->
- prerr_endline ("Unable to parse: " ^ file);
- prerr_endline (MatitaExcPp.to_string exn);
- ()
- done
- with End_of_file -> close_in ic);
- match !uri with
- | Some uri -> uri
- | None -> failwith ("No baseuri defined in " ^ file)
-
-let obj_file_of_script f =
- if f = "coq.ma" then BuildTimeConf.coq_notation_script else
- let baseuri = baseuri_of_file f in
- MatitaMisc.obj_file_of_baseuri baseuri
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val clean_baseuris : ?verbose:bool -> string list -> unit
-
-val baseuri_of_file: string -> string
-val obj_file_of_script : string -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module GA = GrafiteAst
-module U = UriManager
-
-let main () =
- (* all are maps from "file" to "something" *)
- let include_deps = Hashtbl.create (Array.length Sys.argv) in
- let baseuri_of = Hashtbl.create (Array.length Sys.argv) in
- let uri_deps = Hashtbl.create (Array.length Sys.argv) in
- let buri alias = U.buri_of_uri (U.uri_of_string alias) in
- let resolve alias current_buri =
- let buri = buri alias in
- if buri <> current_buri then Some buri else None
- in
- let find path =
- let rec aux = function
- | [] -> close_in (open_in path); path
- | p :: tl ->
- try
- close_in (open_in (p ^ "/" ^ path)); p ^ "/" ^ path
- with Sys_error _ -> aux tl
- in
- let paths = Helm_registry.get_list Helm_registry.string "matita.includes" in
- try
- aux paths
- with Sys_error _ as exc ->
- MatitaLog.error ("Unable to read " ^ path);
- MatitaLog.error ("opts.include_paths was " ^ String.concat ":" paths);
- raise exc
- in
- MatitaInit.load_configuration_file ();
- MatitaInit.parse_cmdline ();
- List.iter
- (fun file ->
- let ic = open_in file in
- let istream = Ulexing.from_utf8_channel ic in
- let dependencies = GrafiteParser.parse_dependencies istream in
- close_in ic;
- List.iter
- (function
- | GrafiteAst.UriDep uri ->
- let uri = UriManager.string_of_uri uri in
- Hashtbl.add uri_deps file uri
- | GrafiteAst.BaseuriDep uri ->
- let uri = MatitaMisc.strip_trailing_slash uri in
- Hashtbl.add baseuri_of file uri
- | GrafiteAst.IncludeDep path ->
- try
- let ma_file = if path <> "coq.ma" then find path else path in
- let moo_file = MatitacleanLib.obj_file_of_script ma_file in
- Hashtbl.add include_deps file moo_file
- with Sys_error _ ->
- MatitaLog.warn
- ("Unable to find " ^ path ^ " that is included in " ^ file))
- dependencies)
- (Helm_registry.get_list Helm_registry.string "matita.args");
- Hashtbl.iter
- (fun file alias ->
- let dep = resolve alias (Hashtbl.find baseuri_of file) in
- match dep with
- | None -> ()
- | Some u ->
- Hashtbl.add include_deps file (MatitaMisc.obj_file_of_baseuri u))
- uri_deps;
- List.iter
- (fun file ->
- let deps = Hashtbl.find_all include_deps file in
- let deps = List.fast_sort Pervasives.compare deps in
- let deps = HExtlib.list_uniq deps in
- let deps = file :: deps in
- let moo = MatitacleanLib.obj_file_of_script file in
- Printf.printf "%s: %s\n" moo (String.concat " " deps);
- Printf.printf "%s: %s\n" (Pcre.replace ~pat:"ma$" ~templ:"mo" file) moo)
- (Helm_registry.get_list Helm_registry.string "matita.args")
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val main: unit -> unit
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module MK = MatitamakeLib ;;
-
-let main () =
- MatitaInit.load_configuration_file ();
- MK.initialize ();
- let usage = ref (fun () -> ()) in
- let dev_of_name name =
- match MK.development_for_name name with
- | None ->
- prerr_endline ("Unable to find a development called " ^ name);
- exit 1
- | Some d -> d
- in
- let dev_for_dir dir =
- match MK.development_for_dir dir with
- | None ->
- prerr_endline ("Unable to find a development holding directory: "^ dir);
- exit 1
- | Some d -> d
- in
- let init_dev_doc = "
-\tParameters: name (the name of the development, required)
-\tDescription: tells matitamake that a new development radicated
-\t\tin the current working directory should be handled."
- in
- let init_dev args =
- if List.length args <> 1 then !usage ();
- match MK.initialize_development (List.hd args) (Unix.getcwd ()) with
- | None -> exit 2
- | Some _ -> exit 0
- in
- let list_dev_doc = "
-\tParameters:
-\tDescription: lists the known developments and their roots."
- in
- let list_dev args =
- if List.length args <> 0 then !usage ();
- match MK.list_known_developments () with
- | [] -> print_string "No developments found.\n"; exit 0
- | l ->
- List.iter
- (fun (name, root) ->
- print_string (Printf.sprintf "%-10s\trooted in %s\n" name root))
- l;
- exit 0
- in
- let destroy_dev_doc = "
-\tParameters: name (the name of the development to destroy, required)
-\tDescription: deletes a development (only from matitamake metadat, no
-\t\t.ma files will be deleted)."
- in
- let destroy_dev args =
- if List.length args <> 1 then !usage ();
- let name = (List.hd args) in
- let dev = dev_of_name name in
- MK.destroy_development dev;
- exit 0
- in
- let clean_dev_doc = "
-\tParameters: name (the name of the development to destroy, optional)
-\t\tIf omitted the development that holds the current working
-\t\tdirectory is used (if any).
-\tDescription: clean the develpoment."
- in
- let clean_dev args =
- let dev =
- match args with
- | [] -> dev_for_dir (Unix.getcwd ())
- | [name] -> dev_of_name name
- | _ -> !usage (); exit 1
- in
- match MK.clean_development dev with
- | true -> exit 0
- | false -> exit 1
- in
- let build_dev_doc = "
-\tParameters: name (the name of the development to build, required)
-\tDescription: completely builds the develpoment."
- in
- let build_dev args =
- if List.length args <> 1 then !usage ();
- let name = (List.hd args) in
- let dev = dev_of_name name in
- match MK.build_development dev with
- | true -> exit 0
- | false -> exit 1
- in
- let nodb_doc = "
-\tParameters:
-\tDescription: avoid using external database connection."
- in
- let nodb _ = Helm_registry.set_bool "db.nodb" true in
- let target args =
- if List.length args < 1 then !usage ();
- let dev = dev_for_dir (Unix.getcwd ()) in
- List.iter
- (fun t ->
- ignore(MK.build_development ~target:t dev))
- args
- in
- let params = [
- "-init", init_dev, init_dev_doc;
- "-clean", clean_dev, clean_dev_doc;
- "-list", list_dev, list_dev_doc;
- "-destroy", destroy_dev, destroy_dev_doc;
- "-build", build_dev, build_dev_doc;
- "-nodb", nodb, nodb_doc;
- "-h", (fun _ -> !usage()), "print this help screen";
- "-help", (fun _ -> !usage()), "print this help screen";
- ]
- in
- usage := (fun () ->
- let p = prerr_endline in
- p "\nusage:";
- p "\tmatitamake(.opt) [command [options]]\n";
- p "\tmatitamake(.opt) [target]\n";
- p "commands:";
- List.iter (fun (n,_,d) -> p (Printf.sprintf " %-10s%s" n d)) params;
- p "\nIf target is omitted a 'all' will be used as the default.";
- p "With -build you can build a development wherever it is.";
- p "If you specify a target it implicitly refers to the development that";
- p "holds the current working directory (if any).\n";
- exit 1);
- let rec parse args =
- match args with
- | [] -> target ["all"]
- | s::tl ->
- try
- let _,f,_ = List.find (fun (n,_,_) -> n = s) params in
- f tl;
- parse tl
- with Not_found -> if s.[0] = '-' then !usage () else target args
- in
- parse (List.tl (Array.to_list Sys.argv))
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let logger = fun mark ->
- match mark with
- | `Error -> MatitaLog.error
- | `Warning -> MatitaLog.warn
- | `Debug -> MatitaLog.debug
- | `Message -> MatitaLog.message
-;;
-
-type development =
- { root: string ; name: string }
-
-let developments = ref []
-
-let pool () = Helm_registry.get "matita.basedir" ^ "/matitamake/" ;;
-let rootfile = "/root" ;;
-
-let ls_dir dir =
- try
- let d = Unix.opendir dir in
- let content = ref [] in
- try
- while true do
- let name = Unix.readdir d in
- if name <> "." && name <> ".." then
- content := name :: !content
- done;
- Some []
- with End_of_file -> Unix.closedir d; Some !content
- with Unix.Unix_error _ -> None
-
-let initialize () =
- (* create a base env if none *)
- HExtlib.mkdir (pool ());
- (* load developments *)
- match ls_dir (pool ()) with
- | None -> logger `Error ("Unable to list directory " ^ pool ())
- | Some l ->
- List.iter
- (fun name ->
- let root =
- try
- Some (HExtlib.input_file (pool () ^ name ^ rootfile))
- with Unix.Unix_error _ ->
- logger `Warning ("Malformed development " ^ name);
- None
- in
- match root with
- | None -> ()
- | Some root ->
- developments := {root = root ; name = name} :: !developments)
- l
-
-(* finds the makefile path for development devel *)
-let makefile_for_development devel =
- let develdir = pool () ^ devel.name in
- develdir ^ "/makefile"
-;;
-
-(* given a dir finds a development that is radicated in it or below *)
-let development_for_dir dir =
- let is_prefix_of d1 d2 =
- let len1 = String.length d1 in
- let len2 = String.length d2 in
- if len2 < len1 then
- false
- else
- let pref = String.sub d2 0 len1 in
- pref = d1
- in
- (* it must be unique *)
- try
- Some (List.find (fun d -> is_prefix_of d.root dir) !developments)
- with Not_found -> None
-;;
-
-let development_for_name name =
- try
- Some (List.find (fun d -> d.name = name) !developments)
- with Not_found -> None
-
-(* dumps the deveopment to disk *)
-let dump_development devel =
- let devel_dir = pool () ^ devel.name in
- HExtlib.mkdir devel_dir;
- HExtlib.output_file ~filename:(devel_dir ^ rootfile) ~text:devel.root
-;;
-
-let list_known_developments () =
- List.map (fun r -> r.name,r.root) !developments
-
-let am_i_opt () =
- if Pcre.pmatch ~pat:"\\.opt$" Sys.argv.(0) then ".opt" else ""
-
-let rebuild_makefile development =
- let makefilepath = makefile_for_development development in
- let template =
- HExtlib.input_file BuildTimeConf.matitamake_makefile_template
- in
- let cc = BuildTimeConf.runtime_base_dir ^ "/matitac" ^ am_i_opt () in
- let rm = BuildTimeConf.runtime_base_dir ^ "/matitaclean" ^ am_i_opt () in
- let mm = BuildTimeConf.runtime_base_dir ^ "/matitadep" ^ am_i_opt () in
- let df = pool () ^ development.name ^ "/depend" in
- let template = Pcre.replace ~pat:"@ROOT@" ~templ:development.root template in
- let template = Pcre.replace ~pat:"@CC@" ~templ:cc template in
- let template = Pcre.replace ~pat:"@DEP@" ~templ:mm template in
- let template = Pcre.replace ~pat:"@DEPFILE@" ~templ:df template in
- let template = Pcre.replace ~pat:"@CLEAN@" ~templ:rm template in
- HExtlib.output_file ~filename:makefilepath ~text:template
-
-(* creates a new development if possible *)
-let initialize_development name dir =
- let name = Pcre.replace ~pat:" " ~templ:"_" name in
- let dev = {name = name ; root = dir} in
- match development_for_dir dir with
- | Some d ->
- logger `Error
- ("Directory " ^ dir ^ " is already handled by development " ^ d.name);
- logger `Error
- ("Development " ^ d.name ^ " is rooted in " ^ d.root);
- logger `Error
- (dir ^ " is a subdir of " ^ d.root);
- None
- | None ->
- dump_development dev;
- rebuild_makefile dev;
- developments := dev :: !developments;
- Some dev
-
-let make chdir args =
- let old = Unix.getcwd () in
- try
- Unix.chdir chdir;
- let rc =
- Unix.system
- (String.concat " " ("make"::(List.map Filename.quote args)))
- in
- Unix.chdir old;
- match rc with
- | Unix.WEXITED 0 -> true
- | Unix.WEXITED i -> logger `Error ("make returned " ^ string_of_int i);false
- | _ -> logger `Error "make STOPPED or SIGNALED!";false
- with Unix.Unix_error (_,cmd,err) ->
- logger `Warning ("Unix Error: " ^ cmd ^ ": " ^ err);
- false
-
-let call_make development target make =
- rebuild_makefile development;
- let makefile = makefile_for_development development in
- let nodb =
- Helm_registry.get_opt_default Helm_registry.bool ~default:false "db.nodb"
- in
- let flags = if nodb then ["NODB=true"] else [] in
- make development.root
- (["--no-print-directory"; "-s"; "-k"; "-f"; makefile; target]
- @ flags)
-
-let build_development ?(target="all") development =
- call_make development target make
-
-(* not really good vt100 *)
-let vt100 s =
- let rex = Pcre.regexp "\e\\[[0-9;]+m" in
- let rex_i = Pcre.regexp "^Info" in
- let rex_w = Pcre.regexp "^Warning" in
- let rex_e = Pcre.regexp "^Error" in
- let rex_d = Pcre.regexp "^Debug" in
- let rex_noendline = Pcre.regexp "\\n" in
- let s = Pcre.replace ~rex:rex_noendline s in
- let len = String.length s in
- let tokens = Pcre.split ~rex s in
- let logger = ref MatitaLog.message in
- let rec aux =
- function
- | [] -> ()
- | s::tl ->
- (if Pcre.pmatch ~rex:rex_i s then
- logger := MatitaLog.message
- else if Pcre.pmatch ~rex:rex_w s then
- logger := MatitaLog.warn
- else if Pcre.pmatch ~rex:rex_e s then
- logger := MatitaLog.error
- else if Pcre.pmatch ~rex:rex_d s then
- logger := MatitaLog.debug
- else
- !logger s);
- aux tl
- in
- aux tokens
-
-
-let mk_maker refresh_cb =
- (fun chdir args ->
- let out_r,out_w = Unix.pipe () in
- let err_r,err_w = Unix.pipe () in
- let pid = ref ~-1 in
- ignore(Sys.signal Sys.sigchld (Sys.Signal_ignore));
- try
- let argv = Array.of_list ("make"::args) in
- pid := Unix.create_process "make" argv Unix.stdin out_w err_w;
- Unix.close out_w;
- Unix.close err_w;
- let buf = String.create 1024 in
- let rec aux = function
- | f::tl ->
- let len = Unix.read f buf 0 1024 in
- if len = 0 then
- raise
- (Unix.Unix_error
- (Unix.EPIPE,"read","len = 0 (matita internal)"));
- vt100 (String.sub buf 0 len);
- aux tl
- | _ -> ()
- in
- while true do
- let r,_,_ = Unix.select [out_r; err_r] [] [] (-. 1.) in
- aux r;
- refresh_cb ()
- done;
- true
- with
- | Unix.Unix_error (_,"read",_)
- | Unix.Unix_error (_,"select",_) -> true)
-
-let build_development_in_bg ?(target="all") refresh_cb development =
- call_make development target (mk_maker refresh_cb)
-;;
-
-let clean_development development =
- call_make development "clean" make
-
-let clean_development_in_bg refresh_cb development =
- call_make development "clean" (mk_maker refresh_cb)
-
-let destroy_development_aux development clean_development =
- let delete_development development =
- let unlink file =
- try
- Unix.unlink file
- with Unix.Unix_error _ -> logger `Debug ("Unable to delete " ^ file)
- in
- let rmdir dir =
- try
- Unix.rmdir dir
- with Unix.Unix_error _ ->
- logger `Warning ("Unable to remove dir " ^ dir);
- match ls_dir dir with
- | None -> logger `Error ("Unable to list directory " ^ dir)
- | Some [] -> ()
- | Some l -> logger `Error ("The directory is not empty")
- in
- unlink (makefile_for_development development);
- unlink (pool () ^ development.name ^ rootfile);
- unlink (pool () ^ development.name ^ "/depend");
- rmdir (pool () ^ development.name);
- developments :=
- List.filter (fun d -> d.name <> development.name) !developments
- in
- if not(clean_development development) then
- begin
- logger `Warning "Unable to clean the development problerly.";
- logger `Warning "This may cause garbage."
- end;
- delete_development development
-
-let destroy_development development =
- destroy_development_aux development clean_development
-
-let destroy_development_in_bg refresh development =
- destroy_development_aux development (clean_development_in_bg refresh)
-
-let root_for_development development = development.root
-let name_for_development development = development.name
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type development
-
-(* initialize_development [name] [dir]
- * ask matitamake to recorder [dir] as the root for thedevelopment [name] *)
-val initialize_development: string -> string -> development option
-(* make target [default all] *)
-val build_development: ?target:string -> development -> bool
-(* make target [default all], the refresh cb is called after every output *)
-val build_development_in_bg:
- ?target:string -> (unit -> unit) -> development -> bool
-(* make clean *)
-val clean_development: development -> bool
-val clean_development_in_bg: (unit -> unit) -> development -> bool
-(* return the development that handles dir *)
-val development_for_dir: string -> development option
-(* return the development *)
-val development_for_name: string -> development option
-(* return the known list of name, development_root *)
-val list_known_developments: unit -> (string * string ) list
-(* cleans the development, forgetting about it *)
-val destroy_development: development -> unit
-val destroy_development_in_bg: (unit -> unit) -> development -> unit
-(* initiale internal data structures *)
-val initialize : unit -> unit
-(* gives back the root *)
-val root_for_development : development -> string
-(* gives back the name *)
-val name_for_development : development -> string
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let _ =
- let _ = Topdirs.dir_quit in
- Toploop.loop Format.std_formatter;
- assert false
+++ /dev/null
-bench.sql
- the SQL code to generate the bench table
-
-crontab
- install this crontab (may need tweaking) to have cron run the whole
- stuff for you
-
-crontab.sh
- the script crontab should run (includes a "pretty" report)
-
-do_tests.sh
- script used by ../Makefile to run matitac[.opt] on some tests. supports some
- options and prints out some informations neded my insert
-
-insert.awk
- creates the SQL INSERT statements for the output of profile_cvs.sh
-
-profile_cvs.sh
- CVS co, compilation, run
-
+++ /dev/null
-DROP TABLE bench;
-
-CREATE TABLE bench (
- mark VARCHAR(100) NOT NULL,
- time VARCHAR(8) NOT NULL,
- timeuser VARCHAR(8) NOT NULL,
- compilation ENUM('byte','opt') NOT NULL,
- test VARCHAR(100) NOT NULL,
- result ENUM('ok','fail') NOT NULL,
- options SET('gc-off','gc-on')
-);
-
-DESCRIBE bench;
+++ /dev/null
-MAILTO=helm@cs.unibo.it
-10 5 * * * sh /home/tassi/helm/matita/scripts/crontab.sh
+++ /dev/null
-#!/bin/bash
-TODAY=`date +%Y%m%d`
-YESTERDAY=`date -d yesterday +%Y%m%d`
-TMPDIRNAME=.__${TODAY}_crontab
-CVSROOT=":ext:$USER@marcello.cs.unibo.it:/home/faculty/PROJECTS/cvs/helm"
-SHELLTIME2CENTSPHP=helm/matita/scripts/shell_time2cents.php
-SHELLADDERPHP=helm/matita/scripts/shell_adder.php
-COMMONPHP=helm/matita/scripts/public_html/common.php
-
-OLD=$PWD
-rm -rf $TMPDIRNAME
-mkdir $TMPDIRNAME
-cd $TMPDIRNAME
-cvs -d $CVSROOT co helm/matita/scripts 1>/dev/null 2>/dev/null
-helm/matita/scripts/profile_cvs.sh 2> LOG
-
-MARK=`echo "select distinct mark from bench where mark like '$TODAY%' order by mark" | mysql -u helm matita | tail -n 1`
-LASTMARK=`echo "select distinct mark from bench where mark like '$YESTERDAY%' order by mark" | mysql -u helm matita | tail -n 1`
-
-if [ -z "$MARK" ]; then
- echo "No benchmark records for $TODAY"
- exit 1
-fi
-
-if [ -z "$LASTMARK" ]; then
- echo "No benchmark records for $YESTERDAY"
- exit 1
-fi
-
-CUR_TIME=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLADDERPHP -- $COMMONPHP "select SEC_TO_TIME(SUM(TIME_TO_SEC(time))) from bench where mark = \"$MARK\" group by mark;"`
-OLD_TIME=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLADDERPHP -- $COMMONPHP "select SEC_TO_TIME(SUM(TIME_TO_SEC(time))) from bench where mark = \"$LASTMARK\" group by mark;"`
-
-CUR_CENTS=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLTIME2CENTSPHP -- $COMMONPHP $CUR_TIME`
-OLD_CENTS=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLTIME2CENTSPHP -- $COMMONPHP $OLD_TIME`
-
-((DELTA=$CUR_CENTS-$OLD_CENTS))
-if [ $DELTA -lt 0 ]; then
- PERC=0
-else
- ((PERC=100 * $DELTA))
- ((PERC=$PERC / $OLD_CENTS))
-fi
-if [ $PERC -ge 5 ]; then
- cat <<EOT
- REPORT FOR `date`
- http://mowgli.cs.unibo.it/~tassi/bench.php
-
- PERFORMANCE LOSS DETECTED (MARK $MARK vs MARK $LASTMARK)
- is $CUR_TIME sec
- was $OLD_TIME sec
-
-EOT
-fi
-
-CUR_FAIL=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLADDERPHP -- $COMMONPHP "select count(distinct test) from bench where mark = \"$MARK\" and result = 'fail';"`
-OLD_FAIL=`/usr/bin/php4 -c /etc/php4/apache/php.ini -f $SHELLADDERPHP -- $COMMONPHP "select count(distinct test) from bench where mark = \"$LASTMARK\" and result = 'fail';"`
-
-if [ $CUR_FAIL -gt $OLD_FAIL ]; then
- cat <<EOT
- REPORT FOR `date`
- http://mowgli.cs.unibo.it/~tassi/bench.php
-
- MORE BROKEN TESTS DETECTED (MARK $MARK vs MARK $LASTMARK)
- now broken:
- `echo "select distinct test from bench where mark = \"$MARK\" and result = 'fail';" | mysql -u helm -h mowgli.cs.unibo.it matita`
- were broken:
- `echo "select distinct test from bench where mark = \"$LASTMARK\" and result = 'fail';" | mysql -u helm -h mowgli.cs.unibo.it matita`
-
-EOT
-
-fi
-
-cd $OLD
-rm -rf $TMPDIRNAME
-
+++ /dev/null
-#!/bin/bash
-
-OK="\e[32mOK\e[0m"
-FAIL="\e[31mFAIL\e[0m"
-
-if [ "$1" = "-no-color" ]; then
- shift
- OK="OK"
- FAIL="FAIL"
-fi
-if [ "$1" = "-twice" ]; then
- shift
- TWICE=1
-fi
-
-COMPILER=$1
-shift
-CLEANCOMPILER=`echo $COMPILER | cut -d ' ' -f 1`
-CLEANER=$1
-shift
-LOGFILE=$1
-shift
-EXPECTED=$1
-shift
-TODO="$@"
-
-if [ -z "$COMPILER" -o -z "$CLEANER" -o -z "$LOGFILE" -o -z "$EXPECTED" -o -z "$TODO" ]; then
- echo
- echo "usage: "
- echo " do_tests.sh [-no-color] [-twice] ./compiler ./cleaner logfile expected_result test.ma ..."
- echo
- echo "options: "
- echo " -no-color Do not use vt100 colors"
- echo " -twice Run each test twice but show only the second run times"
- echo
- echo "If expected_result is OK the result will be OK if the test compiles."
- echo "Otherwise if expected_result is FAIL the result will be OK if the test"
- echo "does not compile and the generated output is equal to test.log."
- echo "The value of the DO_TESTS_EXTRA evironment variable"
- echo "will be appended to each line."
- exit 1
-fi
-
-LOG=.__log
-DIFF=.__diff
-
-export TIMEFORMAT="%2lR %2lU %2lS"
-for T in $TODO; do
- printf "$CLEANCOMPILER\t%-30s " $T
- if [ "$TWICE" = "1" ]; then
- $CLEANER $T 1>/dev/null 2>/dev/null
- $COMPILER $T 1>/dev/null 2>/dev/null
- fi
- $CLEANER $T 1>/dev/null 2>/dev/null
- TIMES=`(time $COMPILER $T > $LOG 2>&1) 2>&1`
- RC=$?;
- cat $LOG >> $LOGFILE
- touch $DIFF
- if [ $EXPECTED = "FAIL" ]; then
- if [ $RC = 0 ]; then
- echo "The test was successful but it should have failed!" > $DIFF
- RC=1;
- else
- diff $LOG `basename $T .ma`.log > $DIFF
- RC=$?
- rm -f $LOG
- fi
- fi
- if [ $RC = 0 ]; then
- printf "$OK\t$TIMES\t$DO_TESTS_EXTRA\n"
- else
- printf "$FAIL\t$TIMES\t$DO_TESTS_EXTRA\n";
- cat $DIFF
- fi
- rm -f $DIFF
- exit $RC
-done
+++ /dev/null
- {
- result=tolower($3);
- if( $1 ~ ".opt$" )
- compilation="opt"
- else
- compilation="byte"
- test=$2
- time=$4
- timeuser=$5
- mark=$7
- if ( $8 ~ "^gc-off$")
- options="'gc-off'";
- if ( $8 ~ "^gc-on$")
- options="'gc-on'"
-
- printf "INSERT bench (result, compilation, test, time, timeuser, mark, options) VALUES ('%s', '%s', '%s', '%s', '%s', '%s', %s);\n", result, compilation, test, time, timeuser, mark, options;
- }
+++ /dev/null
-#!/bin/bash
-MARK=`date +%Y%m%d%H%M`
-TMPDIRNAME=.__$MARK
-CVSROOT=":ext:$USER@marcello.cs.unibo.it:/home/faculty/PROJECTS/cvs/helm"
-
-function testit {
- LOGTOOPT=/dev/null
- LOGTOBYTE=/dev/null
- export DO_TESTS_EXTRA="$MARK\t$@"
- make tests DO_TESTS_OPTS="-no-color -twice"
- make tests.opt DO_TESTS_OPTS="-no-color -twice"
-}
-
-function compile {
- LOCALOLD=$PWD
- cd $1
- autoconf 1>/dev/null
- ./configure 1>/dev/null
- make all opt 1>/dev/null
- cd $2
- autoconf 1>/dev/null
- ./configure 1>/dev/null
- cp matita.conf.xml.sample matita.conf.xml
- make all opt 1>/dev/null
- cd $LOCALOLD
-}
-
-function run_tests {
- LOCALOLD=$PWD
- cd $1
- ./matitaclean all
- mkdir .matita
- export OCAMLRUNPARAM='o=1000000'
- testit "gc-off"
- export OCAMLRUNPARAM=''
- testit "gc-on"
- cd $LOCALOLD
-}
-
-OLD=$PWD
-rm -rf $TMPDIRNAME
-mkdir $TMPDIRNAME
-cd $TMPDIRNAME
-cvs -d $CVSROOT co helm/ocaml 1>/dev/null 2>/dev/null
-cvs -d $CVSROOT co helm/matita 1>/dev/null 2>/dev/null
-compile $PWD/helm/ocaml $PWD/helm/matita
-run_tests $PWD/helm/matita > LOG 2>/dev/null
-cat LOG | grep "\(OK\|FAIL\)" | grep "\(gc-on\|gc-off\)" | awk -f $PWD/helm/matita/scripts/insert.awk > INSERT.sql
-cat INSERT.sql | mysql -u helm -h mowgli.cs.unibo.it matita
-cd $OLD
-rm -rf $TMPDIRNAME
+++ /dev/null
-<?php require("common.php");
-
-// syntax
-//
-// queries ::= query | query "###" queries
-// query ::= name "@@@" sql
-//
-
-$quey_all = urlencode("Whole content:@@@select * from bench;");
-$query_fail = urlencode(
- "Number of failures:@@@" .
- "select mark, count(distinct test) as fail_no from bench where result = 'fail' group by mark order by mark desc;"
- . "###" .
- "Tests failed:@@@" .
- "select distinct mark, test, result from bench where result = 'fail' order by mark desc;"
-);
-$query_gc = urlencode(
- "GC usage @@@" .
- "select bench.mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time)) - SUM(TIME_TO_SEC(bench1.time))) as gc_hoverhead from bench, bench as bench1 where bench.mark = bench1.mark and bench.test = bench1.test and bench.options = 'gc-on' and bench1.options = 'gc-off' and bench.compilation = bench1.compilation group by mark;"
- . "###" .
- "GC usage (opt)@@@" .
- "select bench.mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time)) - SUM(TIME_TO_SEC(bench1.time))) as gc_hoverhead from bench, bench as bench1 where bench.mark = bench1.mark and bench.test = bench1.test and bench.options = 'gc-on' and bench1.options = 'gc-off' and bench.compilation = bench1.compilation and bench.compilation = 'opt' group by mark;"
- . "###" .
- "GC usage (byte)@@@" .
- "select bench.mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time)) - SUM(TIME_TO_SEC(bench1.time))) as gc_hoverhead from bench, bench as bench1 where bench.mark = bench1.mark and bench.test = bench1.test and bench.options = 'gc-on' and bench1.options = 'gc-off' and bench.compilation = bench1.compilation and bench.compilation = 'byte' group by mark;"
-
-);
-$query_auto = urlencode(
- "Auto (with GC):@@@select mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time))) as time from bench where test='auto.ma' and options = 'gc-on' group by mark order by mark desc;"
- . "###" .
- "Auto (without GC):@@@select mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time))) as time from bench where test='auto.ma' and options = 'gc-off' group by mark order by mark desc;"
- # . "###" .
- # "GC overhead@@@select bench.mark, SEC_TO_TIME(SUM(TIME_TO_SEC(bench.time)) - SUM(TIME_TO_SEC(bench1.time))) as gc_hoverhead from bench, bench as bench1 where bench.mark = bench1.mark and bench.test = bench1.test and bench.options = 'gc-on' and bench1.options = 'gc-off' and bench.compilation = bench1.compilation and bench.test = 'auto.ma' group by mark;"
-);
-
-$query_csc = urlencode("Performances (byte and GC) per mark@@@select mark, SEC_TO_TIME(SUM(TIME_TO_SEC(time))) as sum_time, SEC_TO_TIME(SUM(TIME_TO_SEC(timeuser))) as sum_timeuser from bench where options = 'gc-on' and compilation = 'byte'group by mark order by mark desc;");
-
-$query_csc_opt = urlencode("Performances (opt and GC) per mark@@@select mark, SEC_TO_TIME(SUM(TIME_TO_SEC(time))) as sum_time, SEC_TO_TIME(SUM(TIME_TO_SEC(timeuser))) as sum_timeuser from bench where options = 'gc-on' and compilation = 'opt'group by mark order by mark desc;");
-
-?>
-
-<html>
- <head>
- <link type="text/css" rel="stylesheet" href="style.css"/>
- </head>
- <body>
- <h1>QUERY the benchmark system</h1>
- <h2>Common Queries</h2>
- <p>
- <ul>
- <li><a href="showquery.php?query=<? echo $query_fail; ?>">Broken tests</a></li>
- <li><a href="showquery.php?query=<? echo $query_gc; ?>">Garbage collector killer</a></li>
- <li><a href="showquery.php?query=<? echo $query_auto; ?>">Auto performances</a></li>
- <li><a href="showquery.php?query=<? echo $query_csc; ?>">Global performances (bytecode)</a></li>
- <li><a href="showquery.php?query=<? echo $query_csc_opt; ?>">Global performances (nativecode)</a></li>
- <li><a href="showquery.php?query=<? echo $quey_all; ?>">All table contents</a></li>
- </ul>
- </p>
- <h2>Custom Query</h2>
- <form action="composequery.php" method="get">
- <table>
- <tr><td>Marks:</td><td>
- <? array_to_combo("mark",query("select distinct mark from bench order by mark desc;")); ?></td></tr>
- <tr><td>Compilations:</td><td>
- <? array_to_combo("compilation",query("select distinct compilation from bench;")); ?></td></tr>
- <tr><td>Options:</td><td>
- <? array_to_combo("options",query("select distinct options from bench;")); ?></td></tr>
- <tr><td>Tests:</td><td>
- <? array_to_combo("test",query("select distinct test from bench;")); ?></td></tr>
- <tr><td>Test results:</td><td>
- <? array_to_combo("result",query("select distinct result from bench;")); ?></td></tr>
- <tr><td>Group By: </td><td>
- <? array_to_combo("groupby",array(array("mark","options"))); ?></td></tr>
- <tr><td><input type="submit" value="Submit"/></td></tr>
- </table>
- </form>
- </body>
-</html>
+++ /dev/null
-<?php
-
-function query($q) {
- $db = mysql_pconnect("localhost","helm");
- mysql_select_db("matita");
- if (preg_match("/TIME_TO_SEC/",$q)) {
- $group_by = true;
- $q = preg_replace("/group by mark/","",$q);
- $q = preg_replace("/SEC_TO_TIME\(SUM\(TIME_TO_SEC\(([^)]+)\)\)\)/","$1",$q);
- }
- $rc = mysql_query($q,$db);
- if(!$rc) {
- die("Query failed: " . mysql_error());
- }
- $result = array();
- while( $row = mysql_fetch_array($rc, MYSQL_ASSOC)){
- $result[] = $row;
- }
- mysql_free_result($rc);
- mysql_close($db);
- if ($group_by){
- return group_array_by_mark($result);
- } else {
- return $result;
- }
-}
-
-function time_2_cents($t) {
- $matches = array();
- $rex = "/^(\d+)m(\d\d?)\.(\d{2})s$/";
- $m = preg_match($rex,$t,$matches);
- if ( $m == 0 ) exit(1);
- $t_minutes = $matches[1];
- $t_secs = $matches[2];
- $t_cents = $matches[3];
- return ((int) $t_cents) + ((int) $t_secs) * 100 + ((int)$t_minutes) * 6000 ;
-}
-
-function sum_time($t1, $t2) {
- $matches1 = array();
- $matches2 = array();
- $rex = "/^(\d+)m(\d\d?)\.(\d{2})s$/";
- $m1 = preg_match($rex,$t1,$matches1);
- $m2 = preg_match($rex,$t2,$matches2);
- if ($m1 != 0 && $m2 != 0) {
- $t1_minutes = $matches1[1];
- $t2_minutes = $matches2[1];
- $t1_secs = $matches1[2];
- $t2_secs = $matches2[2];
- $t1_cents = $matches1[3];
- $t2_cents = $matches2[3];
- $time1 = ((int) $t1_cents) + ((int) $t1_secs) * 100 + ((int)$t1_minutes) * 6000 ;
- $time2 = ((int) $t2_cents) + ((int) $t2_secs) * 100 + ((int)$t2_minutes) * 6000 ;
- $sum = $time1 + $time2;
- $min = $sum / 6000;
- $sec = ($sum % 6000) / 100;
- $cent = ($sum % 6000) % 100;
- return sprintf("%dm%02d.%02ds",$min,$sec,$cent);
- } else {
- return $t1;
- }
-}
-
-function group_array_by_mark($a) {
- $rc = array();
- foreach ($a as $x) {
- if ($rc[$x['mark']] == NULL) {
- $rc[$x['mark']] = $x;
- } else {
- foreach ($rc[$x['mark']] as $k => $v) {
- $rc[$x['mark']][$k] = sum_time($v, $x[$k]);
- }
- }
- }
- return array_values($rc);
-}
-
-function array_to_combo($l,$a) {
- echo "<select name=\"$l\">";
- echo "<option value=\"--\">--</option>";
- foreach ($a as $k => $v) {
- foreach( array_keys($v) as $k1 => $i) {
- echo "<option value=\"{$v[$i]}\">{$v[$i]}</option>";
- }
- }
- echo "</select>";
-}
-
-?>
+++ /dev/null
-<?php require("common.php");
-
- $c = array("mark", "options", "test", "result", "compilation");
-
- function clause_for($c) {
- $fst = true;
- $rc = "";
- foreach($c as $fake => $x) {
- $v = $_GET[$x];
- if($v != "--") {
- if($fst == false) {
- $rc = $rc . " and ";
- } else {
- $rc = $rc . " ";
- }
- $fst = false;
- $rc = $rc . $x . " = '" . $v . "'";
- }
- }
- return $rc;
- }
-
- $gb = $_GET['groupby'];
- if($gb != "--")
- $what = "mark, SEC_TO_TIME(SUM(TIME_TO_SEC(time))) as sum_time, SEC_TO_TIME(SUM(TIME_TO_SEC(timeuser))) as sum_timeuser";
- else
- $what = "mark, time, timeuser, compilation, test, result, options";
- $clause = clause_for($c);
- if($clause != "")
- $query = "select $what from bench where " . clause_for($c);
- else
- $query = "select $what from bench ";
- if( $gb != "--"){
- $query = $query. "group by $gb";
- }
- $query = $query. ";";
-
- header("Location: showquery.php?query=".urlencode("Custom:@@@" . $query));
- exit;
-?>
+++ /dev/null
-<?php require("common.php"); ?>
-
-<html>
- <head>
- <link type="text/css" rel="stylesheet" href="style.css"/>
- </head>
- <body>
- <h1>MATITA BENCHMARKING SYSTEM</h1>
- <p><a href="bench.php">Go to the benchmark query page</a></p>
- </body>
-</html>
+++ /dev/null
-<?php require("common.php");
-
- $query = stripslashes($_GET['query']);
-
- $nqs = explode('###',$query);
-
- $qs = array();
- foreach($nqs as $v){
- $x = explode("@@@",$v);
- $qs[$x[0]] = $x[1];
- }
-
-?>
-<html>
- <head>
- <link type="text/css" rel="stylesheet" href="style.css"/>
- </head>
- <body>
- <h1>QUERY results</h1>
-<? foreach( $qs as $name => $q) { ?>
- <h2><? echo $name; ?></h2>
- <p>
- <tt><? print $q; ?></tt>
- </p>
- <table border=1>
- <?
- $q = query($q);
- echo "<tr>";
- foreach( $q[0] as $name => $txt) {
- echo "<th>$name</th>";
- }
- echo "</tr>\n";
- foreach ($q as $k => $v) {
- echo "<tr>";
- foreach( $v as $name => $txt) {
- echo "<td>$txt</td>";
- }
- echo "</tr>\n";
- }
- ?>
- </table>
-<? } ?>
- <p><a href="bench.php">BACK to the query page</a></p>
- </body>
-</html>
+++ /dev/null
-<?php
- require($argv[1]);
- $rc = query($argv[2]);
- $a = array_values($rc[0]);
- print($a[0]);
-?>
+++ /dev/null
-<?php
- require($argv[1]);
- print(time_2_cents($argv[2]));
-?>
+++ /dev/null
-SRC=$(shell find @ROOT@ -name "*.ma" -a -type f)
-TODO=$(SRC:%.ma=%.mo)
-
-MATITA_FLAGS=-noprofile
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=@CC@
-MATITACLEAN=@CLEAN@
-MATITADEP=@DEP@
-
-all: $(TODO)
-
-clean:
- $(MATITACLEAN) $(MATITA_FLAGS) $(SRC)
- rm -f $(TODO)
-
-%.moo:
- ($(MATITAC) $(MATITA_FLAGS) -q -I @ROOT@ $< | (grep -v "^make" || true))
-
-@DEPFILE@ : $(SRC)
- $(MATITADEP) $(MATITA_FLAGS) -I '@ROOT@' $^ 1> @DEPFILE@ 2>/dev/null
-
-# this is the depend for full targets like:
-# dir/dir/name.moo: dir/dir/name.ma dir/dep.moo
--include @DEPFILE@
+++ /dev/null
-.depend
-*.moo
+++ /dev/null
-SRC=$(wildcard *.ma)
-
-MATITA_FLAGS =
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=../scripts/do_tests.sh $(DO_TESTS_OPTS) "../matitac $(MATITA_FLAGS)" "../matitaclean $(MATITA_FLAGS)" /dev/null OK
-MATITACOPT=../scripts/do_tests.sh $(DO_TESTS_OPTS) "../matitac.opt $(MATITA_FLAGS)" "../matitaclean.opt $(MATITA_FLAGS)" /dev/null OK
-VERBOSEMATITAC=../matitac $(MATITA_FLAGS)
-VERBOSEMATITACOPT=../matitac.opt $(MATITA_FLAGS)
-
-MATITACLEAN=../matitaclean $(MATITA_FLAGS)
-MATITACLEANOPT=../matitaclean.opt $(MATITA_FLAGS)
-
-MATITADEP=../matitadep $(MATITA_FLAGS)
-MATITADEPOPT=../matitadep.opt $(MATITA_FLAGS)
-
-DEPEND_NAME=.depend
-
-H=@
-
-all: $(SRC:%.ma=%.mo)
-
-opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' all
-
-verbose:
- $(H)$(MAKE) MATITAC='$(VERBOSEMATITAC)' MATITACLEAN='$(MATITACLEAN)' MATITADEP='$(MATITADEP)' all
-
-%.opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' $(@:%.opt=%)
-
-clean:
- $(H)$(MATITACLEAN) $(SRC)
-
-cleanall:
- $(H)rm -f $(SRC:%.ma=%.moo)
- $(MATITACLEAN) all
-
-depend:
- rm -f $(DEPEND_NAME)
- $(MAKE) $(DEPEND_NAME)
-.PHONY: depend
-
-%.moo:
- $(H)$(MATITAC) $<
-
-$(DEPEND_NAME): $(SRC)
- $(H)$(MATITADEP) $(SRC) > $@ || rm -f $@
-
-#include $(DEPEND_NAME)
-include .depend
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/absurd/".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias id "not" = "cic:/Coq/Init/Logic/not.con".
-
-theorem stupid : \forall a:Prop. a \to not a \to 0 = 1.
-intros.
-absurd a.
-assumption.
-assumption.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-(* test _with_ the WHD on the apply argument *)
-set "baseuri" "cic:/matita/tests/apply/".
-include "coq.ma".
-
-alias id "not" = "cic:/Coq/Init/Logic/not.con".
-alias id "False" = "cic:/Coq/Init/Logic/False.ind#xpointer(1/1)".
-
-theorem b:
- \forall x:Prop.
- (not x) \to x \to False.
-intros.
-apply H.
-assumption.
-qed.
-
-(* test _without_ the WHD on the apply argument *)
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-theorem a:
- \forall A:Set.
- \forall x: A.
- not (x=x) \to not (x=x).
-intros.
-apply H.
-qed.
-
-
-(* this test shows what happens when a term of type A -> ? is applied to
- a goal of type A' -> B: if A unifies with A' the unifier becomes ? := B
- and no goal is opened; otherwise the unifier becomes ? := A' -> B and a
- new goal of type A is created. *)
-theorem c:
- \forall A,B:Prop.
- A \to (\forall P: Prop. A \to P) \to (A \to B) \land (B \to B).
- intros 4; split; [ apply H1 | apply H1; exact H ].
-qed.
-
-(* this test requires the delta-expansion of not in the type of the applied
- term (to reveal a product) *)
-theorem d: \forall A: Prop. \lnot A \to A \to False.
- intros. apply H. assumption.
-qed.
\ No newline at end of file
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/assumption".
-include "coq.ma".
-
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias num (instance 0) = "natural number".
-alias symbol "and" (instance 0) = "Coq's logical and".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-
-
-theorem stupid:
- \forall a: 0 = 0.
- \forall b: 3 + 2 = 5.
- \forall c: (\lambda x:nat.x) 3 = 3.
- 0=0 \land 3 + 2 = 5 \land 3 = 3.
-intros.
-split.
-split.
-clear H2. clear H1.
-assumption.
-clear H.
-assumption.
-assumption.
-qed.
-
+++ /dev/null
-/home/sacerdot/.matita/xml/matita/tests/auto.moo: auto.ma /home/sacerdot/miohelm/matita/coq.moo
-auto.mo: /home/sacerdot/.matita/xml/matita/tests/auto.moo
-/home/sacerdot/.matita/xml/matita/tests/baseuri.moo: baseuri.ma
-baseuri.mo: /home/sacerdot/.matita/xml/matita/tests/baseuri.moo
-/home/sacerdot/.matita/xml/matita/tests/test2.moo: test2.ma /home/sacerdot/miohelm/matita/coq.moo
-test2.mo: /home/sacerdot/.matita/xml/matita/tests/test2.moo
+++ /dev/null
-SRC=$(wildcard *.ma)
-
-MATITA_FLAGS =
-NODB=false
-ifeq ($(NODB),true)
- MATITA_FLAGS += -nodb
-endif
-
-MATITAC=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac $(MATITA_FLAGS) -noprofile" "../../matitaclean $(MATITA_FLAGS)" /dev/null FAIL
-MATITACOPT=../../scripts/do_tests.sh $(DO_TESTS_OPTS) "../../matitac.opt $(MATITA_FLAGS) -noprofile" "../../matitaclean.opt $(MATITA_FLAGS)" /dev/null FAIL
-VERBOSEMATITAC=../../matitac $(MATITA_FLAGS)
-VERBOSEMATITACOPT=../../matitac.opt $(MATITA_FLAGS)
-
-MATITACLEAN=../../matitaclean $(MATITA_FLAGS)
-MATITACLEANOPT=../../matitaclean.opt $(MATITA_FLAGS)
-
-MATITADEP=../../matitadep $(MATITA_FLAGS)
-MATITADEPOPT=../../matitadep.opt $(MATITA_FLAGS)
-
-DEPEND_NAME=.depend
-
-H=@
-
-all: $(SRC:%.ma=%.mo)
-
-opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' all
-
-verbose:
- $(H)$(MAKE) MATITAC='$(VERBOSEMATITAC)' MATITACLEAN='$(MATITACLEAN)' MATITADEP='$(MATITADEP)' all
-
-%.opt:
- $(H)$(MAKE) MATITAC='$(MATITACOPT)' MATITACLEAN='$(MATITACLEANOPT)' MATITADEP='$(MATITADEPOPT)' $(@:%.opt=%)
-
-clean:
- $(H)$(MATITACLEAN) $(SRC)
-
-cleanall:
- $(H)rm -f $(SRC:%.ma=%.moo)
- $(MATITACLEAN) all
-
-depend:
- rm -f $(DEPEND_NAME)
- $(MAKE) $(DEPEND_NAME)
-.PHONY: depend
-
-%.moo:
- $(H)$(MATITAC) $<
-
-$(DEPEND_NAME): $(SRC)
- $(H)$(MATITADEP) $(SRC) > $@ || rm -f $@
-
-#include $(DEPEND_NAME)
-include .depend
+++ /dev/null
-\e[0;32mInfo: \e[0mexecution of auto.ma started:
-\e[0;34mDebug: \e[0mExecuting: ``set "baseuri" "cic:/matita/tests/auto/"''
-\e[0;34mDebug: \e[0mExecuting: ``include coq.ma''
-\e[0;34mDebug: \e[0mExecuting: ``alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xp ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xp ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind# ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias symbol "eq" (instance 0) = "Coq's leibnitz's ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias symbol "minus" (instance 0) = "Coq's natural ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias symbol "plus" (instance 0) = "Coq's natural ...''
-\e[0;34mDebug: \e[0mExecuting: ``alias symbol "times" (instance 0) = "Coq's natural ...''
-\e[0;34mDebug: \e[0mExecuting: ``Theorem a: @[\forall ((x): (@[nat])).(\forall ((y) ...''
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Datatypes/nat.ind
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/eq.ind
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/minus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/plus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/mult.con
-\e[0;31mError: \e[0mBad name: a
-\e[0;34mDebug: \e[0mExecuting: ``intro.''
-\e[0;34mDebug: \e[0mExecuting: ``auto.''
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/trans_eq.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/A.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/x.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/y.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/z.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/f_equal3.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/f_equal2.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/f_equal.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/B.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Logic/Logic_lemmas/equality/f.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/add_sub_square_identity.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/mult_n_Sm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/TreeAutomata/semantics/conservation_0_0.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/technical_lemma.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/ARITH/Chinese/Nat_complements/technical_lemma.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Minus/plus_minus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Minus/minus_plus_simpl_l_reverse.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Minus/minus_plus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/minus_minus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_plus_distr_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_plus_distr_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_plus_distr_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_plus_distr2.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Minus/minus_n_n.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Minus/minus_n_O.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_minus_lem1.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Cachan/SMC/mu/Splus_nm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/plus_n_Sm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/plus_Sn_m.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_Snm_nSm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/TreeAutomata/bases/S_plus_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/Qpositive/mult_reg_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_reg_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_permute_2_in_4.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_permute.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_comm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_assoc_reverse.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_assoc.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/eq_plus_reg_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/eq_plus_reg_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Rsa/MiscRsa/plus_eq.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_permute2.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/minus_eq_decompose.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/Qpositive/minus_decompose.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Rsa/MiscRsa/minus_eq.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/eq_add_S.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/expand_mult2.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_n_2.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/ring/ArithRing/S_to_plus_one.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/ZArith/BinInt/ZL0.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/S_plus.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_n_SO.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/plus_n_O.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_0_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Plus/plus_0_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Marseille/GC/lib_arith/lib_plus/plus_O_O.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Rsa/MiscRsa/plus_eqO.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_O_O.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Bertrand/Misc/plus_eqO.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/DEMOS/Demo_AutoRewrite/g0.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/DEMOS/Demo_AutoRewrite/McCarthy/g.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_SO.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Bertrand/Misc/mult_SO.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack1.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/DEMOS/Demo_AutoRewrite/Ackermann/Ack.var
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_1_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_1_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/mult2_recompose.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_n_1.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Init/Peano/mult_n_O.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_0_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_0_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_comm.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_assoc_reverse.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_assoc.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/square_recompose.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_sym.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_permut.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/mult_assoc_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/eq_mult_reg_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Rocq/SUBST/comparith/eq_mult_reg_l.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_eq.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_sym.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_permute.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Sophia-Antipolis/Float/Faux/minus_inv_lt_aux.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Coq/Arith/Mult/mult_minus_distr_r.con
-WE HAVE NO UNIVERSE FILE FOR cic:/Nijmegen/QArith/sqrt2/mult_minus_distr_l.con
-\e[0;31mError: \e[0mTactic error: No Applicable theorem
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/auto/".
-include "coq.ma".
-
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "minus" (instance 0) = "Coq's natural minus".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias symbol "times" (instance 0) = "Coq's natural times".
-theorem a : \forall x,y:nat. x*x+(S y) = O - x.
-intros.
-auto depth = 3.
+++ /dev/null
-\e[0;32mInfo: \e[0mexecution of baseuri.ma started:
-\e[0;34mDebug: \e[0mExecuting: ``set "baseuri" "cic:/matita/tests/baseuri/"''
-\e[0;34mDebug: \e[0mExecuting: ``set "baseuri" "cic:/matita/tests/baseuri/"''
-\e[0;31mError: \e[0mError: Redefinition of 'baseuri' is forbidden.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/baseuri/".
-set "baseuri" "cic:/matita/tests/baseuri/".
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/change/".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-
-theorem stupid:
- \forall a:nat.
- a = 5 \to
- (3 + 2) = a.
-intros.
-change in \vdash (? ? % ?) with 5.
-rewrite < H in \vdash (? ? % ?).
-reflexivity.
-qed.
-
-(* tests changing a term under a binder *)
-alias id "True" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1)".
-theorem t: (\forall x:nat. x=x) \to True.
- intro H.
- change in match x in H : (\forall _.%) with (0+x).
- change in H: (\forall _.(? ? ? (? % ?))) with 0.
- constructor 1.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/clear".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias id "True" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1)".
-
-theorem stupid:
- \forall a: True.
- \forall b: 0 = 0.
- 0 = 0.
-intros 1 (H).
-clear H.
-intros 1 (H).
-exact H.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/clearbody".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-
-
-theorem stupid :
- let x \def 0 + 1 in x + 2 = x + 2.
- intros.
- clearbody x.
- simplify.
- generalize in \vdash (? ? (? % ?) (? % ?)).
- intros.
- reflexivity.
- qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/coercions/".
-include "coq.ma".
-
-inductive pos: Set \def
-| one : pos
-| next : pos \to pos.
-
-inductive nat:Set \def
-| O : nat
-| S : nat \to nat.
-
-inductive int: Set \def
-| positive: nat \to int
-| negative : nat \to int.
-
-inductive empty : Set \def .
-
-let rec pos2nat x \def
- match x with
- [ one \Rightarrow (S O)
- | (next z) \Rightarrow S (pos2nat z)].
-
-definition nat2int \def \lambda x. positive x.
-
-coercion pos2nat.
-
-coercion nat2int.
-
-definition fst \def \lambda x,y:int.x.
-
-theorem a: fst O one = fst (positive O) (next one).
-reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/comments/".
-include "coq.ma".
-
-(* commento che va nell'ast, ma non viene contato
- come step perche' non e' un executable
-*)
-
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-theorem a:0=0.
-
-(* nota *)
-(**
-
-
-apply Prop.
-*)
-reflexivity.
-(* commenti che non devono essere colorati perche'
- non c'e' nulla di eseguibile dopo di loro
-*)
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/constructor".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-
-theorem stupid: 1 = 1.
-constructor 1.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/test/continuationals/".
-include "coq.ma".
-
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "trans_equal" = "cic:/Coq/Init/Logic/trans_equal.con".
-alias id "refl_equal" = "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)".
-alias id "Z" = "cic:/Coq/ZArith/BinInt/Z.ind#xpointer(1/1)".
-
-theorem semicolon: \forall p:Prop.p\to p\land p.
-intros (p); split; assumption.
-qed.
-
-theorem branch:\forall x:nat.x=x.
-intros (n);
-elim n
-[ reflexivity;
-| reflexivity ].
-qed.
-
-theorem pos:\forall x:Z.x=x.
-intros (n);
-elim n;
-[ 3: reflexivity;
-| 2: reflexivity;
-| reflexivity ]
-qed.
-
-theorem dot:\forall x:Z.x=x.
-intros (x).
-elim x.
-reflexivity. reflexivity. reflexivity.
-qed.
-
-theorem dot_slice:\forall x:Z.x=x.
-intros (x).
-elim x;
-[ elim x. reflexivity. reflexivity. reflexivity;
-| reflexivity
-| reflexivity ];
-qed.
-
-theorem focus:\forall x:Z.x=x.
-intros (x); elim x.
-focus 16 17;
- reflexivity;
-unfocus.
-reflexivity.
-qed.
-
-theorem skip:\forall x:nat.x=x.
-intros (x).
-apply trans_equal;
-[ 2: apply (refl_equal nat x);
-| skip
-| reflexivity
-]
-qed.
-
-theorem skip_focus:\forall x:nat.x=x.
-intros (x).
-apply trans_equal;
-[ focus 18; apply (refl_equal nat x); unfocus;
-| skip
-| reflexivity ]
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/contradiction".
-include "coq.ma".
-alias id "True" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1)".
-alias id "not" = "cic:/Coq/Init/Logic/not.con".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-
-
-theorem stupid: \forall a:Prop. a \to not a \to 0 = 2.
-intros.
-letin H \def (H1 H).
-contradiction.
-qed.
-
-
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/cut".
-include "coq.ma".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-theorem stupid: 3 = 3.
- cut (3 = 3).
- assumption.
- reflexivity.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/decompose".
-include "coq.ma".
-alias symbol "and" (instance 0) = "Coq's logical and".
-alias symbol "or" (instance 0) = "Coq's logical or".
-
-
-
-theorem stupid:
- \forall a,b,c:Prop.
- (a \land c \lor b \land c) \to (c \land (b \lor a)).
- intros.decompose H.split.assumption.right.assumption.
- split.assumption.left.assumption.qed.
-
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/discriminate".
-include "coq.ma".
-alias id "not" = "cic:/Coq/Init/Logic/not.con".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-inductive foo: Prop \def I_foo: foo.
-
-theorem stupid:
- 1 = 0 \to (\forall p:Prop. p \to not p).
- intros.
- generalize in match I_foo.
- discriminate H.
-qed.
-
-inductive bar_list (A:Set): Set \def
- | bar_nil: bar_list A
- | bar_cons: A \to bar_list A \to bar_list A.
-
-alias id "False" = "cic:/Coq/Init/Logic/False.ind#xpointer(1/1)".
-theorem stupid2:
- \forall A:Set.\forall x:A.\forall l:bar_list A.
- bar_nil A = bar_cons A x l \to False.
- intros.
- discriminate H.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/elim".
-include "coq.ma".
-
-inductive stupidtype: Set \def
- | Base : stupidtype
- | Next : stupidtype \to stupidtype
- | Pair : stupidtype \to stupidtype \to stupidtype.
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "exists" (instance 0) = "Coq's exists".
-alias symbol "or" (instance 0) = "Coq's logical or".
-alias num (instance 0) = "natural number".
-alias id "True" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1)".
-alias id "refl_equal" = "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)".
-
-theorem serious:
- \forall a:stupidtype.
- a = Base
- \lor
- (\exists b:stupidtype.a = Next b)
- \lor
- (\exists c,d:stupidtype.a = Pair c d).
-intros.
-elim a.
-clear a.left.left.
- reflexivity.
-clear H.clear a.left.right.
- exists.exact s.reflexivity.
-clear H.clear H1.clear a.right.
- exists.exact s.exists.exact s1.reflexivity.
-qed.
-
-theorem t: 0=0 \to stupidtype.
- intros; constructor 1.
-qed.
-
-(* In this test "elim t" should open a new goal 0=0 and put it in the *)
-(* goallist so that the THEN tactical closes it using reflexivity. *)
-theorem foo: let ax \def refl_equal ? 0 in t ax = t ax.
- elim t; reflexivity.
-qed.
-
-(* This test shows a bug where elim opens a new unus{ed,eful} goal *)
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-
-inductive sum (n:nat) : nat \to nat \to Set \def
- k: \forall x,y. n = x + y \to sum n x y.
-
-theorem t': \forall x,y. \forall H: sum x y O.
- match H with [ (k a b p) \Rightarrow a ] = x.
- intros.
- cut (y = y \to O = O \to match H with [ (k a b p) \Rightarrow a] = x).
- apply Hcut; reflexivity.
- apply
- (sum_ind ?
- (\lambda a,b,K. y=a \to O=b \to
- match K with [ (k a b p) \Rightarrow a ] = x)
- ? ? ? H).
- goal 16.
- simplify. intros.
- generalize in match H1.
- rewrite < H2; rewrite < H3.intro.
- rewrite > H4.auto.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/fguidi/".
-include "coq.ma".
-
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "le" = "cic:/matita/fguidi/le.ind#xpointer(1/1)".
-alias id "False_ind" = "cic:/Coq/Init/Logic/False_ind.con".
-alias id "I" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1/1)".
-alias id "ex_intro" = "cic:/Coq/Init/Logic/ex.ind#xpointer(1/1/1)".
-alias id "False" = "cic:/Coq/Init/Logic/False.ind#xpointer(1/1)".
-alias id "True" = "cic:/Coq/Init/Logic/True.ind#xpointer(1/1)".
-
-alias symbol "and" (instance 0) = "Coq's logical and".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "exists" (instance 0) = "Coq's exists".
-
-definition is_S: nat \to Prop \def
- \lambda n. match n with
- [ O \Rightarrow False
- | (S n) \Rightarrow True
- ].
-
-definition pred: nat \to nat \def
- \lambda n. match n with
- [ O \Rightarrow O
- | (S n) \Rightarrow n
- ].
-
-theorem eq_gen_S_O: \forall x. (S x = O) \to \forall P:Prop. P.
-intros. apply False_ind. cut (is_S O). auto paramodulation. elim H. exact I.
-qed.
-
-theorem eq_gen_S_O_cc: (\forall P:Prop. P) \to \forall x. (S x = O).
-intros. auto.
-qed.
-
-theorem eq_gen_S_S: \forall m,n. (S m) = (S n) \to m = n.
-intros. cut ((pred (S m)) = (pred (S n))).
-assumption. elim H. auto paramodulation.
-qed.
-
-theorem eq_gen_S_S_cc: \forall m,n. m = n \to (S m) = (S n).
-intros. elim H. auto paramodulation.
-qed.
-
-inductive le: nat \to nat \to Prop \def
- le_zero: \forall n. (le O n)
- | le_succ: \forall m, n. (le m n) \to (le (S m) (S n)).
-
-theorem le_refl: \forall x. (le x x).
-intros. elim x. auto paramodulation. auto paramodulation.
-qed.
-
-theorem le_gen_x_O_aux: \forall x, y. (le x y) \to (y =O) \to
- (x = O).
-intros 3. elim H. auto paramodulation. apply eq_gen_S_O. exact n1. auto paramodulation.
-qed.
-
-theorem le_gen_x_O: \forall x. (le x O) \to (x = O).
-intros. apply le_gen_x_O_aux. exact O. auto paramodulation. auto paramodulation.
-qed.
-
-theorem le_gen_x_O_cc: \forall x. (x = O) \to (le x O).
-intros. elim H. auto paramodulation.
-qed.
-
-theorem le_gen_S_x_aux: \forall m,x,y. (le y x) \to (y = S m) \to
- (\exists n. x = (S n) \land (le m n)).
-intros 4. elim H.
-apply eq_gen_S_O. exact m. elim H1. auto paramodulation.
-cut (n = m). elim Hcut. apply ex_intro. exact n1. auto paramodulation. auto. (* paramodulation non trova la prova *)
-qed.
-
-theorem le_gen_S_x: \forall m,x. (le (S m) x) \to
- (\exists n. x = (S n) \land (le m n)).
-intros. apply le_gen_S_x_aux. exact (S m). auto paramodulation. auto paramodulation.
-qed.
-
-theorem le_gen_S_x_cc: \forall m,x. (\exists n. x = (S n) \land (le m n)) \to
- (le (S m) x).
-intros. elim H. elim H1. cut ((S x1) = x). elim Hcut. auto paramodulation. elim H2. auto paramodulation.
-qed.
-
-theorem le_gen_S_S: \forall m,n. (le (S m) (S n)) \to (le m n).
-intros.
-lapply le_gen_S_x to H using H0. elim H0. elim H1.
-lapply eq_gen_S_S to H2 using H4. rewrite > H4. assumption.
-qed.
-
-theorem le_gen_S_S_cc: \forall m,n. (le m n) \to (le (S m) (S n)).
-intros. auto paramodulation.
-qed.
-
-(*
-theorem le_trans: \forall x,y. (le x y) \to \forall z. (le y z) \to (le x z).
-intros 1. elim x; clear H. clear x.
-auto paramodulation.
-fwd H1 [H]. decompose H.
-*)
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/first/".
-
-inductive nat : Set \def
- | O : nat
- | S : nat \to nat.
-
-inductive eq (A:Set): A \to A \to Prop \def
- refl: \forall x:A.eq A x x.
-
-inductive list (A:Set) : Set \def
- | nil : list A
- | cons : A \to list A \to list A.
-
-let rec list_len (A:Set) (l:list A) on l \def
- match l with
- [ nil \Rightarrow O
- | (cons a tl) \Rightarrow S (list_len A tl)].
-
-theorem stupid: \forall A:Set.eq ? (list_len A (nil ?)) O.
-intros.
-normalize.
-apply refl.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/fix_betareduction/".
-
-alias id "eq" = "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1)".
-alias id "n" = "cic:/Suresnes/BDD/canonicite/Canonicity_BDT/n.con".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-theorem a:
- (\forall p: nat \to Prop.
- \forall n: nat. p n \to p n ) \to (eq nat n n).
-intro.
-apply (H (\lambda n:nat.(eq nat n n))).
-reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/fold".
-include "coq.ma".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-theorem t: \forall x:nat. 0+x=x.
- intro.
- simplify in match (0+x) in \vdash (? ? % ?).
- fold simplify (0 + x) in \vdash (? ? % ?).
- reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/generalize".
-include "coq.ma".
-
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias id "plus_comm" = "cic:/Coq/Arith/Plus/plus_comm.con".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-
-(* This tests is for the case of a pattern that contains metavariables *)
-theorem t: \forall x. x + 4 = 4 + x.
- intro.
- generalize in match (S ?).
- intro; apply plus_comm.
-qed.
-
-(* This test used to fail because x was used in the wrong context *)
-(* Once this was fixed it still did not work since apply is not *)
-(* able to solve a goal that ends in a product. *)
-theorem test2: \forall x. 4 + x = x + 4.
- generalize in match 4.
- exact plus_comm.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/xxx".
-
-theorem t: And True (eq nat O O). split. exact (refl_equal nat O). exact I. qed.
\ No newline at end of file
+++ /dev/null
-set "baseuri" "cic:/matita/tests/drop".
-
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "leibnitz's equality".
-alias symbol "plus" (instance 0) = "natural plus".
-theorem a : O + 1 = 1.
-drop.
+++ /dev/null
-set "baseuri" "cic:/matita/tests/grafite/".
-
-(* commento *)
-(** hint. *)
-
-inductive pippo : Type \def
- | a : Type \to pippo
- | b : Prop \to pippo
- | c : Set \to pippo.
-
-definition pollo : Set \to Set \def
- \lambda a:Set.a.
-
-inductive paolo : Prop \def t:paolo.
-
-theorem comeno : \forall p:pippo.pippo.
-intros.assumption.
-qed.
-
-definition f : pippo \to paolo \def
- \lambda x:pippo.
- match x with
- [ (a z) \Rightarrow t
- | (b z) \Rightarrow t
- | (c z) \Rightarrow t ].
-
-record w : Type \def {
- mario : Prop;
- pippo : Set
-}.
-
-whelp locate pippo.
-
-print "coercions".
+++ /dev/null
-set "baseuri" "cic:/matita/tests/interactive/test5/".
-
-whelp instance
- \lambda A:Set.
- \lambda f: A \to A \to A.
- \forall x,y : A.
- f x y = f y x.
+++ /dev/null
-set "baseuri" "cic:/matita/tests/interactive/test6/".
-
-whelp instance
- \lambda A:Set.
- \lambda f:A \to A \to A.
- \forall x,y,z:A.
- f x (f y z) = f (f x y) z.
+++ /dev/null
-set "baseuri" "cic:/matita/tests/interactive/test7/".
-
-whelp instance
- \lambda A:Set.
- \lambda r:A \to A \to Prop.
- \forall x:A.
- r x x.
+++ /dev/null
-set "baseuri" "cic:/matita/tests/interactive/instance/".
-
-whelp instance \lambda A:Set.\lambda P:A \to A \to Prop.\forall x:A. P x x.
-whelp instance \lambda A:Set.\lambda P:A \to A \to Prop.\forall x,y:A. P x y \to P y x.
-whelp instance \lambda A:Set.\lambda P:A \to A \to Prop.\forall x,y,z:A. P x y \to P y z \to P y z.
-whelp instance \lambda A:Set.\lambda f:A \to A \to A. \forall x,y:A. f x y = f y x.
-whelp instance \lambda A:Set.\lambda r : A \to A \to Prop. \forall x,y,z:A. r x y \to r y z \to r x z.
-
-
-whelp instance \lambda A:Set.\lambda R:A \to A \to Prop.\forall x:A.\forall y:A.(R x y) \to \forall z:A.(R x z) \to \exists u:A.(R y u) \land (R z u).
-
-whelp instance λA:Set.λR:A→A→Prop.∀x:A.∀y:A.(R x y)→∀z:A.(R x z)→∃u:A.(R y u)∧(R z u).
-
-whelp instance \lambda A:Set. \lambda R:A\to A\to Prop. confluence A R.
-
-whelp instance \lambda A:Set. \lambda f:A\to A\to A. \lambda g:A\to A\to A. \forall x,y,z : A . f x (g y z) = g (f x y ) (f x z).
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/inversion/".
-include "coq.ma".
-
-inductive nat : Set \def
- O : nat
- | S : nat \to nat.
-
-inductive le (n:nat) : nat \to Prop \def
- leO : le n n
- | leS : \forall m. le n m \to le n (S m).
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-
-theorem test_inversion: \forall n. le n O \to n=O.
- intros.
- (* inversion begins *)
- cut (O=O);
- [ 2: reflexivity;
- | generalize in match Hcut.
- apply (le_ind ? (\lambda x. O=x \to n=x) ? ? ? H);
- [ intro. rewrite < H1. clear Hcut.
- | simplify. intros. discriminate H3.
- ]
- reflexivity.
- ]
-qed.
-
-(* Piu' semplice e non lascia l'ipotesi inutile Hcut *)
-alias id "refl_equal" = "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)".
-theorem test_inversion2: \forall n. le n O \to n=O.
- intros.
- (* inversion begins *)
- generalize in match (refl_equal nat O).
- apply (le_ind ? (\lambda x. O=x \to n=x) ? ? ? H);
- [ intro. rewrite < H1.
- | simplify. intros. discriminate H3.
- ]
- reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/letrec/".
-
-
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-
-let rec plus n m \def
- match n with
- [ O \Rightarrow m
- | (S x) \Rightarrow S (plus x m) ].
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/match_inference/".
-
-inductive pos: Set \def
-| one : pos
-| next : pos \to pos.
-
-inductive nat:Set \def
-| O : nat
-| S : nat \to nat.
-
-definition pos2nat : pos \to nat \def
- \lambda x:pos . match x with
- [ one \Rightarrow O
- | (next z) \Rightarrow O].
-
-inductive empty (x:nat) : nat \to Set \def .
-
-definition empty2nat : (empty O O) \to nat \def
- \lambda x : (empty O O). S (match x in empty with []).
-
-inductive le (n:nat) : nat \to Prop \def
- | le_n : le n n
- | le_S : \forall m:nat. le n m \to le n (S m).
-
-inductive True : Prop \def
- I : True.
-
-definition r : True \def
- match (le_n O) with
- [ le_n \Rightarrow I
- | (le_S y p') \Rightarrow I ].
-
-inductive Prod (A,B:Set): Set \def
-pair : A \to B \to Prod A B.
-
-definition fst : \forall A,B:Set. (Prod A B) \to A \def
-\lambda A,B:Set. \lambda p:(Prod A B). match p with
-[(pair a b) \Rightarrow a].
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/metasenv_ordering".
-
-include "coq.ma".
-
-alias num (instance 0) = "natural number".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-
-(* REWRITE *)
-
-theorem th1 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 2 = 2.
- intros. split; split;
- [ reflexivity
- | rewrite > H;
- [ reflexivity | exact nat | exact (0=0) | exact Type ]
- ]
-qed.
-
-theorem th2 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 3 = 3.
- intros. split. split.
- focus 13.
- rewrite > (H ?); [reflexivity | exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-theorem th3 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 4 = 4.
- intros. split. split.
- focus 13.
- rewrite > (H ? ?); [reflexivity | exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-theorem th4 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 5 = 5.
- intros. split. split.
- focus 13.
- rewrite > (H ? ? ?); [reflexivity | exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-(* APPLY *)
-
-theorem th5 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 6 = 6.
- intros. split. split.
- focus 13.
- apply H; [exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-theorem th6 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 7 = 7.
- intros. split. split.
- focus 13.
- apply (H ?); [exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-theorem th7 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 8 = 8.
- intros. split. split.
- focus 13.
- apply (H ? ?); [exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-theorem th8 :
- \forall P:Prop.
- \forall H:(\forall G1: Set. \forall G2:Prop. \forall G3 : Type. 1 = 0).
- 1 = 1 \land 1 = 0 \land 9 = 9.
- intros. split. split.
- focus 13.
- apply (H ? ? ?); [exact nat | exact (0=0) | exact Type].
- unfocus.
- reflexivity.
- reflexivity.
-qed.
-
-(* ELIM *)
-
-theorem th9:
- \forall P,Q,R,S : Prop. R \to S \to \forall E:(R \to S \to P \land Q). P \land Q.
- intros (P Q R S r s H).
- elim (H ? ?); [split; assumption | exact r | exact s].
- qed.
-
-theorem th10:
- \forall P,Q,R,S : Prop. R \to S \to \forall E:(R \to S \to P \land Q). P \land Q.
- intros (P Q R S r s H).
- elim (H ?); [split; assumption | exact r | exact s].
- qed.
-
-theorem th11:
- \forall P,Q,R,S : Prop. R \to S \to \forall E:(R \to S \to P \land Q). P \land Q.
- intros (P Q R S r s H).
- elim H; [split; assumption | exact r | exact s].
- qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/mysql_escaping/".
-
-theorem a' : Prop \to Prop.intros.assumption.qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/paramodulation".
-include "coq.ma".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias num (instance 0) = "natural number".
-alias symbol "times" (instance 0) = "Coq's natural times".
-
-theorem para1:
- \forall n,m,n1,m1:nat.
- n=m \to n1 = m1 \to (n + n1) = (m + m1).
-intros. auto paramodulation.
-qed.
-
-theorem para2:
- \forall n:nat. n + n = 2 * n.
-intros. auto paramodulation.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/record/".
-
-record empty : Type \def {}.
-
-inductive True : Prop \def I: True.
-
-record pippo : Type \def
-{
-a: Set ;
-b: a \to Prop;
-c: \forall x:a.(b x) \to a \to Type
-}.
-
-record pluto (A, B:Set) : Type \def {
-d: A \to B \to Prop;
-e: \forall y:A.\forall z:B. (d y z) \to A \to B;
-mario: \forall y:A.\forall z:B. \forall h:(d y z). \forall i : B \to Prop.
- i (e y z h y)
-}.
-
-record paperino: Prop \def {
- paolo : Type;
- pippo : paolo \to paolo;
- piero : True
-}.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/replace/".
-include "coq.ma".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias symbol "times" (instance 0) = "Coq's natural times".
-alias id "mult_n_O" = "cic:/Coq/Init/Peano/mult_n_O.con".
-alias id "plus_n_O" = "cic:/Coq/Init/Peano/plus_n_O.con".
-
-theorem t: \forall x:nat. x * (x + 0) = (0 + x) * (x + x * 0).
- intro.
- replace in \vdash (? ? (? ? %) (? % %)) with x.
- reflexivity.
- rewrite < (mult_n_O x).
- rewrite < (plus_n_O x).
- reflexivity.
- reflexivity.
- auto.
-qed.
-
-(* This test tests "replace in match t" where t contains some metavariables *)
-theorem t2: 2 + (3 * 4) = (5 + 5) + 2 * 2.
- replace in match (5+?) with (6 + 4); [reflexivity | reflexivity].
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/rewrite/".
-include "coq.ma".
-
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-alias id "plus_n_O" = "cic:/Coq/Init/Peano/plus_n_O.con".
-
-theorem a:
- \forall a,b:nat.
- a = b \to b + a + b + a= (\lambda j.((\lambda w.((\lambda x.x + b + w + j) a)) b)) a.
-intros.
-rewrite < H in \vdash (? ? ? ((\lambda j.((\lambda w.%) ?)) ?)).
-
-rewrite < H in \vdash (? ? % ?).
-
-simplify in \vdash (? ? ? ((\lambda _.((\lambda _.%) ?)) ?)).
-
-rewrite < H in \vdash (? ? ? (% ?)).
-simplify.
-reflexivity.
-qed.
-
-theorem t: \forall n. 0=0 \to n = n + 0.
- intros.
- apply plus_n_O.
-qed.
-
-(* In this test "rewrite < t" should open a new goal 0=0 and put it in *)
-(* the goallist so that the THEN tactical closes it using reflexivity. *)
-theorem foo: \forall n. n = n + 0.
- intros.
- rewrite < t; reflexivity.
-qed.
-
-theorem test_rewrite_in_hyp:
- \forall n,m. n + 0 = m \to m = n + 0 \to n=m \land m+0=n+0.
- intros.
- rewrite < plus_n_O in H.
- rewrite > plus_n_O in H1.
- split; [ exact H | exact H1].
-qed.
-
-theorem test_rewrite_in_hyp2:
- \forall n,m. n + 0 = m \to n + 0 = m \to n=m \land n+0=m.
- intros.
- rewrite < plus_n_O in H H1 \vdash (? ? %).
- split; [ exact H | exact H1].
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/second/".
-alias id "nat" = "cic:/matita/tests/first/nat.ind#xpointer(1/1)".
-alias id "O" = "cic:/matita/tests/first/nat.ind#xpointer(1/1/1)".
-alias id "eq" = "cic:/matita/tests/first/eq.ind#xpointer(1/1)".
-alias id "refl" = "cic:/matita/tests/first/eq.ind#xpointer(1/1/1)".
-
-theorem ultrastupid : eq nat O O.
-apply refl.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/simpl/".
-include "coq.ma".
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-alias id "plus" = "cic:/Coq/Init/Peano/plus.con".
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-alias id "not" = "cic:/Coq/Init/Logic/not.con".
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias id "plus_comm" = "cic:/Coq/Arith/Plus/plus_comm.con".
-
-theorem a :
- \forall A:Set.
- \forall x,y : A.
- not (x = y) \to not(y = x).
-intros.
-unfold not. (* simplify. *)
-intro. apply H.
-symmetry.
-exact H1.
-qed.
-
-theorem t: let f \def \lambda x,y. x y in f (\lambda x.S x) O = S O.
- intros. simplify. change in \vdash (? ? (? %) ?) with O.
- reflexivity. qed.
-
-
-theorem X: \forall x:nat. let myplus \def plus x in myplus (S O) = S x.
- intros. simplify. change in \vdash (? ? (% ?) ?) with (plus x).
-
-rewrite > plus_comm. reflexivity. qed.
-
-theorem R: \forall x:nat. let uno \def x + O in S O + uno = 1 + x.
- intros. simplify.
- change in \vdash (? ? (? %) ?) with (x + O).
- rewrite > plus_comm. reflexivity. qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/test2/".
-include "coq.ma".
-
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-alias symbol "and" (instance 0) = "Coq's logical and".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-theorem a:\forall x:nat.x=x\land x=x.
-intro.
-split.
-reflexivity.
-reflexivity.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/test3/".
-include "coq.ma".
-
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-theorem a:\forall x.x=x.
-alias id "nat" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)".
-[ exact nat.
-| intro. reflexivity.
-]
-qed.
-alias num (instance 0) = "natural number".
-alias symbol "times" (instance 0) = "Coq's natural times".
-
-theorem b:\forall p:nat. p * 0=0.
-intro.
-auto.
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/test4/".
-include "coq.ma".
-
-
-(* commento che va nell'ast, ma non viene contato
- come step perche' non e' un executable
-*)
-
-alias num (instance 0) = "natural number".
-alias symbol "eq" (instance 0) = "Coq's leibnitz's equality".
-theorem a:0=0.
-
-(* nota *)
-(**
-
-
-apply Prop.
-*)
-apply cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1).
-
-(* commenti che non devono essere colorati perche'
- non c'e' nulla di eseguibile dopo di loro
-*)
-qed.
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/tests/third/".
-alias id "nat" = "cic:/matita/tests/first/nat.ind#xpointer(1/1)".
-alias id "O" = "cic:/matita/tests/first/nat.ind#xpointer(1/1/1)".
-alias id "eq" = "cic:/matita/tests/first/eq.ind#xpointer(1/1)".
-alias id "ultrastupid" = "cic:/matita/tests/second/ultrastupid.con".
-
-theorem iperstupid : eq nat O O.
-exact ultrastupid.
-qed.
-
+++ /dev/null
-(**************************************************************************)
-(* ___ *)
-(* ||M|| *)
-(* ||A|| A project by Andrea Asperti *)
-(* ||T|| *)
-(* ||I|| Developers: *)
-(* ||T|| The HELM team. *)
-(* ||A|| http://helm.cs.unibo.it *)
-(* \ / *)
-(* \ / This file is distributed under the terms of the *)
-(* v GNU General Public License Version 2 *)
-(* *)
-(**************************************************************************)
-
-set "baseuri" "cic:/matita/unfold".
-
-include "coq.ma".
-
-alias symbol "plus" (instance 0) = "Coq's natural plus".
-definition myplus \def \lambda x,y. x+y.
-
-alias id "S" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/2)".
-lemma lem: \forall n. S (n + n) = (S n) + n.
- intro; reflexivity.
-qed.
-
-theorem trivial: \forall n. S (myplus n n) = myplus (S n) n.
- unfold myplus in \vdash (\forall _.(? ? ? %)).
- intro.
- unfold myplus.
- rewrite > lem.
- reflexivity.
-qed.
-
-(* This test needs to parse "uno" in the context of the hypothesis H,
- not in the context of the goal. *)
-alias id "O" = "cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1/1)".
-theorem t: let uno \def S O in uno + uno = S uno \to uno=uno.
- intros. unfold uno in H.
- reflexivity.
-qed.
+++ /dev/null
-all_objects.txt
-constants_and_variables.txt
-fill_db.sql
-inductive_types.txt
-log
-tmp
+++ /dev/null
-FILLDB=fill_db.sql
-INDUCTIVETYPES=inductive_types.txt
-CONSTANTSANDVARIABLES=constants_and_variables.txt
-ALLOBJECTS=all_objects.txt
-GETTERURL=http://mowgli.cs.unibo.it:58081
-DBCOMM=mysql -pbjIcRpru -u helmadmin mowgli
-#DBCOMM=psql -q -U helm mowgli2
-
-all:
- @echo "try one of:"
- @echo " make indexes"
- @echo " make drop_tables"
- @echo " make create_tables"
- @echo " make $(FILLDB)"
- @echo " make fill_db"
-
-$(FILLDB):
- rm -f $(FILLDB)
- time for i in `cat $(INDUCTIVETYPES)` ; do (cd tmp ; wget -t 1 -O downloaded.xml.gz "$(GETTERURL)/getxml?format=gz&uri=$$i") ; zcat tmp/downloaded.xml.gz > tmp/inductive_type.xml ; extractor/meta_ind $$i "tmp/inductive_type.xml" >> $(FILLDB) ; rm -f tmp/downloaded.xml.gz tmp/inductive_type.xml; done > log 2>&1
- time for i in `cat $(CONSTANTSANDVARIABLES)` ; do (cd tmp ; wget -t 1 -O downloaded.xml.gz "$(GETTERURL)/getxml?format=gz&uri=$$i" ; wget -t 1 -O downloaded_body.xml.gz "$(GETTERURL)/getxml?format=gz&uri=$$i.body"); zcat tmp/downloaded.xml.gz > tmp/type.xml ; zcat tmp/downloaded_body.xml.gz > tmp/body.xml ; extractor/meta $$i "tmp/body.xml" "tmp/type.xml" >> $(FILLDB) ; rm -f tmp/downloaded.xml.gz tmp/downloaded_body.xml.gz tmp/type.xml tmp/body.xml ; done > log 2>&1
- cat sql/fill_inconcl_aux.sql >> $@
- cat sql/fill_no_concl_hyp.sql >> $@
-
-indexes:
- wget "$(GETTERURL)/getalluris?format=txt" -O - | grep -v "\\.body$$" | grep -v "\\.types$$" | grep -v "\\.proof_tree$$" | sort > $(ALLOBJECTS)
- cat $(ALLOBJECTS) | grep "\\.ind$$" > $(INDUCTIVETYPES)
- cat $(ALLOBJECTS) | grep -v "\\.ind$$" > $(CONSTANTSANDVARIABLES)
-
-drop_tables:
- #cat sql/drop_mowgli_tables.sql | $(DBCOMM)
- cat sql/drop_mowgli_tables.mysql.sql | $(DBCOMM)
-
-create_tables:
- #cat sql/create_mowgli_tables.sql | $(DBCOMM)
- cat sql/create_mowgli_tables.mysql.sql | $(DBCOMM)
-
-fill_db:
- cat $(FILLDB) | $(DBCOMM)
-
-.PHONY: all create_tables drop_tables fill_db indexes $(FILLDB)
+++ /dev/null
-To generate the metadata and refill the DB:
-
-make indexes
-make fill_db.sql
-make drop_tables
-make create_tables
-make fill_db
-cd dc
-make drop_tables
-make create_tables
-make fill_db
+++ /dev/null
-
-SQL_DB = mowgli
-SQL_DIR = sql
-SQL_HOST = localhost
-SQL_PASSWORD = bjIcRpru
-SQL_USER = helmadmin
-DC_DIR = /projects/helm/library/dc/
-
-SQL_ENGINE = \
- mysql -h $(SQL_HOST) -u $(SQL_USER) --password=$(SQL_PASSWORD) $(SQL_DB)
-
-all:
- @echo "try one of:"
- @echo " make connect"
- @echo " make create_tables"
- @echo " make fill_db"
- @echo " make drop_tables"
-
-connect:
- $(SQL_ENGINE)
-
-create_tables:
- $(SQL_ENGINE) < $(SQL_DIR)/create_dc_tables.sql
-
-fill_db:
- find $(DC_DIR) -name "*.xml" -exec ./fill_db.pl {} \; | $(SQL_ENGINE)
-
-drop_tables:
- $(SQL_ENGINE) < $(SQL_DIR)/drop_dc_tables.sql
-
-.PHONY: all connect create_tables fill_db drop_tables
-
+++ /dev/null
-#!/usr/bin/perl -w
-use strict;
-
-use XML::Parser;
-
-my $skipped = 0;
-my $open = 0;
-my $content = "";
-my $uri = "";
-
-sub handle_start($$@) {
- my ($expat, $element, @attrs) = @_;
- if ($skipped == 1) {
- $uri = $attrs[1];
- $uri =~ s/'/''/g;
- }
- if ($skipped < 2) { $skipped++ ; }
- else {
- $open++;
- $content = "";
- }
-}
-
-sub handle_end($$) {
- my ($expat,$element) = @_;
- $open--;
- if ($open >= 0) {
- $content =~ s/'/''/g;
- $element =~ s/(\w+):(\w+)/$1$2/;
- my $query = "INSERT INTO $element VALUES ('$content','$uri');";
- print $query, "\n";
- }
-}
-
-sub handle_char($$) {
- my ($expat,$char) = @_;
- if ($open >= 1) {
- chomp($char);
- $char =~ s/ +/ /g;
- $char =~ s/^ //g;
- $char =~ s/ $//g;
- $content .= $char;
- }
-}
-
-my $p = new XML::Parser(
- Handlers =>
- { Start => \&handle_start,
- End => \&handle_end,
- Char => \&handle_char});
-
-$p->parsefile($ARGV[0]);
-
+++ /dev/null
-
-create table dccreator (value varchar(255), uri varchar(255));
-create table dcdate (value varchar(255), uri varchar(255));
-create table dcdescription (value varchar(255), uri varchar(255));
-create table dcformat (value varchar(255), uri varchar(255));
-create table dcidentifier (value varchar(255), uri varchar(255));
-create table dclanguage (value varchar(255), uri varchar(255));
-create table dcpublisher (value varchar(255), uri varchar(255));
-create table dcqRelationType (value varchar(255), uri varchar(255));
-create table dcrelation (value varchar(255), uri varchar(255));
-create table dcrights (value varchar(255), uri varchar(255));
-create table dcsource (value varchar(255), uri varchar(255));
-create table dcsubject (value varchar(255), uri varchar(255));
-create table dctitle (value varchar(255), uri varchar(255));
-create table hthResourceFormat (value varchar(255), uri varchar(255));
-create table hthcontact (value varchar(255), uri varchar(255));
-create table hthfirstVersion (value varchar(255), uri varchar(255));
-create table hthinstitution (value varchar(255), uri varchar(255));
-create table hthmodified (value varchar(255), uri varchar(255));
-
-create index dccreator_index on dccreator (value);
-create index dcdate_index on dcdate (value);
-create index dcdescription_index on dcdescription (value);
-create index dcformat_index on dcformat (value);
-create index dcidentifier_index on dcidentifier (value);
-create index dclanguage_index on dclanguage (value);
-create index dcpublisher_index on dcpublisher (value);
-create index dcqRelationType_index on dcqRelationType (value);
-create index dcrelation_index on dcrelation (value);
-create index dcrights_index on dcrights (value);
-create index dcsource_index on dcsource (value);
-create index dcsubject_index on dcsubject (value);
-create index dctitle_index on dctitle (value);
-create index hthResourceFormat_index on hthResourceFormat (value);
-create index hthcontact_index on hthcontact (value);
-create index hthfirstVersion_index on hthfirstVersion (value);
-create index hthinstitution_index on hthinstitution (value);
-create index hthmodified_index on hthmodified (value);
-
-create index dccreator_rev_index on dccreator (uri);
-create index dcdate_rev_index on dcdate (uri);
-create index dcdescription_rev_index on dcdescription (uri);
-create index dcformat_rev_index on dcformat (uri);
-create index dcidentifier_rev_index on dcidentifier (uri);
-create index dclanguage_rev_index on dclanguage (uri);
-create index dcpublisher_rev_index on dcpublisher (uri);
-create index dcqRelationType_rev_index on dcqRelationType (uri);
-create index dcrelation_rev_index on dcrelation (uri);
-create index dcrights_rev_index on dcrights (uri);
-create index dcsource_rev_index on dcsource (uri);
-create index dcsubject_rev_index on dcsubject (uri);
-create index dctitle_rev_index on dctitle (uri);
-create index hthResourceFormat_rev_index on hthResourceFormat (uri);
-create index hthcontact_rev_index on hthcontact (uri);
-create index hthfirstVersion_rev_index on hthfirstVersion (uri);
-create index hthinstitution_rev_index on hthinstitution (uri);
-create index hthmodified_rev_index on hthmodified (uri);
-
+++ /dev/null
-drop table dccreator;
-drop table dcdate;
-drop table dcdescription;
-drop table dcformat;
-drop table dcidentifier;
-drop table dclanguage;
-drop table dcpublisher;
-drop table dcqRelationType;
-drop table dcrelation;
-drop table dcrights;
-drop table dcsource;
-drop table dcsubject;
-drop table dctitle;
-drop table hthResourceFormat;
-drop table hthcontact;
-drop table hthfirstVersion;
-drop table hthinstitution;
-drop table hthmodified;
+++ /dev/null
-meta
-meta_ind
-lex.yy.c
-lex.yy_ind.c
+++ /dev/null
-CC = gcc -Wall
-
-all: meta meta_ind
-
-meta: lex.yy.o sthandler.o
- $(CC) lex.yy.o sthandler.o -lpq -o meta
-
-meta_ind: lex.yy_ind.o sthandler.o
- $(CC) lex.yy_ind.o sthandler.o -lpq -o meta_ind
-
-lex.yy.c: meta_lex.l sthandler.h
- flex meta_lex.l
-
-lex.yy_ind.c: meta_lex_ind.l sthandler.h
- flex -olex.yy_ind.c meta_lex_ind.l
-
-sthandler.o: sthandler.c sthandler.h
-
-lex.yy.o: lex.yy.c sthandler.h
- $(CC) -c lex.yy.c
-
-lex.yy_ind.o: lex.yy_ind.c sthandler.h
- $(CC) -c lex.yy_ind.c
-
-clean:
- -rm -f *.o
- -rm -f lex.yy.c lex.yy_ind.c
- -rm -f meta meta_ind
+++ /dev/null
-Note:
- - LetIn e Variabili con corpo: da pensarci (capita solamente una 30ina
- di volte... per ora!) Per il momento ci mettiamo una pezza.
- - Variabili: non consideriamo l'occorrenza di una variabile come una
- vera occorrenza (perche' puo' essere istanziata). In ogni caso c'e'
- l'attributo @params che fornisce questa informazione.
- - META e IMPLICIT non trattati
- - CAST non considerati ==> di default vado in ricorsione sia sul tipo
- che sul corpo
+++ /dev/null
- /******************************************************************/
- /* Copyright (C) 2000, HELM Team */
- /* */
- /* This file is part of HELM, an Hypertextual, Electronic */
- /* Library of Mathematics, developed at the Computer Science */
- /* Department, University of Bologna, Italy. */
- /* */
- /* HELM is free software; you can redistribute it and/or */
- /* modify it under the terms of the GNU General Public License */
- /* as published by the Free Software Foundation; either version */
- /* 2 of the License, or (at your option) any later version. */
- /* */
- /* HELM is distributed in the hope that it will be useful, */
- /* but WITHOUT ANY WARRANTY; without even the implied warranty of */
- /* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the */
- /* GNU General Public License for more details. */
- /* */
- /* You should have received a copy of the GNU General Public */
- /* License along with HELM; if not, write to the Free Software */
- /* Foundation, Inc., 59 Temple Place - Suite 330, Boston, */
- /* MA 02111-1307, USA. */
- /* */
- /* For details, see the HELM World-Wide-Web page, */
- /* http://cs.unibo.it/helm/. */
- /******************************************************************/
-
- /***************************************************************/
- /* META_LEXAN */
- /* Automatic Metadata Extractor */
- /* First draft 11/12/2001, by Andrea Asperti */
- /* more bugs added by domenico lordi on mon 12/17/2001 */
- /***************************************************************/
-
- /***************************************************************/
- /* 1. Inclusion of header files. */
- /***************************************************************/
-
-%{
-#include <string.h>
-#include <stdlib.h>
-#include <sys/stat.h>
-#include "sthandler.h"
-%}
-
- /***************************************************************/
- /* 2. Constants and Variables Definitions */
- /***************************************************************/
-
-%{
-#define NOWHERE 0
-#define CONST 1
-#define MUTIND 2
-#define MUTCONSTRUCT 3
-#define SORT 4
-
-#define INBODY 0
-#define MAINHYP 1
-#define INHYP 2
-#define INCONCL 3
-#define MAINCONCL 4
-#define INTYPE 5
-#define NOTFOUND 6
-
-#define HERE 0
-#define AFTER 1
-
-
-int where = NOWHERE;
-int found = NOTFOUND;
-int position = INBODY;
-int first_child = HERE;
-int skip = 0; // boolean to skip the insertion of a URI
-int no_open_source = 0;
-int spine_depth = 0;
-int depth = 0;
-int tmp_n;
-char sep = '"';
-char *xpointer = "#xpointer(1/";
-char *uri;
-char *tmp;
-
-void search(char *uri, int first_child, int position, int depth);
-%}
-
- /***************************************************************/
- /* 3. Regular definitions. */
- /***************************************************************/
-
-uri [^"]+
-digits [0-9]+
-value [^"]+
-
- /***************************************************************/
- /* 4. Rules. */
- /***************************************************************/
-
-
-%%
-
-"<Variable"[^>]*">"(" "|\n)*"<body" {
- position = INBODY; // Variables have both a body and a type
- }
-
-"</body>"(" "|\n)*"<type" {
- position = INTYPE; // Variables have both a body and a type
- first_child = HERE;
- no_open_source = 0;
- spine_depth = 0;
- depth = 0;
- }
-
-"<decl" |
-"<def" {
- if (position == INTYPE)
- position = MAINHYP;
- else if (position == MAINHYP)
- { position = INHYP;
- no_open_source = 1;}
- else if (position == INHYP) no_open_source++;
- }
-
-"</decl>" |
-"</def>" {
- if (position == INHYP)
- {
- no_open_source--;
- if (no_open_source == 0)
- {
- position = MAINHYP;
- depth++;
- first_child = HERE;
- }
- }
- else if (position == MAINHYP)
- {
- position = INTYPE;
- spine_depth++;
- depth = 0;
- first_child = HERE;
- }
- /* bug? first_child = HERE; */
- }
-
-
-.|\n {
- }
-
-"<LAMBDA" |
-"<MUTCASE" |
-"<FIX" |
-"<COFIX" {
- first_child = AFTER;
- }
-
-"<REL" {
- if (((position == INTYPE) | (position == MAINHYP)) &&
- (first_child == HERE))
- {
- if (position == INTYPE) /* REL on the spine */
- {
- position = INCONCL;
- search("Rel",first_child,position,spine_depth);
- }
- else search("Rel",first_child,position,depth);
- first_child = AFTER;
- }
- }
-
-"<SORT"(" "|\n)+"value=\""{value} {
- if (((position == INTYPE) | (position == MAINHYP)) &&
- (first_child == HERE))
- {
- tmp=(char *)malloc((sizeof('a')*200));
- strcpy(tmp,yytext);
- strsep(&tmp,&sep);
- if (position == INTYPE) /* SORT on the spine */
- {
- position = INCONCL;
- search(tmp,first_child,position,spine_depth);
- }
- else search(tmp,first_child,position,depth);
- first_child = AFTER;
- }
- }
-
-"<VAR" {
- skip = 1;
- first_child = AFTER;
- }
-
-"<CONST" {
- if (position == INTYPE) /* CONST on the spine */
- position = INCONCL;
- where = CONST;
- }
-
-"<MUTIND" {
- if (position == INTYPE) /* MUTIND on the spine */
- position = INCONCL;
- where = MUTIND;
- }
-
-"<MUTCONSTRUCT" {
- if (position == INTYPE) /* MUTCONSTRUCT on the spine */
- position = INCONCL;
- where = MUTCONSTRUCT;
- }
-
-"uri=\""{uri} {
- if (!skip) {
- uri=(char *)malloc((sizeof('a')*200));
- strcpy(uri,yytext);
- strsep(&uri,&sep);
- if (where == CONST)
- {
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- where = NOWHERE;
- first_child = AFTER;
- free(uri);
- };
- } else skip = 0;
- }
-
-"noType=\""{digits} {
- if ((where == MUTIND) || (where == MUTCONSTRUCT))
- { strsep(&yytext,&sep);
- tmp=(char *)malloc((sizeof(sep)*(strlen(yytext)+1)));
- strcpy(tmp,yytext);
- tmp_n = atoi(tmp)+1;
- sprintf(tmp,"%d",tmp_n);
- strcat(uri,"#xpointer(1/");
- strcat(uri,tmp);
- };
- if (where == MUTIND)
- {
- strcat(uri,")");
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- free(uri);
- free(tmp);
- where = NOWHERE;
- first_child = AFTER;};
- }
-
-"noConstr=\""{digits} {
- if (where == MUTCONSTRUCT)
- { strsep(&yytext,&sep);
- tmp=(char *)malloc((sizeof(sep)*(strlen(yytext)+1)));
- strcpy(tmp,yytext);
- strcat(uri,"/");
- strcat(uri,tmp);
- strcat(uri,")");
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- free(uri);
- free(tmp);
- where = NOWHERE;
- first_child = AFTER;};
- }
-
-
-
-%%
-
- /***************************************************************/
- /* 6. Auxiliary functions. */
- /***************************************************************/
-
-int main(int argc, char *argv[])
-{
- struct stat buf;
- char *name;
- char *poss;
- char *posd;
-
- /* FILE *debug; */
-
- if (argc != 4)
- {
- fprintf(stderr, "Usage: meta <object_uri> <body_file> <type_file>\n");
- exit(1);
- }
-
-
- /* initialize the symbol table */
- init_symbol_table();
-
- // We process the body
- if (!stat(argv[2],&buf))
- {
- yyin = fopen(argv[2], "r");
- position = INBODY;
- yylex();
- fclose(yyin);
- }
-
- // We process the type
- yyin = fopen(argv[3], "r");
- position = INTYPE;
- first_child = HERE;
- no_open_source = 0;
- spine_depth = 0;
- depth = 0;
- yylex();
- fclose(yyin);
- print_all(argv[1]);
- poss = rindex(argv[1],'/');
- posd = rindex(argv[1],'.');
- name = (char *)malloc((posd - poss) * sizeof(char));
- strncpy(name, poss + 1, posd - poss - 1);
- name[posd - poss - 1] = '\0';
- print_name(name,argv[1]);
- free(name);
-
- return 0;
-}
-
-
-void search(uri,first_child,position,depth)
-char *uri;
-int first_child;
-int position;
-{
- if (position == MAINHYP)
- {
- if (first_child == HERE)
- found = search_bucket(uri,MAINHYP,depth);
- else
- found = search_bucket(uri,INHYP,0);
- }
- else if (position == INCONCL)
- {
- if (first_child == HERE)
- found = search_bucket(uri,MAINCONCL,depth);
- else
- found = search_bucket(uri,INCONCL,0);
- }
-
- else
- found = search_bucket(uri,position,depth);
- /*
- if (found == NOTFOUND)
- fprintf(stderr,"here = %d, pos = %d, uri = %s\n", first_child,position, uri); */
-}
-/*
- (first_child == HERE)
- {
- if (position == MAINHYP)
- found = search_bucket(uri,MAINHYP,depth);
- else if (position == INCONCL)
- found = search_bucket(uri,MAINCONCL,0);
- else if (position == INHYP)
- found = search_bucket(uri,INHYP,0);
- if (found == NOTFOUND)
- printf( "pos = %d, uri = %s\n", MAINCONCL, uri);
- }
- else if ((position == MAINHYP) && (first_child == AFTER))
- found = search_bucket(uri,INHYP,0);
- else found = search_bucket(uri,position,0);
- if (found == NOTFOUND)
- printf( "pos = %d, uri = %s\n", position, uri);
- } */
-
-int yywrap() {
- return 1;
- }
-
-
-
-
+++ /dev/null
- /******************************************************************/
- /* Copyright (C) 2000, HELM Team */
- /* */
- /* This file is part of HELM, an Hypertextual, Electronic */
- /* Library of Mathematics, developed at the Computer Science */
- /* Department, University of Bologna, Italy. */
- /* */
- /* HELM is free software; you can redistribute it and/or */
- /* modify it under the terms of the GNU General Public License */
- /* as published by the Free Software Foundation; either version */
- /* 2 of the License, or (at your option) any later version. */
- /* */
- /* HELM is distributed in the hope that it will be useful, */
- /* but WITHOUT ANY WARRANTY; without even the implied warranty of */
- /* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the */
- /* GNU General Public License for more details. */
- /* */
- /* You should have received a copy of the GNU General Public */
- /* License along with HELM; if not, write to the Free Software */
- /* Foundation, Inc., 59 Temple Place - Suite 330, Boston, */
- /* MA 02111-1307, USA. */
- /* */
- /* For details, see the HELM World-Wide-Web page, */
- /* http://cs.unibo.it/helm/. */
- /******************************************************************/
-
- /***************************************************************/
- /* META_LEXAN */
- /* Automatic Metadata Extractor */
- /* First draft 11/12/2001, by Andrea Asperti */
- /* more bugs added by domenico lordi on mon 12/17/2001 */
- /***************************************************************/
-
- /***************************************************************/
- /* 1. Inclusion of header files. */
- /***************************************************************/
-
-%{
-#include <string.h>
-#include <stdlib.h>
-#include <sys/stat.h>
-#include "sthandler.h"
-%}
-
- /***************************************************************/
- /* 2. Constants and Variables Definitions */
- /***************************************************************/
-
-%{
-#define NOWHERE 0
-#define CONST 1
-#define MUTIND 2
-#define MUTCONSTRUCT 3
-#define SORT 4
-
-#define INBODY 0
-#define MAINHYP 1
-#define INHYP 2
-#define INCONCL 3
-#define MAINCONCL 4
-#define INTYPE 5
-#define NOTFOUND 6
-
-#define HERE 0
-#define AFTER 1
-
-
-int where = NOWHERE;
-int found = NOTFOUND;
-int position = INBODY;
-int first_child = HERE;
-int skip = 0; // boolean to skip the insertion of a URI
-int no_open_source =0;
-int spine_depth = 0;
-int depth = 0;
-int tmp_n;
-int inductive_type = 0;
-int constructor = 0;
-int deep_type = 0;
-char sep = '"';
-char *xpointer = "#xpointer(1/";
-char *uri;
-char *tmp;
-char *source_uri;
-char *source_uri_prefix;
-int waiting_for_name = 0;
-
-void search(char *uri, int first_child, int position, int depth);
-%}
-
- /***************************************************************/
- /* 3. Regular definitions. */
- /***************************************************************/
-
-uri [^"]+
-digits [0-9]+
-value [^"]+
-id [a-zA-Z]([-_'a-zA-Z0-9])*
-
- /***************************************************************/
- /* 4. Rules. */
- /***************************************************************/
-
-
-%%
-
-"<InductiveType" {
- /* fprintf(stderr,"uno"); */
- init_symbol_table();
- no_open_source = 0;
- depth = 0;
- spine_depth = 0;
- /* fprintf(stderr,"due"); */
- inductive_type++;
- constructor=0;
- position = INTYPE;
- first_child = HERE;
- waiting_for_name = 1;
-
- tmp = (char *)malloc(sizeof('a')*128);
- strcpy(source_uri,source_uri_prefix);
- sprintf(tmp,"#xpointer(1/%d)", inductive_type);
- strcat(source_uri,tmp);
- /* fprintf(stderr,"cinque"); */
- free(tmp);
- }
-
-"</arity>" {
- print_all(source_uri);
- /* print_file(); */
- }
-
-"<Constructor" { init_symbol_table();
- no_open_source = 0;
- depth = 0;
- spine_depth = 0;
- constructor++;
- position = INTYPE;
- first_child = HERE;
- waiting_for_name = 1;
-
- tmp = (char *)malloc(sizeof('a')*128);
- strcpy(source_uri,source_uri_prefix);
- sprintf(tmp,"#xpointer(1/%d/%d)",inductive_type,constructor);
- strcat(source_uri,tmp);
- free(tmp);
- }
-
-"</Constructor>" { print_all(source_uri);
- /* print_file(); */
- }
-
-"<decl" |
-"<def" {
- if (position == INTYPE)
- position = MAINHYP;
- else if (position == MAINHYP)
- { position = INHYP;
- no_open_source = 1;}
- else if (position == INHYP) no_open_source++;
- }
-
-"</decl>" |
-"</def>" {
- if (position == INHYP)
- {
- no_open_source--;
- if (no_open_source == 0)
- {
- position = MAINHYP;
- depth++;
- first_child = HERE;
- }
- }
- else if (position == MAINHYP)
- {
- position = INTYPE;
- spine_depth++;
- depth = 0;
- first_child = HERE;
- }
- }
-
-
-.|\n {
- }
-
-"<LAMBDA" |
-"<MUTCASE" |
-"<FIX" |
-"<COFIX" {
- first_child = AFTER;
- }
-
-"<REL" {
- if (((position == INTYPE) | (position == MAINHYP)) &&
- (first_child == HERE))
- {
- if (position == INTYPE) /* REL on the spine */
- {
- position = INCONCL;
- search("Rel",first_child,position,spine_depth);
- }
- else search("Rel",first_child,position,depth);
- first_child = AFTER;
- }
- }
-
-"<SORT"(" "|\n)+"value=\""{value} {
- if (((position == INTYPE) | (position == MAINHYP)) &&
- (first_child == HERE))
- {
- tmp=(char *)malloc((sizeof('a')*200));
- strcpy(tmp,yytext);
- strsep(&tmp,&sep);
- if (position == INTYPE) /* SORT on the spine */
- {
- position = INCONCL;
- search(tmp,first_child,position,spine_depth);
- }
- else search(tmp,first_child,position,depth);
- first_child = AFTER;
- }
- }
-
-"<VAR" {
- skip = 1;
- first_child = AFTER;
- }
-
-"<CONST" {
- if (position == INTYPE) /* CONST on the spine */
- position = INCONCL;
- where = CONST;
- }
-
-"<MUTIND" {
- if (position == INTYPE) /* MUTIND on the spine */
- position = INCONCL;
- where = MUTIND;
- }
-
-"<MUTCONSTRUCT" {
- if (position == INTYPE) /* MUTCONSTRUCT on the spine */
- position = INCONCL;
- where = MUTCONSTRUCT;
- }
-
-"uri=\""{uri} {
- if (!skip) {
- uri=(char *)malloc((sizeof('a')*200));
- strcpy(uri,yytext);
- strsep(&uri,&sep);
- if (where == CONST)
- {
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- where = NOWHERE;
- first_child = AFTER;
- free(uri);
- };
- } else skip = 0;
- }
-
-"noType=\""{digits} {
- if ((where == MUTIND) || (where == MUTCONSTRUCT))
- { strsep(&yytext,&sep);
- tmp=(char *)malloc((sizeof(sep)*(strlen(yytext)+1)));
- strcpy(tmp,yytext);
- tmp_n = atoi(tmp)+1;
- sprintf(tmp,"%d",tmp_n);
- strcat(uri,"#xpointer(1/");
- strcat(uri,tmp);
- };
- if (where == MUTIND)
- {
- strcat(uri,")");
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- free(uri);
- free(tmp);
- where = NOWHERE;
- first_child = AFTER;};
- }
-
-"noConstr=\""{digits} {
- if (where == MUTCONSTRUCT)
- { strsep(&yytext,&sep);
- tmp=(char *)malloc((sizeof(sep)*(strlen(yytext)+1)));
- strcpy(tmp,yytext);
- strcat(uri,"/");
- strcat(uri,tmp);
- strcat(uri,")");
- if (position == INCONCL)
- search(uri,first_child,position,spine_depth);
- else search(uri,first_child,position,depth);
- free(uri);
- free(tmp);
- where = NOWHERE;
- first_child = AFTER;};
- }
-
-"name=\""{id} {
- if (waiting_for_name == 1) {
- waiting_for_name = 0;
- strsep(&yytext,&sep);
- tmp=(char *)malloc((sizeof(sep)*(strlen(yytext)+1)));
- strcpy(tmp,yytext);
- print_name(tmp,source_uri);
- free(tmp);
- }
- }
-
-
-%%
-
- /***************************************************************/
- /* 6. Auxiliary functions. */
- /***************************************************************/
-
-int main(int argc, char *argv[])
-{
- /* FILE *debug; */
-
- if (argc != 3)
- {
- fprintf(stderr, "Usage: meta_ind <object_uri> <inductive_type_file>\n");
- exit(1);
- }
-
- source_uri = malloc((sizeof('a')*2000));
- source_uri_prefix=argv[1];
- /* fprintf(stderr,"qua"); */
- yyin = fopen(argv[2], "r");
- yylex();
-
- return 0;
-}
-
-void search(uri,first_child,position,depth)
-char *uri;
-int first_child;
-int position;
-{
- if (position == MAINHYP)
- {
- if (first_child == HERE)
- found = search_bucket(uri,MAINHYP,depth);
- else
- found = search_bucket(uri,INHYP,0);
- }
- else if (position == INCONCL)
- {
- if (first_child == HERE)
- found = search_bucket(uri,MAINCONCL,depth);
- else
- found = search_bucket(uri,INCONCL,0);
- }
-
- else
- found = search_bucket(uri,position,depth);
- /* if (found == NOTFOUND)
- printf( "pos = %d, uri = %s\n", position, uri); */
-}
-
-
-int yywrap() {
- return 1;
- }
-
-
-
-
+++ /dev/null
-/*********************************************************************/
-/* Copyright (C) 2000, HELM Team */
-/* */
-/* This file is part of HELM, an Hypertextual, Electronic */
-/* Library of Mathematics, developed at the Computer Science */
-/* Department, University of Bologna, Italy. */
-/* */
-/* HELM is free software; you can redistribute it and/or */
-/* modify it under the terms of the GNU General Public License */
-/* as published by the Free Software Foundation; either version 2 */
-/* of the License, or (at your option) any later version. */
-/* */
-/* HELM is distributed in the hope that it will be useful, */
-/* but WITHOUT ANY WARRANTY; without even the implied warranty of */
-/* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the */
-/* GNU General Public License for more details. */
-/* */
-/* You should have received a copy of the GNU General Public License */
-/* along with HELM; if not, write to the Free Software */
-/* Foundation, Inc., 59 Temple Place - Suite 330, Boston, */
-/* MA 02111-1307, USA. */
-/* */
-/* For details, see the HELM World-Wide-Web page, */
-/* http://cs.unibo.it/helm/. */
- /*********************************************************************/
-
-/****************************************************************/
-/* STHANDLER.C */
-/****************************************************************/
-/* This module supplies routines for symbol table handling. */
-/* - init_symbol_table(): it initializes the symbol table */
-/* to void. */
-/* - search_bucket(): it searches the symbol table for the */
-/* bucket containing a given identifier, and */
-/* inserts it if it is not present; */
-/****************************************************************/
-/* First draft 11/12/2001, by Andrea Asperti */
-/****************************************************************/
-
-/****************************************************************/
-/* 1. Inclusion of header files. */
-/****************************************************************/
-
-#include <stdio.h>
-#include <malloc.h>
-#include <string.h>
-
-/****************************************************************/
-/* 2. Declarations */
-/****************************************************************/
-
-
-#define DICTSIZE 211
-#define HASH1 4
-#define HASH2 0xf0000000
-#define HASH3 28
-#define EOS '\0'
-
-#define INBODY 0
-#define MAINHYP 1
-#define INHYP 2
-#define INCONCL 3
-#define MAINCONCL 4
-#define INTYPE 5
-#define NOTFOUND 6
-
-/****************************************************************/
-/* 3. Types. */
-/****************************************************************/
-
-struct int_list {
- int val;
- struct int_list *next;
- };
-
-struct st_bucket {
- char *id;
- /* identifier */
- int main_depth;
- struct int_list *depths;
- struct st_bucket *next_st_bucket;
- /* next bucket in the list */
- struct st_bucket *all_next;
- /* all buckets in symbol
- table are linked together */
- int pos[5];
-
- };
-
-struct st_bucket *dictionary[DICTSIZE];
- /* pointers to bucket lists */
-
-/****************************************************************/
-/* 4. Local functions. */
-/****************************************************************/
-struct int_list *add(struct int_list *,int);
-void allocate_bucket(struct st_bucket **st, char *id, int where);
-void print_mainhyp(char *about, char *uri,struct int_list *l);
-void print_mainconcl(char *about, char *uri, int depth);
-void move_bucket(struct st_bucket *st, int dict_index);
-void print_one(char *about, char *uri, int pos);
-int hash_pjw(char *id);
-
-/* This function is copied from the file fe-exec.c of PostgreSQL. */
-/* Copyright (c) 1996-2003, PostgreSQL Global Development Group */
-/* Copyright (c) 1994, Regents of the University of California */
-size_t
-PQescapeString(char *to, const char *from, size_t length)
-{
- const char *source = from;
- char *target = to;
- size_t remaining = length;
-
- while (remaining > 0 && *source != '\0')
- {
- switch (*source)
- {
- case '\\':
- *target++ = '\\';
- *target++ = '\\';
- break;
-
- case '\'':
- *target++ = '\'';
- *target++ = '\'';
- break;
-
- default:
- *target++ = *source;
- break;
- }
- source++;
- remaining--;
- }
-
- /* Write the terminating NUL character. */
- *target = '\0';
-
- return target - to;
-}
-
-
-/****************************************************************/
-/* 5. Definitions of functions to be exported. */
-/****************************************************************/
-
-struct st_bucket *all;
-
- /* The following function initializes the symbol table to NULL */
-void init_symbol_table()
-{
- int i;
-
- /* initialize the dictionary */
- for (i = 0; i < DICTSIZE; i++)
- dictionary[i] = NULL;
- all = NULL;
-}
-
- /* The following function searches the symbol table for an identifier */
- /* and inserts it if it is not present. */
- /* The bucket associated with the given identifier */
- /* becomes the first one in its list. */
-
-int search_bucket(id, where, depth)
- char *id;
- /* identifier */
- int where;
- int depth;
-{
- int dict_index;
- /* value returned by the */
- /* hash function */
- struct st_bucket
- *prev,
- *curr;
-
- struct st_bucket *st;
-
- /* apply the hash function */
- dict_index = hash_pjw(id);
- /* fprintf(stderr,"%d\n", dict_index); */
-
- /* scan the bucket list indicated by the hash function */
- prev = curr = dictionary[dict_index];
- while ((curr != NULL) && (strcmp(id, curr->id)))
- {
- prev = curr;
- curr = curr->next_st_bucket;
- }
- if (curr == NULL)
- /* the identifier is not in the list */
- {
- allocate_bucket(&st,id,where);
- if (where == MAINCONCL)
- st->main_depth = depth;
- else if (where == MAINHYP)
- st->depths = add(st->depths,depth);
- move_bucket(st,dict_index);
- return NOTFOUND;
- }
- else
- /*
- printf("uno=%s\n", id);
- printf("st=%s\n", curr->id); fflush(stdout) */
-
- /* the identifier is already in the list */
- {
- /* st = curr; */
- curr->pos[where] = 1;
- if (where >= 1)
- curr->pos[INBODY] = 0; /* it will never be set again to 1 */
- if (where == MAINHYP)
- curr->depths=add(curr->depths,depth);
- else if (where == MAINCONCL)
- curr->main_depth = depth;
- if (prev != curr)
- /* the identifier is not in the first position */
- {
- prev->next_st_bucket = curr->next_st_bucket;
- move_bucket(curr,dict_index);
- };
- return where;
- }
-}
-
-void print_all(about,conn)
- char *about;
-{
-
- int i;
- struct st_bucket *curr;
- curr = all;
- while (curr != NULL)
- {
- for (i = 0; i < 5; ++i)
- if ((curr->pos[i]) == 1)
- {
- if (i == MAINHYP)
- print_mainhyp(about,curr->id,curr->depths);
- else if (i == MAINCONCL)
- print_mainconcl(about,curr->id,curr->main_depth);
- else
- print_one(about,curr->id,i);
- }
- curr = curr->all_next;
- }
-}
-
-void print_name(char *name, char *uri)
-{
- size_t len = strlen(uri) + 1;
- char *quri = malloc (sizeof(char) * len * 2);
- PQescapeString(quri,uri,len);
- len = strlen(name) + 1;
- char *qname = malloc (sizeof(char) * len * 2);
- PQescapeString(qname,name,len);
- printf("INSERT INTO objectName VALUES ('%s', '%s');\n",quri,qname);
- free(quri);
- free(qname);
-}
-
-/****************************************************************/
-/* 5. Definitions of functions local to the module. */
-/****************************************************************/
-
-struct int_list *add(l,m)
- struct int_list *l;
- int m;
-{
- struct int_list *curr;
- /* scan the list looking for m */
- curr = l;
- while ((curr != NULL) && (m != (curr->val)))
- curr = curr->next;
- if (curr == NULL)
- /* m is not in the list */
- {
- curr = (struct int_list *)malloc(sizeof(struct int_list));
- curr->val = m;
- curr->next = l;
- return curr;
- }
- else
- return l;
-
-}
-
-void print_mainhyp(about,uri,l)
- char *about;
- char *uri;
- struct int_list *l;
-{
- struct int_list *curr;
- curr = l;
- if (!strcmp(uri,"Rel"))
- {
- /* scan the list */
- while (curr != NULL)
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- PQescapeString(qabout,about,len);
- printf("INSERT INTO refRel VALUES ('%s', 'http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis', %d);\n",qabout,curr->val);
- free(qabout);
- curr = curr->next;
- }
- }
- else if ((!strcmp(uri,"Prop")) || (!strcmp(uri,"Type")) ||
- (!strcmp(uri,"Set")))
- {
- /* scan the list */
- while (curr != NULL)
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- PQescapeString(qabout,about,len);
- printf("INSERT INTO refSort VALUES ('%s', 'http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis', %d, '%s');\n",qabout,curr->val,uri);
- free(qabout);
- curr = curr->next;
- }
- }
- else
- {
- /* scan the list */
- while (curr != NULL)
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- char *quri;
- PQescapeString(qabout,about,len);
- len = strlen(uri) + 1;
- quri = malloc (sizeof(char) * len * 2);
- PQescapeString(quri,uri,len);
- printf("INSERT INTO refObj VALUES ('%s', '%s', 'http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis', %d);\n",qabout,quri,curr->val);
- free(qabout);
- free(quri);
- curr = curr->next;
- }
- }
-}
-
-void print_mainconcl(about,uri,depth)
- char *about;
- char *uri;
- int depth;
-
-{
- /* fprintf(stderr,"about = %s\n",about); */
- if (!strcmp(uri,"Rel"))
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- PQescapeString(qabout,about,len);
- printf("INSERT INTO refRel VALUES ('%s', 'http://www.cs.unibo.it/helm/schemas/schema-helm#MainConclusion', %d);\n",qabout,depth);
- free(qabout);
- }
- else if ((!strcmp(uri,"Prop")) || (!strcmp(uri,"Type")) ||
- (!strcmp(uri,"Set")))
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- PQescapeString(qabout,about,len);
- printf("INSERT INTO refSort VALUES ('%s', 'http://www.cs.unibo.it/helm/schemas/schema-helm#MainConclusion', %d, '%s');\n",qabout,depth,uri);
- free(qabout);
- }
- else
- {
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- char *quri;
- PQescapeString(qabout,about,len);
- len = strlen(uri) + 1;
- quri = malloc (sizeof(char) * len * 2);
- PQescapeString(quri,uri,len);
- printf("INSERT INTO refObj VALUES ('%s', '%s','http://www.cs.unibo.it/helm/schemas/schema-helm#MainConclusion', %d);\n",qabout,quri,depth);
- free(qabout);
- free(quri);
- }
-}
-
-// dome: cambiata per usare il modello con position
-void print_one(about,uri,pos)
- char *about,
- *uri;
- int pos;
-{
- char *position = (char *)malloc((sizeof('a')*20));
- size_t len = strlen(about) + 1;
- char *qabout = malloc (sizeof(char) * len * 2);
- char *quri;
- PQescapeString(qabout,about,len);
- len = strlen(uri) + 1;
- quri = malloc (sizeof(char) * len * 2);
- PQescapeString(quri,uri,len);
- if (pos == INBODY)
- position="InBody";
- else if (pos == MAINHYP)
- position="MainHypothesis"; /* This should never happen */
- else if (pos == INHYP)
- position="InHypothesis";
- else if (pos == INCONCL)
- position="InConclusion";
- else if (pos == MAINCONCL)
- position="MainConclusion"; /* This should never happen */
- printf("INSERT INTO refObj VALUES ('%s', '%s', \
- 'http://www.cs.unibo.it/helm/schemas/schema-helm#%s', NULL);\n",qabout,quri,position);
- free(qabout);
- free(quri);
-}
-
- /* The following function allocates a bucket for an identifier. */
-void allocate_bucket(st, id, where)
- struct st_bucket
- **st;
- /* pointer to the bucket to be */
- /* allocated */
- char *id;
- /* identifier */
- int where;
-{
- int i;
-
- *st = (struct st_bucket *)malloc(sizeof(struct st_bucket));
- (*st)->id = (char *)malloc(sizeof('a')*(strlen(id) + 1));
- strcpy((*st)->id,id);
- (*st)->main_depth = 0;
- (*st)->depths = NULL;
- (*st)->next_st_bucket = NULL;
- (*st)->all_next = all;
- all = *st;
- for (i = 0; i < 5; ++i)
- (*st)->pos[i] = 0;
- (*st)->pos[where] = 1;
-}
-
- /* The following function moves a bucket to the head of the */
- /* list in which it lies. */
-void move_bucket(st, dict_index)
- struct st_bucket
- *st;
- /* pointer to the bucket to */
- /* be moved */
- int dict_index;
- /* index corresponding to */
- /* the list in which the */
- /* bucket lies */
-{
- st->next_st_bucket = dictionary[dict_index];
- dictionary[dict_index] = st;
-}
-
- /* The following function implements Weinberger's hash function. */
-int
-hash_pjw(id)
- char *id;
- /* identifier to be hashed */
-{
- unsigned h,
- g;
-
- for (h = 0; *id != EOS; id++)
- {
- h = (h << HASH1) + (*id);
- if ((g = h) & HASH2)
- h = h ^ (g >> HASH3) ^ g;
- }
- return(h % DICTSIZE);
-}
-
-
-
-
-
-
+++ /dev/null
-/****************************************************************/
-/* STHANDLER.H */
-/****************************************************************/
-
-
-extern void init_symbol_table();
-extern void print_all(char *);
-extern void print_name(char *, char *);
-extern int search_bucket(char *, int, int);
+++ /dev/null
-/*********************************************************************/
-/* Copyright (C) 2000, HELM Team */
-/* */
-/* This file is part of HELM, an Hypertextual, Electronic */
-/* Library of Mathematics, developed at the Computer Science */
-/* Department, University of Bologna, Italy. */
-/* */
-/* HELM is free software; you can redistribute it and/or */
-/* modify it under the terms of the GNU General Public License */
-/* as published by the Free Software Foundation; either version 2 */
-/* of the License, or (at your option) any later version. */
-/* */
-/* HELM is distributed in the hope that it will be useful, */
-/* but WITHOUT ANY WARRANTY; without even the implied warranty of */
-/* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the */
-/* GNU General Public License for more details. */
-/* */
-/* You should have received a copy of the GNU General Public License */
-/* along with HELM; if not, write to the Free Software */
-/* Foundation, Inc., 59 Temple Place - Suite 330, Boston, */
-/* MA 02111-1307, USA. */
-/* */
-/* For details, see the HELM World-Wide-Web page, */
-/* http://cs.unibo.it/helm/. */
- /*********************************************************************/
-
-/****************************************************************/
-/* STHANDLER.C */
-/****************************************************************/
-/* This module supplies routines for symbol table handling. */
-/* - init_symbol_table(): it initializes the symbol table */
-/* to void. */
-/* - search_bucket(): it searches the symbol table for the */
-/* bucket containing a given identifier, and */
-/* inserts it if it is not present; */
-/****************************************************************/
-/* First draft 11/12/2001, by Andrea Asperti */
-/****************************************************************/
-
-/****************************************************************/
-/* 1. Inclusion of header files. */
-/****************************************************************/
-
-#include <stdio.h>
-#include <malloc.h>
-
-/****************************************************************/
-/* 2. Declarations */
-/****************************************************************/
-
-
-#define DICTSIZE 211
-#define HASH1 4
-#define HASH2 0xf0000000
-#define HASH3 24
-#define EOS '\0'
-
-#define INBODY 0
-#define MAINHYP 1
-#define INHYP 2
-#define INCONCL 3
-#define MAINCONCL 4
-#define INTYPE 5
-#define NOTFOUND 6
-
-/****************************************************************/
-/* 3. Types. */
-/****************************************************************/
-
-struct int_list {
- int val;
- struct int_list *next;
- };
-
-struct st_bucket {
- char *id;
- /* identifier */
- int main_depth;
- struct int_list *depths;
- struct st_bucket *next_st_bucket;
- /* next bucket in the list */
- struct st_bucket *all_next;
- /* all buckets in symbol
- table are linked together */
- int pos[5];
-
- };
-
-struct st_bucket *dictionary[DICTSIZE];
- /* pointers to bucket lists */
-
-/****************************************************************/
-/* 4. Local functions. */
-/****************************************************************/
-struct int_list *add(struct int_list *,int);
-int hash_pjw(char *id);
-
-/****************************************************************/
-/* 5. Definitions of functions to be exported. */
-/****************************************************************/
-
-struct st_bucket *all;
-
- /* The following function initializes the symbol table to NULL */
-void init_symbol_table()
-{
- struct st_bucket *st;
- int i;
-
- /* initialize the dictionary */
- for (i = 0; i < DICTSIZE; i++)
- dictionary[i] = NULL;
- all = NULL;
-}
-
- /* The following function searches the symbol table for an identifier */
- /* and inserts it if it is not present.
- /* The bucket associated with the given identifier */
- /* becomes the first one in its list. */
-
-search_bucket(id, where, depth)
- char *id;
- /* identifier */
- int where;
- int depth;
-{
- int dict_index;
- /* value returned by the */
- /* hash function */
- struct st_bucket
- *prev,
- *curr;
-
- struct st_bucket *st;
-
- /* apply the hash function */
- dict_index = hash_pjw(id);
- /* fprintf(stderr,"%d\n", dict_index); fflush(stdout); */
-
- /* scan the bucket list indicated by the hash function */
- prev = curr = dictionary[dict_index];
- while ((curr != NULL) && (strcmp(id, curr->id)))
- {
- prev = curr;
- curr = curr->next_st_bucket;
- }
- if (curr == NULL)
- /* the identifier is not in the list */
- {
- allocate_bucket(&st,id,where);
- if (where == MAINCONCL)
- st->main_depth = depth;
- else if (where == MAINHYP)
- st->depths = add(st->depths,depth);
- move_bucket(st,dict_index);
- return NOTFOUND;
- }
- else
- /*
- fprintf(stderr,"uno=%s\n", id);
- fprintf(stderr,"st=%s\n", curr->id); fflush(stdout) */
-
- /* the identifier is already in the list */
- {
- /* st = curr; */
- curr->pos[where] = 1;
- if (where >= 1)
- curr->pos[INBODY] = 0; /* it will never be set again to 1 */
- if (where == MAINHYP)
- curr->depths=add(curr->depths,depth);
- else if (where == MAINCONCL)
- curr->main_depth = depth;
- if (prev != curr)
- /* the identifier is not in the first position */
- {
- prev->next_st_bucket = curr->next_st_bucket;
- move_bucket(curr,
- dict_index);
- };
- return where;
- }
-}
-
-print_all(about,out,outrel,outsort)
- char *about;
- FILE *out,
- *outrel,
- *outsort;
-{
-
- int i;
- struct st_bucket *curr;
- curr = all;
- while (curr != NULL)
- {
- for (i = 0; i < 5; ++i)
- if ((curr->pos[i]) == 1)
- {
- if (i == MAINHYP)
- print_mainhyp(about,out,outrel,outsort,curr->id,curr->depths);
- else if (i == MAINCONCL)
- print_mainconcl(about,out,outrel,outsort,curr->id,curr->main_depth);
- else
- print_one(out,curr->id,i);
- }
- curr = curr->all_next;
- }
-}
-
-
-/****************************************************************/
-/* 5. Definitions of functions local to the module. */
-/****************************************************************/
-
-struct int_list *add(l,m)
- struct int_list *l;
- int m;
-{
- struct int_list *curr;
- /* scan the list looking for m */
- curr = l;
- while ((curr != NULL) && (m != (curr->val)))
- curr = curr->next;
- if (curr == NULL)
- /* m is not in the list */
- {
- curr = (struct int_list *)malloc(sizeof(struct int_list));
- curr->val = m;
- curr->next = l;
- return curr;
- }
- else
- return l;
-
-}
-
-print_mainhyp(about,out,outrel,outsort,uri,l)
- char *about;
- FILE *out,
- *outrel,
- *outsort;
- char *uri;
- struct int_list *l;
-{
- struct int_list *curr;
- curr = l;
- if (!strcmp(uri,"Rel"))
- {
- /* scan the list */
- while (curr != NULL)
- {
- fprintf(outrel,"\t<h:Object rdf:about=\"");
- fprintf(outrel,"%s",about);
- fprintf(outrel,"\">\n");
- fprintf(outrel,"\t\t<h:refRel rdf:parseType=\"Resource\">");
- fprintf(outrel,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainHypothesis\"/>");
- fprintf(outrel,"\n\t\t\t\t<h:depth>%d</h:depth>",curr->val);
- fprintf(outrel,"\n\t\t</h:refRel>\n");
- fprintf(outrel,"\t</h:Object>\n");
- curr = curr->next;
- }
- }
- else if ((!strcmp(uri,"Prop")) || (!strcmp(uri,"Type")) ||
- (!strcmp(uri,"Set")))
- {
- /* scan the list */
- while (curr != NULL)
- {
- fprintf(outsort,"\t<h:Object rdf:about=\"");
- fprintf(outsort,"%s",about);
- fprintf(outsort,"\">\n");
- fprintf(outsort,"\t\t<h:refSort rdf:parseType=\"Resource\">");
- fprintf(outsort,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainHypothesis\"/>");
- fprintf(outsort,"\n\t\t\t\t<h:sort rdf:resource=\"&hns;%s\"/>",uri);
- fprintf(outsort,"\n\t\t\t\t<h:depth>%d</h:depth>",curr->val);
- fprintf(outsort,"\n\t\t</h:refSort>\n");
- fprintf(outsort,"\t</h:Object>\n");
- curr = curr->next;
- }
- }
- else
- {
- /* scan the list */
- while (curr != NULL)
- {
- fprintf(out,"\t\t<h:refObj rdf:parseType=\"Resource\">");
- fprintf(out,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainHypothesis\"/>");
- fprintf(out,"\n\t\t\t\t<h:depth>%d</h:depth>",curr->val);
- fprintf(out,"\n\t\t\t\t<h:occurrence><h:Object rdf:about=\"%s\"/></h:occurrence>",uri);
- fprintf(out,"\n\t\t</h:refObj>\n");
- curr = curr->next;
- }
- }
-}
-
-print_mainconcl(about,out,outrel,outsort,uri,depth)
- char *about;
- FILE *out,
- *outrel,
- *outsort;
- char *uri;
- int depth;
-
-{
- if (!strcmp(uri,"Rel"))
- {
- fprintf(outrel,"\t<h:Object rdf:about=\"");
- fprintf(outrel,"%s",about);
- fprintf(outrel,"\">\n");
- fprintf(outrel,"\t\t<h:refRel rdf:parseType=\"Resource\">");
- fprintf(outrel,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainConclusion\"/>");
- fprintf(outrel,"\n\t\t\t\t<h:depth>%d</h:depth>",depth);
- fprintf(outrel,"\n\t\t</h:refRel>\n");
- fprintf(outrel,"\t</h:Object>\n");
- }
- else if ((!strcmp(uri,"Prop")) || (!strcmp(uri,"Type")) ||
- (!strcmp(uri,"Set")))
- {
- fprintf(outsort,"\t<h:Object rdf:about=\"");
- fprintf(outsort,"%s",about);
- fprintf(outsort,"\">\n");
- fprintf(outsort,"\t\t<h:refSort rdf:parseType=\"Resource\">");
- fprintf(outsort,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainConclusion\"/>");
- fprintf(outsort,"\n\t\t\t\t<h:sort rdf:resource=\"&hns;%s\"/>",uri);
- fprintf(outsort,"\n\t\t\t\t<h:depth>%d</h:depth>",depth);
- fprintf(outsort,"\n\t\t</h:refSort>\n");
- fprintf(outsort,"\t</h:Object>\n");
- }
- else
- {
- fprintf(out,"\t\t<h:refObj rdf:parseType=\"Resource\">");
- fprintf(out,"\n\t\t\t\t<h:position rdf:resource=\"&hns;MainConclusion\"/>");
- fprintf(out,"\n\t\t\t\t<h:depth>%d</h:depth>",depth);
- fprintf(out,"\n\t\t\t\t<h:occurrence><h:Object rdf:about=\"%s\"/></h:occurrence>",uri);
- fprintf(out,"\n\t\t</h:refObj>\n");
- }
-}
-
-// dome: cambiata per usare il modello con position
-print_one(out,uri,pos)
- FILE *out;
- char *uri;
- int pos;
-{
- fprintf(out,"\t\t<h:refObj df:parseType=\"Resource\">");
- fprintf(out,"\n\t\t\t\t<h:position rdf:resource=\"&hns;");
- if (pos == INBODY)
- fprintf(out,"InBody");
- else if (pos == MAINHYP)
- fprintf(out,"MainHypothesis");
- else if (pos == INHYP)
- fprintf(out,"InHypothesis");
- else if (pos == INCONCL)
- fprintf(out,"InConclusion");
- else if (pos == MAINCONCL)
- fprintf(out,"MainConclusion");
- fprintf(out,"\"/>\n\t\t\t\t<h:occurrence><h:Object rdf:about=\"%s\"/></h:occurrence>\n\t\t</h:refObj>\n", uri);
-
-}
-
- /* The following function allocates a bucket for an identifier. */
-allocate_bucket(st, id, where)
- struct st_bucket
- **st;
- /* pointer to the bucket to be */
- /* allocated */
- char *id;
- /* identifier */
- int where;
-{
- int i;
-
- *st = (struct st_bucket *)malloc(sizeof(struct st_bucket));
- (*st)->id = (char *)malloc(sizeof('a')*(strlen(id) + 1));
- strcpy((*st)->id,id);
- (*st)->main_depth = 0;
- (*st)->depths = NULL;
- (*st)->next_st_bucket = NULL;
- (*st)->all_next = all;
- all = *st;
- for (i = 0; i < 5; ++i)
- (*st)->pos[i] = 0;
- (*st)->pos[where] = 1;
-}
-
- /* The following function moves a bucket to the head of the */
- /* list in which it lies. */
-move_bucket(st, dict_index)
- struct st_bucket
- *st;
- /* pointer to the bucket to */
- /* be moved */
- int dict_index;
- /* index corresponding to */
- /* the list in which the */
- /* bucket lies */
-{
- st->next_st_bucket = dictionary[dict_index];
- dictionary[dict_index] = st;
-}
-
- /* The following function implements Weinberger's hash function. */
-int
-hash_pjw(id)
- char *id;
- /* identifier to be hashed */
-{
- unsigned h,
- g;
-
- for (h = 0; *id != EOS; id++)
- {
- h = (h << HASH1) + (*id);
- if (g = h & HASH2)
- h = h ^ (g >> HASH3) ^ g;
- }
- return(h % DICTSIZE);
-}
-
-
-
-
-
-
+++ /dev/null
-/****************************************************************/
-/* STHANDLER.H */
-/****************************************************************/
-
-
-extern void init_symbol_table();
-extern void print_all(char *, FILE *, FILE *, FILE *);
-extern int search_bucket(char *, int, int);
+++ /dev/null
-
-CREATE TABLE refObj (
- source varchar(255) binary not null,
- h_occurrence varchar(255) binary not null,
- h_position varchar(255) binary not null,
- h_depth integer
-);
-CREATE TABLE refSort (
- source varchar(255) binary not null,
- h_position varchar(255) binary not null,
- h_depth integer not null,
- h_sort varchar(255) binary not null
-);
-CREATE TABLE refRel (
- source varchar(255) binary not null,
- h_position varchar(255) binary not null,
- h_depth integer not null
-);
-CREATE TABLE objectName (
- source varchar(255) binary not null,
- value varchar(255) binary not null
-);
-CREATE TABLE no_inconcl_aux (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-CREATE TABLE no_concl_hyp (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-CREATE TABLE no_hyp (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-CREATE TABLE hits (
- source varchar(255) binary not null,
- no integer not null
-);
-CREATE TABLE count (
- source varchar(255) binary unique not null,
- conclusion smallint(6) not null,
- hypothesis smallint(6) not null,
- statement smallint(6) not null
-);
-
-CREATE INDEX refObj_source ON refObj (source);
-CREATE INDEX refObj_target ON refObj (h_occurrence);
-CREATE INDEX refObj_position ON refObj (h_position);
-CREATE INDEX refSort_source ON refSort (source);
-CREATE INDEX objectName_value ON objectName (value);
-CREATE INDEX no_inconcl_aux_source ON no_inconcl_aux (source);
-CREATE INDEX no_inconcl_aux_no ON no_inconcl_aux (no);
-CREATE INDEX no_concl_hyp_source ON no_concl_hyp (source);
-CREATE INDEX no_concl_hyp_no ON no_concl_hyp (no);
-CREATE INDEX no_hyp_no ON no_hyp (no);
-CREATE INDEX no_hyp_source ON no_hyp (source);
-CREATE INDEX owners_owner ON owners (owner);
-CREATE INDEX owners_source ON owners (source);
-CREATE INDEX hits_source ON hits (source);
-CREATE INDEX hits_no ON hits (source);
-
+++ /dev/null
-
-CREATE TABLE refObj (
- source varchar(255),
- h_occurrence varchar(255),
- h_position varchar(255),
- h_depth integer
-);
-CREATE TABLE refSort (
- source varchar(255),
- h_position varchar(255),
- h_depth integer,
- h_sort varchar(255)
-);
-CREATE TABLE refRel (
- source varchar(255),
- h_position varchar(255),
- h_depth integer
-);
-CREATE TABLE objectName (
- source varchar(255),
- value varchar(255)
-);
-
-CREATE INDEX refObj_source ON refObj (source);
-CREATE INDEX refObj_target ON refObj (h_occurrence);
-CREATE INDEX refObj_position ON refObj (h_position);
-CREATE INDEX refSort_source ON refSort (source);
-CREATE INDEX objectName_value ON objectName (value);
-
+++ /dev/null
-DROP TABLE refObj;
-DROP TABLE refSort;
-DROP TABLE refRel;
-DROP TABLE objectName;
-DROP TABLE no_inconcl_aux;
-DROP TABLE no_concl_hyp;
-DROP TABLE no_hyp;
-DROP TABLE owners;
-DROP TABLE count;
+++ /dev/null
-DROP TABLE refObj;
-DROP TABLE refSort;
-DROP TABLE refRel;
-DROP TABLE objectName;
-DROP TABLE no_inconcl_aux;
-DROP TABLE no_concl_hyp;
+++ /dev/null
-CREATE TABLE no_inconcl_aux_tmp (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-CREATE TABLE no_concl_hyp_tmp (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-CREATE TABLE no_hyp_tmp (
- source varchar(255) binary unique not null,
- no smallint(6) not null
-);
-
-INSERT INTO no_inconcl_aux_tmp
-SELECT source, COUNT(h_occurrence)
-FROM refObj
-WHERE
- h_position='http://www.cs.unibo.it/helm/schemas/schema-helm#InConclusion'
- OR h_position='http://www.cs.unibo.it/helm/schemas/schema-helm#MainConclusion'
-GROUP BY source;
-
-INSERT IGNORE INTO no_inconcl_aux_tmp
-SELECT source, 0
-FROM refObj
-GROUP BY source;
-
-INSERT INTO no_concl_hyp_tmp
-SELECT source, COUNT(DISTINCT h_occurrence)
-FROM refObj
-WHERE NOT (h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#InBody")
-GROUP BY source;
-
-INSERT IGNORE INTO no_concl_hyp_tmp
-SELECT source, 0
-FROM refObj
-GROUP BY source;
-
-INSERT INTO no_hyp_tmp
-SELECT source, COUNT(DISTINCT h_occurrence)
-FROM refObj
-WHERE (h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis"
- OR h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#InHypothesis")
-GROUP BY source;
-
-INSERT IGNORE INTO no_hyp_tmp
-SELECT source, 0
-FROM refObj
-GROUP BY source;
-
-INSERT INTO count
-SELECT no_hyp_tmp.source,
- no_inconcl_aux_tmp.no,
- no_hyp_tmp.no,
- no_concl_hyp_tmp.no
-FROM no_hyp_tmp, no_concl_hyp_tmp, no_inconcl_aux_tmp
-WHERE no_hyp_tmp.source = no_concl_hyp_tmp.source AND
- no_hyp_tmp.source = no_inconcl_aux_tmp.source;
-
-DROP TABLE no_hyp_tmp;
-DROP TABLE no_inconcl_aux_tmp;
-DROP TABLE no_concl_hyp_tmp;
-
-
-
+++ /dev/null
-
--- table mapping sources to number of distinct constants occurring in conclusion
-INSERT INTO no_inconcl_aux
-SELECT source, COUNT(h_occurrence)
-FROM refObj
-WHERE
- h_position='http://www.cs.unibo.it/helm/schemas/schema-helm#InConclusion'
- OR h_position='http://www.cs.unibo.it/helm/schemas/schema-helm#MainConclusion'
-GROUP BY source;
-
+++ /dev/null
-
--- table mapping sources to number of distinct constants occurring everywhere
--- except body
-INSERT INTO no_concl_hyp
-SELECT source, COUNT(DISTINCT h_occurrence)
-FROM refObj
-WHERE NOT (h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#InBody")
-GROUP BY source;
-
+++ /dev/null
-
--- table mapping sources to number of distinct constants occurring in hypothesis
-INSERT INTO no_hyp
-SELECT source, COUNT(DISTINCT h_occurrence)
-FROM refObj
-WHERE (h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis"
- OR h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#InHypothesis")
-GROUP BY source;
-
-INSERT IGNORE INTO no_hyp
-SELECT source, 0
-FROM refObj
-WHERE NOT (h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#MainHypothesis"
- OR h_position="http://www.cs.unibo.it/helm/schemas/schema-helm#InHypothesis")
-GROUP BY source;
+++ /dev/null
-
-INSERT INTO hits
-SELECT h_occurrence, COUNT(source)
-FROM refObj
-GROUP BY h_occurrence;
-
+++ /dev/null
-*.lo
-*.la
-.libs
-.deps
-.emacs.desktop
-config.h
-config.h.in
-config.cache
-config.log
-config.status
-libtool
-stamp-h
-stamp-h.in
-Makefile
-Makefile.in
-*.gz
-configure
-aclocal.m4
-install-sh
-minidom-config
-minidom.spec
-missing
-mkinstalldirs
+++ /dev/null
-Luca Padovani <luca.padovani@cs.unibo.it>
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
- received the program in object code or executable form with such
- an offer, in accord with Subsection b above.)
-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
-code means all the source code for all modules it contains, plus any
-associated interface definition files, plus the scripts used to
-control compilation and installation of the executable. However, as a
-special exception, the source code distributed need not include
-anything that is normally distributed (in either source or binary
-form) with the major components (compiler, kernel, and so on) of the
-operating system on which the executable runs, unless that component
-itself accompanies the executable.
-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of MambaCC, a compiler for the Mamba
- * Functional Language
- *
- * MambaCC is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * MambaCC is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with MambaCC; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the MambaCC World-Wide-Web page,
- * http://cs.unibo.it/~lpadovan/mamba/, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
+++ /dev/null
-Basic Installation
-==================
-
- These are generic installation instructions.
-
- The `configure' shell script attempts to guess correct values for
-various system-dependent variables used during compilation. It uses
-those values to create a `Makefile' in each directory of the package.
-It may also create one or more `.h' files containing system-dependent
-definitions. Finally, it creates a shell script `config.status' that
-you can run in the future to recreate the current configuration, a file
-`config.cache' that saves the results of its tests to speed up
-reconfiguring, and a file `config.log' containing compiler output
-(useful mainly for debugging `configure').
-
- If you need to do unusual things to compile the package, please try
-to figure out how `configure' could check whether to do them, and mail
-diffs or instructions to the address given in the `README' so they can
-be considered for the next release. If at some point `config.cache'
-contains results you don't want to keep, you may remove or edit it.
-
- The file `configure.in' is used to create `configure' by a program
-called `autoconf'. You only need `configure.in' if you want to change
-it or regenerate `configure' using a newer version of `autoconf'.
-
-The simplest way to compile this package is:
-
- 1. `cd' to the directory containing the package's source code and type
- `./configure' to configure the package for your system. If you're
- using `csh' on an old version of System V, you might need to type
- `sh ./configure' instead to prevent `csh' from trying to execute
- `configure' itself.
-
- Running `configure' takes awhile. While running, it prints some
- messages telling which features it is checking for.
-
- 2. Type `make' to compile the package.
-
- 3. Optionally, type `make check' to run any self-tests that come with
- the package.
-
- 4. Type `make install' to install the programs and any data files and
- documentation.
-
- 5. You can remove the program binaries and object files from the
- source code directory by typing `make clean'. To also remove the
- files that `configure' created (so you can compile the package for
- a different kind of computer), type `make distclean'. There is
- also a `make maintainer-clean' target, but that is intended mainly
- for the package's developers. If you use it, you may have to get
- all sorts of other programs in order to regenerate files that came
- with the distribution.
-
-Compilers and Options
-=====================
-
- Some systems require unusual options for compilation or linking that
-the `configure' script does not know about. You can give `configure'
-initial values for variables by setting them in the environment. Using
-a Bourne-compatible shell, you can do that on the command line like
-this:
- CC=c89 CFLAGS=-O2 LIBS=-lposix ./configure
-
-Or on systems that have the `env' program, you can do it like this:
- env CPPFLAGS=-I/usr/local/include LDFLAGS=-s ./configure
-
-Compiling For Multiple Architectures
-====================================
-
- You can compile the package for more than one kind of computer at the
-same time, by placing the object files for each architecture in their
-own directory. To do this, you must use a version of `make' that
-supports the `VPATH' variable, such as GNU `make'. `cd' to the
-directory where you want the object files and executables to go and run
-the `configure' script. `configure' automatically checks for the
-source code in the directory that `configure' is in and in `..'.
-
- If you have to use a `make' that does not supports the `VPATH'
-variable, you have to compile the package for one architecture at a time
-in the source code directory. After you have installed the package for
-one architecture, use `make distclean' before reconfiguring for another
-architecture.
-
-Installation Names
-==================
-
- By default, `make install' will install the package's files in
-`/usr/local/bin', `/usr/local/man', etc. You can specify an
-installation prefix other than `/usr/local' by giving `configure' the
-option `--prefix=PATH'.
-
- You can specify separate installation prefixes for
-architecture-specific files and architecture-independent files. If you
-give `configure' the option `--exec-prefix=PATH', the package will use
-PATH as the prefix for installing programs and libraries.
-Documentation and other data files will still use the regular prefix.
-
- In addition, if you use an unusual directory layout you can give
-options like `--bindir=PATH' to specify different values for particular
-kinds of files. Run `configure --help' for a list of the directories
-you can set and what kinds of files go in them.
-
- If the package supports it, you can cause programs to be installed
-with an extra prefix or suffix on their names by giving `configure' the
-option `--program-prefix=PREFIX' or `--program-suffix=SUFFIX'.
-
-Optional Features
-=================
-
- Some packages pay attention to `--enable-FEATURE' options to
-`configure', where FEATURE indicates an optional part of the package.
-They may also pay attention to `--with-PACKAGE' options, where PACKAGE
-is something like `gnu-as' or `x' (for the X Window System). The
-`README' should mention any `--enable-' and `--with-' options that the
-package recognizes.
-
- For packages that use the X Window System, `configure' can usually
-find the X include and library files automatically, but if it doesn't,
-you can use the `configure' options `--x-includes=DIR' and
-`--x-libraries=DIR' to specify their locations.
-
-Specifying the System Type
-==========================
-
- There may be some features `configure' can not figure out
-automatically, but needs to determine by the type of host the package
-will run on. Usually `configure' can figure that out, but if it prints
-a message saying it can not guess the host type, give it the
-`--host=TYPE' option. TYPE can either be a short name for the system
-type, such as `sun4', or a canonical name with three fields:
- CPU-COMPANY-SYSTEM
-
-See the file `config.sub' for the possible values of each field. If
-`config.sub' isn't included in this package, then this package doesn't
-need to know the host type.
-
- If you are building compiler tools for cross-compiling, you can also
-use the `--target=TYPE' option to select the type of system they will
-produce code for and the `--build=TYPE' option to select the type of
-system on which you are compiling the package.
-
-Sharing Defaults
-================
-
- If you want to set default values for `configure' scripts to share,
-you can create a site shell script called `config.site' that gives
-default values for variables like `CC', `cache_file', and `prefix'.
-`configure' looks for `PREFIX/share/config.site' if it exists, then
-`PREFIX/etc/config.site' if it exists. Or, you can set the
-`CONFIG_SITE' environment variable to the location of the site script.
-A warning: not all `configure' scripts look for a site script.
-
-Operation Controls
-==================
-
- `configure' recognizes the following options to control how it
-operates.
-
-`--cache-file=FILE'
- Use and save the results of the tests in FILE instead of
- `./config.cache'. Set FILE to `/dev/null' to disable caching, for
- debugging `configure'.
-
-`--help'
- Print a summary of the options to `configure', and exit.
-
-`--quiet'
-`--silent'
-`-q'
- Do not print messages saying which checks are being made. To
- suppress all normal output, redirect it to `/dev/null' (any error
- messages will still be shown).
-
-`--srcdir=DIR'
- Look for the package's source code in directory DIR. Usually
- `configure' can determine that directory automatically.
-
-`--version'
- Print the version of Autoconf used to generate the `configure'
- script, and exit.
-
-`configure' also accepts some other, not widely useful, options.
+++ /dev/null
-
-lib_LTLIBRARIES = libminidom.la
-bin_SCRIPTS = minidom-config
-
-libminidom_la_LDFLAGS = -version-info @MINIDOM_VERSION_INFO@
-
-EXTRA_DIST = minidom-config.in
-
-CLEANFILES = minidom-config
-
-libminidom_la_SOURCES = \
- minidom.c
-
-pkginclude_HEADERS = \
- minidom.h
-
-minidom-config: minidom-config.in
- @echo "#!/bin/sh" >minidom-config
- @echo >>minidom-config
- @echo VERSION=\"$(VERSION)\" >>minidom-config
- @echo XML_CONFIG=\"$(XML_CONFIG)\" >>minidom-config
- @echo libdir=\"$(libdir)\" >>minidom-config
- @echo pkglibdir=\"$(pkglibdir)\" >>minidom-config
- @echo includedir=\"$(includedir)\" >>minidom-config
- @echo pkgincludedir=\"$(pkgincludedir)\" >>minidom-config
- @echo >>minidom-config
- @cat $(srcdir)/minidom-config.in >>minidom-config
- @chmod a+x minidom-config
-
-backup:
- tar cvfz ../@PACKAGE@-@VERSION@-`date|tr ' ' '_'|tr ':' '_'`.tar.gz .
-
-cleanbak:
- -rm -f `find . -name "*~"`
-
-lc:
- @( \
- CFILES=`find . -name "*.c"`; \
- HFILES=`find . -name "*.h"`; \
- ICCFILES=`find . -name "*.inc"`; \
- wc -l $$CFILES $$HFILES $$INCFILES | tail -n 1 \
- )
+++ /dev/null
-+ support for converting string to/from Unicode
-
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of miniDOM, a minimal implementation of the
- * Document Object Model based on the libxml library.
- *
- * miniDOM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * miniDOM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with miniDOM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, see the miniDOM World-Wide-Web page,
- * http://cs.unibo.it/~lpadovan/minidom/, or send a mail to
- * <luca.padovani@cs.unibo.it>
- */
-
-#ifndef config_h
-#define config_h
-
-@TOP@
-
-/* Define to compile with libxml 2.x (recommended) */
-#undef HAVE_LIBXML2
-
-@BOTTOM@
-
-#endif /* config_h */
+++ /dev/null
-#! /bin/sh
-# Attempt to guess a canonical system name.
-# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
-# Free Software Foundation, Inc.
-
-timestamp='2001-11-08'
-
-# This file is free software; you can redistribute it and/or modify it
-# under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2 of the License, or
-# (at your option) any later version.
-#
-# This program is distributed in the hope that it will be useful, but
-# WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
-# General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with this program; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-#
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-# Originally written by Per Bothner <bothner@cygnus.com>.
-# Please send patches to <config-patches@gnu.org>. Submit a context
-# diff and a properly formatted ChangeLog entry.
-#
-# This script attempts to guess a canonical system name similar to
-# config.sub. If it succeeds, it prints the system name on stdout, and
-# exits with 0. Otherwise, it exits with 1.
-#
-# The plan is that this can be called by configure scripts if you
-# don't specify an explicit build system type.
-
-me=`echo "$0" | sed -e 's,.*/,,'`
-
-usage="\
-Usage: $0 [OPTION]
-
-Output the configuration name of the system \`$me' is run on.
-
-Operation modes:
- -h, --help print this help, then exit
- -t, --time-stamp print date of last modification, then exit
- -v, --version print version number, then exit
-
-Report bugs and patches to <config-patches@gnu.org>."
-
-version="\
-GNU config.guess ($timestamp)
-
-Originally written by Per Bothner.
-Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
-Free Software Foundation, Inc.
-
-This is free software; see the source for copying conditions. There is NO
-warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
-
-help="
-Try \`$me --help' for more information."
-
-# Parse command line
-while test $# -gt 0 ; do
- case $1 in
- --time-stamp | --time* | -t )
- echo "$timestamp" ; exit 0 ;;
- --version | -v )
- echo "$version" ; exit 0 ;;
- --help | --h* | -h )
- echo "$usage"; exit 0 ;;
- -- ) # Stop option processing
- shift; break ;;
- - ) # Use stdin as input.
- break ;;
- -* )
- echo "$me: invalid option $1$help" >&2
- exit 1 ;;
- * )
- break ;;
- esac
-done
-
-if test $# != 0; then
- echo "$me: too many arguments$help" >&2
- exit 1
-fi
-
-
-dummy=dummy-$$
-trap 'rm -f $dummy.c $dummy.o $dummy.rel $dummy; exit 1' 1 2 15
-
-# CC_FOR_BUILD -- compiler used by this script.
-# Historically, `CC_FOR_BUILD' used to be named `HOST_CC'. We still
-# use `HOST_CC' if defined, but it is deprecated.
-
-set_cc_for_build='case $CC_FOR_BUILD,$HOST_CC,$CC in
- ,,) echo "int dummy(){}" > $dummy.c ;
- for c in cc gcc c89 ; do
- ($c $dummy.c -c -o $dummy.o) >/dev/null 2>&1 ;
- if test $? = 0 ; then
- CC_FOR_BUILD="$c"; break ;
- fi ;
- done ;
- rm -f $dummy.c $dummy.o $dummy.rel ;
- if test x"$CC_FOR_BUILD" = x ; then
- CC_FOR_BUILD=no_compiler_found ;
- fi
- ;;
- ,,*) CC_FOR_BUILD=$CC ;;
- ,*,*) CC_FOR_BUILD=$HOST_CC ;;
-esac'
-
-# This is needed to find uname on a Pyramid OSx when run in the BSD universe.
-# (ghazi@noc.rutgers.edu 1994-08-24)
-if (test -f /.attbin/uname) >/dev/null 2>&1 ; then
- PATH=$PATH:/.attbin ; export PATH
-fi
-
-UNAME_MACHINE=`(uname -m) 2>/dev/null` || UNAME_MACHINE=unknown
-UNAME_RELEASE=`(uname -r) 2>/dev/null` || UNAME_RELEASE=unknown
-UNAME_SYSTEM=`(uname -s) 2>/dev/null` || UNAME_SYSTEM=unknown
-UNAME_VERSION=`(uname -v) 2>/dev/null` || UNAME_VERSION=unknown
-
-# Note: order is significant - the case branches are not exclusive.
-
-case "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" in
- *:NetBSD:*:*)
- # NetBSD (nbsd) targets should (where applicable) match one or
- # more of the tupples: *-*-netbsdelf*, *-*-netbsdaout*,
- # *-*-netbsdecoff* and *-*-netbsd*. For targets that recently
- # switched to ELF, *-*-netbsd* would select the old
- # object file format. This provides both forward
- # compatibility and a consistent mechanism for selecting the
- # object file format.
- # Determine the machine/vendor (is the vendor relevant).
- case "${UNAME_MACHINE}" in
- amiga) machine=m68k-unknown ;;
- arm32) machine=arm-unknown ;;
- atari*) machine=m68k-atari ;;
- sun3*) machine=m68k-sun ;;
- mac68k) machine=m68k-apple ;;
- macppc) machine=powerpc-apple ;;
- hp3[0-9][05]) machine=m68k-hp ;;
- ibmrt|romp-ibm) machine=romp-ibm ;;
- sparc*) machine=`uname -p`-unknown ;;
- *) machine=${UNAME_MACHINE}-unknown ;;
- esac
- # The Operating System including object format, if it has switched
- # to ELF recently, or will in the future.
- case "${UNAME_MACHINE}" in
- i386|sparc|amiga|arm*|hp300|mvme68k|vax|atari|luna68k|mac68k|news68k|next68k|pc532|sun3*|x68k)
- eval $set_cc_for_build
- if echo __ELF__ | $CC_FOR_BUILD -E - 2>/dev/null \
- | grep __ELF__ >/dev/null
- then
- # Once all utilities can be ECOFF (netbsdecoff) or a.out (netbsdaout).
- # Return netbsd for either. FIX?
- os=netbsd
- else
- os=netbsdelf
- fi
- ;;
- *)
- os=netbsd
- ;;
- esac
- # The OS release
- release=`echo ${UNAME_RELEASE}|sed -e 's/[-_].*/\./'`
- # Since CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM:
- # contains redundant information, the shorter form:
- # CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM is used.
- echo "${machine}-${os}${release}"
- exit 0 ;;
- amiga:OpenBSD:*:*)
- echo m68k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- arc:OpenBSD:*:*)
- echo mipsel-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- hp300:OpenBSD:*:*)
- echo m68k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- mac68k:OpenBSD:*:*)
- echo m68k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- macppc:OpenBSD:*:*)
- echo powerpc-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- mvme68k:OpenBSD:*:*)
- echo m68k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- mvme88k:OpenBSD:*:*)
- echo m88k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- mvmeppc:OpenBSD:*:*)
- echo powerpc-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- pmax:OpenBSD:*:*)
- echo mipsel-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- sgi:OpenBSD:*:*)
- echo mipseb-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- sun3:OpenBSD:*:*)
- echo m68k-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- wgrisc:OpenBSD:*:*)
- echo mipsel-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- *:OpenBSD:*:*)
- echo ${UNAME_MACHINE}-unknown-openbsd${UNAME_RELEASE}
- exit 0 ;;
- alpha:OSF1:*:*)
- if test $UNAME_RELEASE = "V4.0"; then
- UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $3}'`
- fi
- # A Vn.n version is a released version.
- # A Tn.n version is a released field test version.
- # A Xn.n version is an unreleased experimental baselevel.
- # 1.2 uses "1.2" for uname -r.
- cat <<EOF >$dummy.s
- .data
-\$Lformat:
- .byte 37,100,45,37,120,10,0 # "%d-%x\n"
-
- .text
- .globl main
- .align 4
- .ent main
-main:
- .frame \$30,16,\$26,0
- ldgp \$29,0(\$27)
- .prologue 1
- .long 0x47e03d80 # implver \$0
- lda \$2,-1
- .long 0x47e20c21 # amask \$2,\$1
- lda \$16,\$Lformat
- mov \$0,\$17
- not \$1,\$18
- jsr \$26,printf
- ldgp \$29,0(\$26)
- mov 0,\$16
- jsr \$26,exit
- .end main
-EOF
- eval $set_cc_for_build
- $CC_FOR_BUILD $dummy.s -o $dummy 2>/dev/null
- if test "$?" = 0 ; then
- case `./$dummy` in
- 0-0)
- UNAME_MACHINE="alpha"
- ;;
- 1-0)
- UNAME_MACHINE="alphaev5"
- ;;
- 1-1)
- UNAME_MACHINE="alphaev56"
- ;;
- 1-101)
- UNAME_MACHINE="alphapca56"
- ;;
- 2-303)
- UNAME_MACHINE="alphaev6"
- ;;
- 2-307)
- UNAME_MACHINE="alphaev67"
- ;;
- 2-1307)
- UNAME_MACHINE="alphaev68"
- ;;
- esac
- fi
- rm -f $dummy.s $dummy
- echo ${UNAME_MACHINE}-dec-osf`echo ${UNAME_RELEASE} | sed -e 's/^[VTX]//' | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
- exit 0 ;;
- Alpha\ *:Windows_NT*:*)
- # How do we know it's Interix rather than the generic POSIX subsystem?
- # Should we change UNAME_MACHINE based on the output of uname instead
- # of the specific Alpha model?
- echo alpha-pc-interix
- exit 0 ;;
- 21064:Windows_NT:50:3)
- echo alpha-dec-winnt3.5
- exit 0 ;;
- Amiga*:UNIX_System_V:4.0:*)
- echo m68k-unknown-sysv4
- exit 0;;
- *:[Aa]miga[Oo][Ss]:*:*)
- echo ${UNAME_MACHINE}-unknown-amigaos
- exit 0 ;;
- *:OS/390:*:*)
- echo i370-ibm-openedition
- exit 0 ;;
- arm:RISC*:1.[012]*:*|arm:riscix:1.[012]*:*)
- echo arm-acorn-riscix${UNAME_RELEASE}
- exit 0;;
- SR2?01:HI-UX/MPP:*:* | SR8000:HI-UX/MPP:*:*)
- echo hppa1.1-hitachi-hiuxmpp
- exit 0;;
- Pyramid*:OSx*:*:* | MIS*:OSx*:*:* | MIS*:SMP_DC-OSx*:*:*)
- # akee@wpdis03.wpafb.af.mil (Earle F. Ake) contributed MIS and NILE.
- if test "`(/bin/universe) 2>/dev/null`" = att ; then
- echo pyramid-pyramid-sysv3
- else
- echo pyramid-pyramid-bsd
- fi
- exit 0 ;;
- NILE*:*:*:dcosx)
- echo pyramid-pyramid-svr4
- exit 0 ;;
- sun4H:SunOS:5.*:*)
- echo sparc-hal-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
- exit 0 ;;
- sun4*:SunOS:5.*:* | tadpole*:SunOS:5.*:*)
- echo sparc-sun-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
- exit 0 ;;
- i86pc:SunOS:5.*:*)
- echo i386-pc-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
- exit 0 ;;
- sun4*:SunOS:6*:*)
- # According to config.sub, this is the proper way to canonicalize
- # SunOS6. Hard to guess exactly what SunOS6 will be like, but
- # it's likely to be more like Solaris than SunOS4.
- echo sparc-sun-solaris3`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
- exit 0 ;;
- sun4*:SunOS:*:*)
- case "`/usr/bin/arch -k`" in
- Series*|S4*)
- UNAME_RELEASE=`uname -v`
- ;;
- esac
- # Japanese Language versions have a version number like `4.1.3-JL'.
- echo sparc-sun-sunos`echo ${UNAME_RELEASE}|sed -e 's/-/_/'`
- exit 0 ;;
- sun3*:SunOS:*:*)
- echo m68k-sun-sunos${UNAME_RELEASE}
- exit 0 ;;
- sun*:*:4.2BSD:*)
- UNAME_RELEASE=`(head -1 /etc/motd | awk '{print substr($5,1,3)}') 2>/dev/null`
- test "x${UNAME_RELEASE}" = "x" && UNAME_RELEASE=3
- case "`/bin/arch`" in
- sun3)
- echo m68k-sun-sunos${UNAME_RELEASE}
- ;;
- sun4)
- echo sparc-sun-sunos${UNAME_RELEASE}
- ;;
- esac
- exit 0 ;;
- aushp:SunOS:*:*)
- echo sparc-auspex-sunos${UNAME_RELEASE}
- exit 0 ;;
- # The situation for MiNT is a little confusing. The machine name
- # can be virtually everything (everything which is not
- # "atarist" or "atariste" at least should have a processor
- # > m68000). The system name ranges from "MiNT" over "FreeMiNT"
- # to the lowercase version "mint" (or "freemint"). Finally
- # the system name "TOS" denotes a system which is actually not
- # MiNT. But MiNT is downward compatible to TOS, so this should
- # be no problem.
- atarist[e]:*MiNT:*:* | atarist[e]:*mint:*:* | atarist[e]:*TOS:*:*)
- echo m68k-atari-mint${UNAME_RELEASE}
- exit 0 ;;
- atari*:*MiNT:*:* | atari*:*mint:*:* | atarist[e]:*TOS:*:*)
- echo m68k-atari-mint${UNAME_RELEASE}
- exit 0 ;;
- *falcon*:*MiNT:*:* | *falcon*:*mint:*:* | *falcon*:*TOS:*:*)
- echo m68k-atari-mint${UNAME_RELEASE}
- exit 0 ;;
- milan*:*MiNT:*:* | milan*:*mint:*:* | *milan*:*TOS:*:*)
- echo m68k-milan-mint${UNAME_RELEASE}
- exit 0 ;;
- hades*:*MiNT:*:* | hades*:*mint:*:* | *hades*:*TOS:*:*)
- echo m68k-hades-mint${UNAME_RELEASE}
- exit 0 ;;
- *:*MiNT:*:* | *:*mint:*:* | *:*TOS:*:*)
- echo m68k-unknown-mint${UNAME_RELEASE}
- exit 0 ;;
- powerpc:machten:*:*)
- echo powerpc-apple-machten${UNAME_RELEASE}
- exit 0 ;;
- RISC*:Mach:*:*)
- echo mips-dec-mach_bsd4.3
- exit 0 ;;
- RISC*:ULTRIX:*:*)
- echo mips-dec-ultrix${UNAME_RELEASE}
- exit 0 ;;
- VAX*:ULTRIX*:*:*)
- echo vax-dec-ultrix${UNAME_RELEASE}
- exit 0 ;;
- 2020:CLIX:*:* | 2430:CLIX:*:*)
- echo clipper-intergraph-clix${UNAME_RELEASE}
- exit 0 ;;
- mips:*:*:UMIPS | mips:*:*:RISCos)
- eval $set_cc_for_build
- sed 's/^ //' << EOF >$dummy.c
-#ifdef __cplusplus
-#include <stdio.h> /* for printf() prototype */
- int main (int argc, char *argv[]) {
-#else
- int main (argc, argv) int argc; char *argv[]; {
-#endif
- #if defined (host_mips) && defined (MIPSEB)
- #if defined (SYSTYPE_SYSV)
- printf ("mips-mips-riscos%ssysv\n", argv[1]); exit (0);
- #endif
- #if defined (SYSTYPE_SVR4)
- printf ("mips-mips-riscos%ssvr4\n", argv[1]); exit (0);
- #endif
- #if defined (SYSTYPE_BSD43) || defined(SYSTYPE_BSD)
- printf ("mips-mips-riscos%sbsd\n", argv[1]); exit (0);
- #endif
- #endif
- exit (-1);
- }
-EOF
- $CC_FOR_BUILD $dummy.c -o $dummy \
- && ./$dummy `echo "${UNAME_RELEASE}" | sed -n 's/\([0-9]*\).*/\1/p'` \
- && rm -f $dummy.c $dummy && exit 0
- rm -f $dummy.c $dummy
- echo mips-mips-riscos${UNAME_RELEASE}
- exit 0 ;;
- Motorola:PowerMAX_OS:*:*)
- echo powerpc-motorola-powermax
- exit 0 ;;
- Night_Hawk:Power_UNIX:*:*)
- echo powerpc-harris-powerunix
- exit 0 ;;
- m88k:CX/UX:7*:*)
- echo m88k-harris-cxux7
- exit 0 ;;
- m88k:*:4*:R4*)
- echo m88k-motorola-sysv4
- exit 0 ;;
- m88k:*:3*:R3*)
- echo m88k-motorola-sysv3
- exit 0 ;;
- AViiON:dgux:*:*)
- # DG/UX returns AViiON for all architectures
- UNAME_PROCESSOR=`/usr/bin/uname -p`
- if [ $UNAME_PROCESSOR = mc88100 ] || [ $UNAME_PROCESSOR = mc88110 ]
- then
- if [ ${TARGET_BINARY_INTERFACE}x = m88kdguxelfx ] || \
- [ ${TARGET_BINARY_INTERFACE}x = x ]
- then
- echo m88k-dg-dgux${UNAME_RELEASE}
- else
- echo m88k-dg-dguxbcs${UNAME_RELEASE}
- fi
- else
- echo i586-dg-dgux${UNAME_RELEASE}
- fi
- exit 0 ;;
- M88*:DolphinOS:*:*) # DolphinOS (SVR3)
- echo m88k-dolphin-sysv3
- exit 0 ;;
- M88*:*:R3*:*)
- # Delta 88k system running SVR3
- echo m88k-motorola-sysv3
- exit 0 ;;
- XD88*:*:*:*) # Tektronix XD88 system running UTekV (SVR3)
- echo m88k-tektronix-sysv3
- exit 0 ;;
- Tek43[0-9][0-9]:UTek:*:*) # Tektronix 4300 system running UTek (BSD)
- echo m68k-tektronix-bsd
- exit 0 ;;
- *:IRIX*:*:*)
- echo mips-sgi-irix`echo ${UNAME_RELEASE}|sed -e 's/-/_/g'`
- exit 0 ;;
- ????????:AIX?:[12].1:2) # AIX 2.2.1 or AIX 2.1.1 is RT/PC AIX.
- echo romp-ibm-aix # uname -m gives an 8 hex-code CPU id
- exit 0 ;; # Note that: echo "'`uname -s`'" gives 'AIX '
- i*86:AIX:*:*)
- echo i386-ibm-aix
- exit 0 ;;
- ia64:AIX:*:*)
- if [ -x /usr/bin/oslevel ] ; then
- IBM_REV=`/usr/bin/oslevel`
- else
- IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
- fi
- echo ${UNAME_MACHINE}-ibm-aix${IBM_REV}
- exit 0 ;;
- *:AIX:2:3)
- if grep bos325 /usr/include/stdio.h >/dev/null 2>&1; then
- eval $set_cc_for_build
- sed 's/^ //' << EOF >$dummy.c
- #include <sys/systemcfg.h>
-
- main()
- {
- if (!__power_pc())
- exit(1);
- puts("powerpc-ibm-aix3.2.5");
- exit(0);
- }
-EOF
- $CC_FOR_BUILD $dummy.c -o $dummy && ./$dummy && rm -f $dummy.c $dummy && exit 0
- rm -f $dummy.c $dummy
- echo rs6000-ibm-aix3.2.5
- elif grep bos324 /usr/include/stdio.h >/dev/null 2>&1; then
- echo rs6000-ibm-aix3.2.4
- else
- echo rs6000-ibm-aix3.2
- fi
- exit 0 ;;
- *:AIX:*:[45])
- IBM_CPU_ID=`/usr/sbin/lsdev -C -c processor -S available | head -1 | awk '{ print $1 }'`
- if /usr/sbin/lsattr -El ${IBM_CPU_ID} | grep ' POWER' >/dev/null 2>&1; then
- IBM_ARCH=rs6000
- else
- IBM_ARCH=powerpc
- fi
- if [ -x /usr/bin/oslevel ] ; then
- IBM_REV=`/usr/bin/oslevel`
- else
- IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
- fi
- echo ${IBM_ARCH}-ibm-aix${IBM_REV}
- exit 0 ;;
- *:AIX:*:*)
- echo rs6000-ibm-aix
- exit 0 ;;
- ibmrt:4.4BSD:*|romp-ibm:BSD:*)
- echo romp-ibm-bsd4.4
- exit 0 ;;
- ibmrt:*BSD:*|romp-ibm:BSD:*) # covers RT/PC BSD and
- echo romp-ibm-bsd${UNAME_RELEASE} # 4.3 with uname added to
- exit 0 ;; # report: romp-ibm BSD 4.3
- *:BOSX:*:*)
- echo rs6000-bull-bosx
- exit 0 ;;
- DPX/2?00:B.O.S.:*:*)
- echo m68k-bull-sysv3
- exit 0 ;;
- 9000/[34]??:4.3bsd:1.*:*)
- echo m68k-hp-bsd
- exit 0 ;;
- hp300:4.4BSD:*:* | 9000/[34]??:4.3bsd:2.*:*)
- echo m68k-hp-bsd4.4
- exit 0 ;;
- 9000/[34678]??:HP-UX:*:*)
- HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
- case "${UNAME_MACHINE}" in
- 9000/31? ) HP_ARCH=m68000 ;;
- 9000/[34]?? ) HP_ARCH=m68k ;;
- 9000/[678][0-9][0-9])
- if [ -x /usr/bin/getconf ]; then
- sc_cpu_version=`/usr/bin/getconf SC_CPU_VERSION 2>/dev/null`
- sc_kernel_bits=`/usr/bin/getconf SC_KERNEL_BITS 2>/dev/null`
- case "${sc_cpu_version}" in
- 523) HP_ARCH="hppa1.0" ;; # CPU_PA_RISC1_0
- 528) HP_ARCH="hppa1.1" ;; # CPU_PA_RISC1_1
- 532) # CPU_PA_RISC2_0
- case "${sc_kernel_bits}" in
- 32) HP_ARCH="hppa2.0n" ;;
- 64) HP_ARCH="hppa2.0w" ;;
- '') HP_ARCH="hppa2.0" ;; # HP-UX 10.20
- esac ;;
- esac
- fi
- if [ "${HP_ARCH}" = "" ]; then
- eval $set_cc_for_build
- sed 's/^ //' << EOF >$dummy.c
-
- #define _HPUX_SOURCE
- #include <stdlib.h>
- #include <unistd.h>
-
- int main ()
- {
- #if defined(_SC_KERNEL_BITS)
- long bits = sysconf(_SC_KERNEL_BITS);
- #endif
- long cpu = sysconf (_SC_CPU_VERSION);
-
- switch (cpu)
- {
- case CPU_PA_RISC1_0: puts ("hppa1.0"); break;
- case CPU_PA_RISC1_1: puts ("hppa1.1"); break;
- case CPU_PA_RISC2_0:
- #if defined(_SC_KERNEL_BITS)
- switch (bits)
- {
- case 64: puts ("hppa2.0w"); break;
- case 32: puts ("hppa2.0n"); break;
- default: puts ("hppa2.0"); break;
- } break;
- #else /* !defined(_SC_KERNEL_BITS) */
- puts ("hppa2.0"); break;
- #endif
- default: puts ("hppa1.0"); break;
- }
- exit (0);
- }
-EOF
- (CCOPTS= $CC_FOR_BUILD $dummy.c -o $dummy 2>/dev/null) && HP_ARCH=`./$dummy`
- if test -z "$HP_ARCH"; then HP_ARCH=hppa; fi
- rm -f $dummy.c $dummy
- fi ;;
- esac
- echo ${HP_ARCH}-hp-hpux${HPUX_REV}
- exit 0 ;;
- ia64:HP-UX:*:*)
- HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
- echo ia64-hp-hpux${HPUX_REV}
- exit 0 ;;
- 3050*:HI-UX:*:*)
- eval $set_cc_for_build
- sed 's/^ //' << EOF >$dummy.c
- #include <unistd.h>
- int
- main ()
- {
- long cpu = sysconf (_SC_CPU_VERSION);
- /* The order matters, because CPU_IS_HP_MC68K erroneously returns
- true for CPU_PA_RISC1_0. CPU_IS_PA_RISC returns correct
- results, however. */
- if (CPU_IS_PA_RISC (cpu))
- {
- switch (cpu)
- {
- case CPU_PA_RISC1_0: puts ("hppa1.0-hitachi-hiuxwe2"); break;
- case CPU_PA_RISC1_1: puts ("hppa1.1-hitachi-hiuxwe2"); break;
- case CPU_PA_RISC2_0: puts ("hppa2.0-hitachi-hiuxwe2"); break;
- default: puts ("hppa-hitachi-hiuxwe2"); break;
- }
- }
- else if (CPU_IS_HP_MC68K (cpu))
- puts ("m68k-hitachi-hiuxwe2");
- else puts ("unknown-hitachi-hiuxwe2");
- exit (0);
- }
-EOF
- $CC_FOR_BUILD $dummy.c -o $dummy && ./$dummy && rm -f $dummy.c $dummy && exit 0
- rm -f $dummy.c $dummy
- echo unknown-hitachi-hiuxwe2
- exit 0 ;;
- 9000/7??:4.3bsd:*:* | 9000/8?[79]:4.3bsd:*:* )
- echo hppa1.1-hp-bsd
- exit 0 ;;
- 9000/8??:4.3bsd:*:*)
- echo hppa1.0-hp-bsd
- exit 0 ;;
- *9??*:MPE/iX:*:* | *3000*:MPE/iX:*:*)
- echo hppa1.0-hp-mpeix
- exit 0 ;;
- hp7??:OSF1:*:* | hp8?[79]:OSF1:*:* )
- echo hppa1.1-hp-osf
- exit 0 ;;
- hp8??:OSF1:*:*)
- echo hppa1.0-hp-osf
- exit 0 ;;
- i*86:OSF1:*:*)
- if [ -x /usr/sbin/sysversion ] ; then
- echo ${UNAME_MACHINE}-unknown-osf1mk
- else
- echo ${UNAME_MACHINE}-unknown-osf1
- fi
- exit 0 ;;
- parisc*:Lites*:*:*)
- echo hppa1.1-hp-lites
- exit 0 ;;
- C1*:ConvexOS:*:* | convex:ConvexOS:C1*:*)
- echo c1-convex-bsd
- exit 0 ;;
- C2*:ConvexOS:*:* | convex:ConvexOS:C2*:*)
- if getsysinfo -f scalar_acc
- then echo c32-convex-bsd
- else echo c2-convex-bsd
- fi
- exit 0 ;;
- C34*:ConvexOS:*:* | convex:ConvexOS:C34*:*)
- echo c34-convex-bsd
- exit 0 ;;
- C38*:ConvexOS:*:* | convex:ConvexOS:C38*:*)
- echo c38-convex-bsd
- exit 0 ;;
- C4*:ConvexOS:*:* | convex:ConvexOS:C4*:*)
- echo c4-convex-bsd
- exit 0 ;;
- CRAY*X-MP:*:*:*)
- echo xmp-cray-unicos
- exit 0 ;;
- CRAY*Y-MP:*:*:*)
- echo ymp-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY*[A-Z]90:*:*:*)
- echo ${UNAME_MACHINE}-cray-unicos${UNAME_RELEASE} \
- | sed -e 's/CRAY.*\([A-Z]90\)/\1/' \
- -e y/ABCDEFGHIJKLMNOPQRSTUVWXYZ/abcdefghijklmnopqrstuvwxyz/ \
- -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY*TS:*:*:*)
- echo t90-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY*T3D:*:*:*)
- echo alpha-cray-unicosmk${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY*T3E:*:*:*)
- echo alphaev5-cray-unicosmk${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY*SV1:*:*:*)
- echo sv1-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
- exit 0 ;;
- CRAY-2:*:*:*)
- echo cray2-cray-unicos
- exit 0 ;;
- F30[01]:UNIX_System_V:*:* | F700:UNIX_System_V:*:*)
- FUJITSU_PROC=`uname -m | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
- FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
- FUJITSU_REL=`echo ${UNAME_RELEASE} | sed -e 's/ /_/'`
- echo "${FUJITSU_PROC}-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
- exit 0 ;;
- i*86:BSD/386:*:* | i*86:BSD/OS:*:* | *:Ascend\ Embedded/OS:*:*)
- echo ${UNAME_MACHINE}-pc-bsdi${UNAME_RELEASE}
- exit 0 ;;
- sparc*:BSD/OS:*:*)
- echo sparc-unknown-bsdi${UNAME_RELEASE}
- exit 0 ;;
- *:BSD/OS:*:*)
- echo ${UNAME_MACHINE}-unknown-bsdi${UNAME_RELEASE}
- exit 0 ;;
- *:FreeBSD:*:*)
- echo ${UNAME_MACHINE}-unknown-freebsd`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`
- exit 0 ;;
- i*:CYGWIN*:*)
- echo ${UNAME_MACHINE}-pc-cygwin
- exit 0 ;;
- i*:MINGW*:*)
- echo ${UNAME_MACHINE}-pc-mingw32
- exit 0 ;;
- i*:PW*:*)
- echo ${UNAME_MACHINE}-pc-pw32
- exit 0 ;;
- i*:Windows_NT*:* | Pentium*:Windows_NT*:*)
- # How do we know it's Interix rather than the generic POSIX subsystem?
- # It also conflicts with pre-2.0 versions of AT&T UWIN. Should we
- # UNAME_MACHINE based on the output of uname instead of i386?
- echo i386-pc-interix
- exit 0 ;;
- i*:UWIN*:*)
- echo ${UNAME_MACHINE}-pc-uwin
- exit 0 ;;
- p*:CYGWIN*:*)
- echo powerpcle-unknown-cygwin
- exit 0 ;;
- prep*:SunOS:5.*:*)
- echo powerpcle-unknown-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
- exit 0 ;;
- *:GNU:*:*)
- echo `echo ${UNAME_MACHINE}|sed -e 's,[-/].*$,,'`-unknown-gnu`echo ${UNAME_RELEASE}|sed -e 's,/.*$,,'`
- exit 0 ;;
- i*86:Minix:*:*)
- echo ${UNAME_MACHINE}-pc-minix
- exit 0 ;;
- arm*:Linux:*:*)
- echo ${UNAME_MACHINE}-unknown-linux-gnu
- exit 0 ;;
- ia64:Linux:*:*)
- echo ${UNAME_MACHINE}-unknown-linux
- exit 0 ;;
- m68*:Linux:*:*)
- echo ${UNAME_MACHINE}-unknown-linux-gnu
- exit 0 ;;
- mips:Linux:*:*)
- case `sed -n '/^byte/s/^.*: \(.*\) endian/\1/p' < /proc/cpuinfo` in
- big) echo mips-unknown-linux-gnu && exit 0 ;;
- little) echo mipsel-unknown-linux-gnu && exit 0 ;;
- esac
- ;;
- ppc:Linux:*:*)
- echo powerpc-unknown-linux-gnu
- exit 0 ;;
- ppc64:Linux:*:*)
- echo powerpc64-unknown-linux-gnu
- exit 0 ;;
- alpha:Linux:*:*)
- case `sed -n '/^cpu model/s/^.*: \(.*\)/\1/p' < /proc/cpuinfo` in
- EV5) UNAME_MACHINE=alphaev5 ;;
- EV56) UNAME_MACHINE=alphaev56 ;;
- PCA56) UNAME_MACHINE=alphapca56 ;;
- PCA57) UNAME_MACHINE=alphapca56 ;;
- EV6) UNAME_MACHINE=alphaev6 ;;
- EV67) UNAME_MACHINE=alphaev67 ;;
- EV68*) UNAME_MACHINE=alphaev68 ;;
- esac
- objdump --private-headers /bin/sh | grep ld.so.1 >/dev/null
- if test "$?" = 0 ; then LIBC="libc1" ; else LIBC="" ; fi
- echo ${UNAME_MACHINE}-unknown-linux-gnu${LIBC}
- exit 0 ;;
- parisc:Linux:*:* | hppa:Linux:*:*)
- # Look for CPU level
- case `grep '^cpu[^a-z]*:' /proc/cpuinfo 2>/dev/null | cut -d' ' -f2` in
- PA7*) echo hppa1.1-unknown-linux-gnu ;;
- PA8*) echo hppa2.0-unknown-linux-gnu ;;
- *) echo hppa-unknown-linux-gnu ;;
- esac
- exit 0 ;;
- parisc64:Linux:*:* | hppa64:Linux:*:*)
- echo hppa64-unknown-linux-gnu
- exit 0 ;;
- s390:Linux:*:* | s390x:Linux:*:*)
- echo ${UNAME_MACHINE}-ibm-linux
- exit 0 ;;
- sh*:Linux:*:*)
- echo ${UNAME_MACHINE}-unknown-linux-gnu
- exit 0 ;;
- sparc:Linux:*:* | sparc64:Linux:*:*)
- echo ${UNAME_MACHINE}-unknown-linux-gnu
- exit 0 ;;
- x86_64:Linux:*:*)
- echo x86_64-unknown-linux-gnu
- exit 0 ;;
- i*86:Linux:*:*)
- # The BFD linker knows what the default object file format is, so
- # first see if it will tell us. cd to the root directory to prevent
- # problems with other programs or directories called `ld' in the path.
- ld_supported_targets=`cd /; ld --help 2>&1 \
- | sed -ne '/supported targets:/!d
- s/[ ][ ]*/ /g
- s/.*supported targets: *//
- s/ .*//
- p'`
- case "$ld_supported_targets" in
- elf32-i386)
- TENTATIVE="${UNAME_MACHINE}-pc-linux-gnu"
- ;;
- a.out-i386-linux)
- echo "${UNAME_MACHINE}-pc-linux-gnuaout"
- exit 0 ;;
- coff-i386)
- echo "${UNAME_MACHINE}-pc-linux-gnucoff"
- exit 0 ;;
- "")
- # Either a pre-BFD a.out linker (linux-gnuoldld) or
- # one that does not give us useful --help.
- echo "${UNAME_MACHINE}-pc-linux-gnuoldld"
- exit 0 ;;
- esac
- # Determine whether the default compiler is a.out or elf
- eval $set_cc_for_build
- cat >$dummy.c <<EOF
-#include <features.h>
-#ifdef __cplusplus
-#include <stdio.h> /* for printf() prototype */
- int main (int argc, char *argv[]) {
-#else
- int main (argc, argv) int argc; char *argv[]; {
-#endif
-#ifdef __ELF__
-# ifdef __GLIBC__
-# if __GLIBC__ >= 2
- printf ("%s-pc-linux-gnu\n", argv[1]);
-# else
- printf ("%s-pc-linux-gnulibc1\n", argv[1]);
-# endif
-# else
- printf ("%s-pc-linux-gnulibc1\n", argv[1]);
-# endif
-#else
- printf ("%s-pc-linux-gnuaout\n", argv[1]);
-#endif
- return 0;
-}
-EOF
- $CC_FOR_BUILD $dummy.c -o $dummy 2>/dev/null && ./$dummy "${UNAME_MACHINE}" && rm -f $dummy.c $dummy && exit 0
- rm -f $dummy.c $dummy
- test x"${TENTATIVE}" != x && echo "${TENTATIVE}" && exit 0
- ;;
- i*86:DYNIX/ptx:4*:*)
- # ptx 4.0 does uname -s correctly, with DYNIX/ptx in there.
- # earlier versions are messed up and put the nodename in both
- # sysname and nodename.
- echo i386-sequent-sysv4
- exit 0 ;;
- i*86:UNIX_SV:4.2MP:2.*)
- # Unixware is an offshoot of SVR4, but it has its own version
- # number series starting with 2...
- # I am not positive that other SVR4 systems won't match this,
- # I just have to hope. -- rms.
- # Use sysv4.2uw... so that sysv4* matches it.
- echo ${UNAME_MACHINE}-pc-sysv4.2uw${UNAME_VERSION}
- exit 0 ;;
- i*86:*:4.*:* | i*86:SYSTEM_V:4.*:*)
- UNAME_REL=`echo ${UNAME_RELEASE} | sed 's/\/MP$//'`
- if grep Novell /usr/include/link.h >/dev/null 2>/dev/null; then
- echo ${UNAME_MACHINE}-univel-sysv${UNAME_REL}
- else
- echo ${UNAME_MACHINE}-pc-sysv${UNAME_REL}
- fi
- exit 0 ;;
- i*86:*:5:[78]*)
- case `/bin/uname -X | grep "^Machine"` in
- *486*) UNAME_MACHINE=i486 ;;
- *Pentium) UNAME_MACHINE=i586 ;;
- *Pent*|*Celeron) UNAME_MACHINE=i686 ;;
- esac
- echo ${UNAME_MACHINE}-unknown-sysv${UNAME_RELEASE}${UNAME_SYSTEM}${UNAME_VERSION}
- exit 0 ;;
- i*86:*:3.2:*)
- if test -f /usr/options/cb.name; then
- UNAME_REL=`sed -n 's/.*Version //p' </usr/options/cb.name`
- echo ${UNAME_MACHINE}-pc-isc$UNAME_REL
- elif /bin/uname -X 2>/dev/null >/dev/null ; then
- UNAME_REL=`(/bin/uname -X|egrep Release|sed -e 's/.*= //')`
- (/bin/uname -X|egrep i80486 >/dev/null) && UNAME_MACHINE=i486
- (/bin/uname -X|egrep '^Machine.*Pentium' >/dev/null) \
- && UNAME_MACHINE=i586
- (/bin/uname -X|egrep '^Machine.*Pent ?II' >/dev/null) \
- && UNAME_MACHINE=i686
- (/bin/uname -X|egrep '^Machine.*Pentium Pro' >/dev/null) \
- && UNAME_MACHINE=i686
- echo ${UNAME_MACHINE}-pc-sco$UNAME_REL
- else
- echo ${UNAME_MACHINE}-pc-sysv32
- fi
- exit 0 ;;
- i*86:*DOS:*:*)
- echo ${UNAME_MACHINE}-pc-msdosdjgpp
- exit 0 ;;
- pc:*:*:*)
- # Left here for compatibility:
- # uname -m prints for DJGPP always 'pc', but it prints nothing about
- # the processor, so we play safe by assuming i386.
- echo i386-pc-msdosdjgpp
- exit 0 ;;
- Intel:Mach:3*:*)
- echo i386-pc-mach3
- exit 0 ;;
- paragon:*:*:*)
- echo i860-intel-osf1
- exit 0 ;;
- i860:*:4.*:*) # i860-SVR4
- if grep Stardent /usr/include/sys/uadmin.h >/dev/null 2>&1 ; then
- echo i860-stardent-sysv${UNAME_RELEASE} # Stardent Vistra i860-SVR4
- else # Add other i860-SVR4 vendors below as they are discovered.
- echo i860-unknown-sysv${UNAME_RELEASE} # Unknown i860-SVR4
- fi
- exit 0 ;;
- mini*:CTIX:SYS*5:*)
- # "miniframe"
- echo m68010-convergent-sysv
- exit 0 ;;
- M68*:*:R3V[567]*:*)
- test -r /sysV68 && echo 'm68k-motorola-sysv' && exit 0 ;;
- 3[34]??:*:4.0:3.0 | 3[34]??A:*:4.0:3.0 | 3[34]??,*:*:4.0:3.0 | 3[34]??/*:*:4.0:3.0 | 4850:*:4.0:3.0 | SKA40:*:4.0:3.0)
- OS_REL=''
- test -r /etc/.relid \
- && OS_REL=.`sed -n 's/[^ ]* [^ ]* \([0-9][0-9]\).*/\1/p' < /etc/.relid`
- /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
- && echo i486-ncr-sysv4.3${OS_REL} && exit 0
- /bin/uname -p 2>/dev/null | /bin/grep entium >/dev/null \
- && echo i586-ncr-sysv4.3${OS_REL} && exit 0 ;;
- 3[34]??:*:4.0:* | 3[34]??,*:*:4.0:*)
- /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
- && echo i486-ncr-sysv4 && exit 0 ;;
- m68*:LynxOS:2.*:* | m68*:LynxOS:3.0*:*)
- echo m68k-unknown-lynxos${UNAME_RELEASE}
- exit 0 ;;
- mc68030:UNIX_System_V:4.*:*)
- echo m68k-atari-sysv4
- exit 0 ;;
- i*86:LynxOS:2.*:* | i*86:LynxOS:3.[01]*:* | i*86:LynxOS:4.0*:*)
- echo i386-unknown-lynxos${UNAME_RELEASE}
- exit 0 ;;
- TSUNAMI:LynxOS:2.*:*)
- echo sparc-unknown-lynxos${UNAME_RELEASE}
- exit 0 ;;
- rs6000:LynxOS:2.*:*)
- echo rs6000-unknown-lynxos${UNAME_RELEASE}
- exit 0 ;;
- PowerPC:LynxOS:2.*:* | PowerPC:LynxOS:3.[01]*:* | PowerPC:LynxOS:4.0*:*)
- echo powerpc-unknown-lynxos${UNAME_RELEASE}
- exit 0 ;;
- SM[BE]S:UNIX_SV:*:*)
- echo mips-dde-sysv${UNAME_RELEASE}
- exit 0 ;;
- RM*:ReliantUNIX-*:*:*)
- echo mips-sni-sysv4
- exit 0 ;;
- RM*:SINIX-*:*:*)
- echo mips-sni-sysv4
- exit 0 ;;
- *:SINIX-*:*:*)
- if uname -p 2>/dev/null >/dev/null ; then
- UNAME_MACHINE=`(uname -p) 2>/dev/null`
- echo ${UNAME_MACHINE}-sni-sysv4
- else
- echo ns32k-sni-sysv
- fi
- exit 0 ;;
- PENTIUM:*:4.0*:*) # Unisys `ClearPath HMP IX 4000' SVR4/MP effort
- # says <Richard.M.Bartel@ccMail.Census.GOV>
- echo i586-unisys-sysv4
- exit 0 ;;
- *:UNIX_System_V:4*:FTX*)
- # From Gerald Hewes <hewes@openmarket.com>.
- # How about differentiating between stratus architectures? -djm
- echo hppa1.1-stratus-sysv4
- exit 0 ;;
- *:*:*:FTX*)
- # From seanf@swdc.stratus.com.
- echo i860-stratus-sysv4
- exit 0 ;;
- *:VOS:*:*)
- # From Paul.Green@stratus.com.
- echo hppa1.1-stratus-vos
- exit 0 ;;
- mc68*:A/UX:*:*)
- echo m68k-apple-aux${UNAME_RELEASE}
- exit 0 ;;
- news*:NEWS-OS:6*:*)
- echo mips-sony-newsos6
- exit 0 ;;
- R[34]000:*System_V*:*:* | R4000:UNIX_SYSV:*:* | R*000:UNIX_SV:*:*)
- if [ -d /usr/nec ]; then
- echo mips-nec-sysv${UNAME_RELEASE}
- else
- echo mips-unknown-sysv${UNAME_RELEASE}
- fi
- exit 0 ;;
- BeBox:BeOS:*:*) # BeOS running on hardware made by Be, PPC only.
- echo powerpc-be-beos
- exit 0 ;;
- BeMac:BeOS:*:*) # BeOS running on Mac or Mac clone, PPC only.
- echo powerpc-apple-beos
- exit 0 ;;
- BePC:BeOS:*:*) # BeOS running on Intel PC compatible.
- echo i586-pc-beos
- exit 0 ;;
- SX-4:SUPER-UX:*:*)
- echo sx4-nec-superux${UNAME_RELEASE}
- exit 0 ;;
- SX-5:SUPER-UX:*:*)
- echo sx5-nec-superux${UNAME_RELEASE}
- exit 0 ;;
- Power*:Rhapsody:*:*)
- echo powerpc-apple-rhapsody${UNAME_RELEASE}
- exit 0 ;;
- *:Rhapsody:*:*)
- echo ${UNAME_MACHINE}-apple-rhapsody${UNAME_RELEASE}
- exit 0 ;;
- *:Darwin:*:*)
- echo `uname -p`-apple-darwin${UNAME_RELEASE}
- exit 0 ;;
- *:procnto*:*:* | *:QNX:[0123456789]*:*)
- if test "${UNAME_MACHINE}" = "x86pc"; then
- UNAME_MACHINE=pc
- fi
- echo `uname -p`-${UNAME_MACHINE}-nto-qnx
- exit 0 ;;
- *:QNX:*:4*)
- echo i386-pc-qnx
- exit 0 ;;
- NSR-[KW]:NONSTOP_KERNEL:*:*)
- echo nsr-tandem-nsk${UNAME_RELEASE}
- exit 0 ;;
- *:NonStop-UX:*:*)
- echo mips-compaq-nonstopux
- exit 0 ;;
- BS2000:POSIX*:*:*)
- echo bs2000-siemens-sysv
- exit 0 ;;
- DS/*:UNIX_System_V:*:*)
- echo ${UNAME_MACHINE}-${UNAME_SYSTEM}-${UNAME_RELEASE}
- exit 0 ;;
- *:Plan9:*:*)
- # "uname -m" is not consistent, so use $cputype instead. 386
- # is converted to i386 for consistency with other x86
- # operating systems.
- if test "$cputype" = "386"; then
- UNAME_MACHINE=i386
- else
- UNAME_MACHINE="$cputype"
- fi
- echo ${UNAME_MACHINE}-unknown-plan9
- exit 0 ;;
- i*86:OS/2:*:*)
- # If we were able to find `uname', then EMX Unix compatibility
- # is probably installed.
- echo ${UNAME_MACHINE}-pc-os2-emx
- exit 0 ;;
- *:TOPS-10:*:*)
- echo pdp10-unknown-tops10
- exit 0 ;;
- *:TENEX:*:*)
- echo pdp10-unknown-tenex
- exit 0 ;;
- KS10:TOPS-20:*:* | KL10:TOPS-20:*:* | TYPE4:TOPS-20:*:*)
- echo pdp10-dec-tops20
- exit 0 ;;
- XKL-1:TOPS-20:*:* | TYPE5:TOPS-20:*:*)
- echo pdp10-xkl-tops20
- exit 0 ;;
- *:TOPS-20:*:*)
- echo pdp10-unknown-tops20
- exit 0 ;;
- *:ITS:*:*)
- echo pdp10-unknown-its
- exit 0 ;;
- i*86:XTS-300:*:STOP)
- echo ${UNAME_MACHINE}-unknown-stop
- exit 0 ;;
- i*86:atheos:*:*)
- echo ${UNAME_MACHINE}-unknown-atheos
- exit 0 ;;
-esac
-
-#echo '(No uname command or uname output not recognized.)' 1>&2
-#echo "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" 1>&2
-
-eval $set_cc_for_build
-cat >$dummy.c <<EOF
-#ifdef _SEQUENT_
-# include <sys/types.h>
-# include <sys/utsname.h>
-#endif
-main ()
-{
-#if defined (sony)
-#if defined (MIPSEB)
- /* BFD wants "bsd" instead of "newsos". Perhaps BFD should be changed,
- I don't know.... */
- printf ("mips-sony-bsd\n"); exit (0);
-#else
-#include <sys/param.h>
- printf ("m68k-sony-newsos%s\n",
-#ifdef NEWSOS4
- "4"
-#else
- ""
-#endif
- ); exit (0);
-#endif
-#endif
-
-#if defined (__arm) && defined (__acorn) && defined (__unix)
- printf ("arm-acorn-riscix"); exit (0);
-#endif
-
-#if defined (hp300) && !defined (hpux)
- printf ("m68k-hp-bsd\n"); exit (0);
-#endif
-
-#if defined (NeXT)
-#if !defined (__ARCHITECTURE__)
-#define __ARCHITECTURE__ "m68k"
-#endif
- int version;
- version=`(hostinfo | sed -n 's/.*NeXT Mach \([0-9]*\).*/\1/p') 2>/dev/null`;
- if (version < 4)
- printf ("%s-next-nextstep%d\n", __ARCHITECTURE__, version);
- else
- printf ("%s-next-openstep%d\n", __ARCHITECTURE__, version);
- exit (0);
-#endif
-
-#if defined (MULTIMAX) || defined (n16)
-#if defined (UMAXV)
- printf ("ns32k-encore-sysv\n"); exit (0);
-#else
-#if defined (CMU)
- printf ("ns32k-encore-mach\n"); exit (0);
-#else
- printf ("ns32k-encore-bsd\n"); exit (0);
-#endif
-#endif
-#endif
-
-#if defined (__386BSD__)
- printf ("i386-pc-bsd\n"); exit (0);
-#endif
-
-#if defined (sequent)
-#if defined (i386)
- printf ("i386-sequent-dynix\n"); exit (0);
-#endif
-#if defined (ns32000)
- printf ("ns32k-sequent-dynix\n"); exit (0);
-#endif
-#endif
-
-#if defined (_SEQUENT_)
- struct utsname un;
-
- uname(&un);
-
- if (strncmp(un.version, "V2", 2) == 0) {
- printf ("i386-sequent-ptx2\n"); exit (0);
- }
- if (strncmp(un.version, "V1", 2) == 0) { /* XXX is V1 correct? */
- printf ("i386-sequent-ptx1\n"); exit (0);
- }
- printf ("i386-sequent-ptx\n"); exit (0);
-
-#endif
-
-#if defined (vax)
-# if !defined (ultrix)
-# include <sys/param.h>
-# if defined (BSD)
-# if BSD == 43
- printf ("vax-dec-bsd4.3\n"); exit (0);
-# else
-# if BSD == 199006
- printf ("vax-dec-bsd4.3reno\n"); exit (0);
-# else
- printf ("vax-dec-bsd\n"); exit (0);
-# endif
-# endif
-# else
- printf ("vax-dec-bsd\n"); exit (0);
-# endif
-# else
- printf ("vax-dec-ultrix\n"); exit (0);
-# endif
-#endif
-
-#if defined (alliant) && defined (i860)
- printf ("i860-alliant-bsd\n"); exit (0);
-#endif
-
- exit (1);
-}
-EOF
-
-$CC_FOR_BUILD $dummy.c -o $dummy 2>/dev/null && ./$dummy && rm -f $dummy.c $dummy && exit 0
-rm -f $dummy.c $dummy
-
-# Apollos put the system type in the environment.
-
-test -d /usr/apollo && { echo ${ISP}-apollo-${SYSTYPE}; exit 0; }
-
-# Convex versions that predate uname can use getsysinfo(1)
-
-if [ -x /usr/convex/getsysinfo ]
-then
- case `getsysinfo -f cpu_type` in
- c1*)
- echo c1-convex-bsd
- exit 0 ;;
- c2*)
- if getsysinfo -f scalar_acc
- then echo c32-convex-bsd
- else echo c2-convex-bsd
- fi
- exit 0 ;;
- c34*)
- echo c34-convex-bsd
- exit 0 ;;
- c38*)
- echo c38-convex-bsd
- exit 0 ;;
- c4*)
- echo c4-convex-bsd
- exit 0 ;;
- esac
-fi
-
-cat >&2 <<EOF
-$0: unable to guess system type
-
-This script, last modified $timestamp, has failed to recognize
-the operating system you are using. It is advised that you
-download the most up to date version of the config scripts from
-
- ftp://ftp.gnu.org/pub/gnu/config/
-
-If the version you run ($0) is already up to date, please
-send the following data and any information you think might be
-pertinent to <config-patches@gnu.org> in order to provide the needed
-information to handle your system.
-
-config.guess timestamp = $timestamp
-
-uname -m = `(uname -m) 2>/dev/null || echo unknown`
-uname -r = `(uname -r) 2>/dev/null || echo unknown`
-uname -s = `(uname -s) 2>/dev/null || echo unknown`
-uname -v = `(uname -v) 2>/dev/null || echo unknown`
-
-/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null`
-/bin/uname -X = `(/bin/uname -X) 2>/dev/null`
-
-hostinfo = `(hostinfo) 2>/dev/null`
-/bin/universe = `(/bin/universe) 2>/dev/null`
-/usr/bin/arch -k = `(/usr/bin/arch -k) 2>/dev/null`
-/bin/arch = `(/bin/arch) 2>/dev/null`
-/usr/bin/oslevel = `(/usr/bin/oslevel) 2>/dev/null`
-/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null`
-
-UNAME_MACHINE = ${UNAME_MACHINE}
-UNAME_RELEASE = ${UNAME_RELEASE}
-UNAME_SYSTEM = ${UNAME_SYSTEM}
-UNAME_VERSION = ${UNAME_VERSION}
-EOF
-
-exit 1
-
-# Local variables:
-# eval: (add-hook 'write-file-hooks 'time-stamp)
-# time-stamp-start: "timestamp='"
-# time-stamp-format: "%:y-%02m-%02d"
-# time-stamp-end: "'"
-# End:
+++ /dev/null
-#! /bin/sh
-# Configuration validation subroutine script.
-# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
-# Free Software Foundation, Inc.
-
-timestamp='2001-11-08'
-
-# This file is (in principle) common to ALL GNU software.
-# The presence of a machine in this file suggests that SOME GNU software
-# can handle that machine. It does not imply ALL GNU software can.
-#
-# This file is free software; you can redistribute it and/or modify
-# it under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2 of the License, or
-# (at your option) any later version.
-#
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with this program; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330,
-# Boston, MA 02111-1307, USA.
-
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-# Please send patches to <config-patches@gnu.org>. Submit a context
-# diff and a properly formatted ChangeLog entry.
-#
-# Configuration subroutine to validate and canonicalize a configuration type.
-# Supply the specified configuration type as an argument.
-# If it is invalid, we print an error message on stderr and exit with code 1.
-# Otherwise, we print the canonical config type on stdout and succeed.
-
-# This file is supposed to be the same for all GNU packages
-# and recognize all the CPU types, system types and aliases
-# that are meaningful with *any* GNU software.
-# Each package is responsible for reporting which valid configurations
-# it does not support. The user should be able to distinguish
-# a failure to support a valid configuration from a meaningless
-# configuration.
-
-# The goal of this file is to map all the various variations of a given
-# machine specification into a single specification in the form:
-# CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM
-# or in some cases, the newer four-part form:
-# CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM
-# It is wrong to echo any other type of specification.
-
-me=`echo "$0" | sed -e 's,.*/,,'`
-
-usage="\
-Usage: $0 [OPTION] CPU-MFR-OPSYS
- $0 [OPTION] ALIAS
-
-Canonicalize a configuration name.
-
-Operation modes:
- -h, --help print this help, then exit
- -t, --time-stamp print date of last modification, then exit
- -v, --version print version number, then exit
-
-Report bugs and patches to <config-patches@gnu.org>."
-
-version="\
-GNU config.sub ($timestamp)
-
-Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
-Free Software Foundation, Inc.
-
-This is free software; see the source for copying conditions. There is NO
-warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
-
-help="
-Try \`$me --help' for more information."
-
-# Parse command line
-while test $# -gt 0 ; do
- case $1 in
- --time-stamp | --time* | -t )
- echo "$timestamp" ; exit 0 ;;
- --version | -v )
- echo "$version" ; exit 0 ;;
- --help | --h* | -h )
- echo "$usage"; exit 0 ;;
- -- ) # Stop option processing
- shift; break ;;
- - ) # Use stdin as input.
- break ;;
- -* )
- echo "$me: invalid option $1$help"
- exit 1 ;;
-
- *local*)
- # First pass through any local machine types.
- echo $1
- exit 0;;
-
- * )
- break ;;
- esac
-done
-
-case $# in
- 0) echo "$me: missing argument$help" >&2
- exit 1;;
- 1) ;;
- *) echo "$me: too many arguments$help" >&2
- exit 1;;
-esac
-
-# Separate what the user gave into CPU-COMPANY and OS or KERNEL-OS (if any).
-# Here we must recognize all the valid KERNEL-OS combinations.
-maybe_os=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\2/'`
-case $maybe_os in
- nto-qnx* | linux-gnu* | storm-chaos* | os2-emx* | windows32-*)
- os=-$maybe_os
- basic_machine=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\1/'`
- ;;
- *)
- basic_machine=`echo $1 | sed 's/-[^-]*$//'`
- if [ $basic_machine != $1 ]
- then os=`echo $1 | sed 's/.*-/-/'`
- else os=; fi
- ;;
-esac
-
-### Let's recognize common machines as not being operating systems so
-### that things like config.sub decstation-3100 work. We also
-### recognize some manufacturers as not being operating systems, so we
-### can provide default operating systems below.
-case $os in
- -sun*os*)
- # Prevent following clause from handling this invalid input.
- ;;
- -dec* | -mips* | -sequent* | -encore* | -pc532* | -sgi* | -sony* | \
- -att* | -7300* | -3300* | -delta* | -motorola* | -sun[234]* | \
- -unicom* | -ibm* | -next | -hp | -isi* | -apollo | -altos* | \
- -convergent* | -ncr* | -news | -32* | -3600* | -3100* | -hitachi* |\
- -c[123]* | -convex* | -sun | -crds | -omron* | -dg | -ultra | -tti* | \
- -harris | -dolphin | -highlevel | -gould | -cbm | -ns | -masscomp | \
- -apple | -axis)
- os=
- basic_machine=$1
- ;;
- -sim | -cisco | -oki | -wec | -winbond)
- os=
- basic_machine=$1
- ;;
- -scout)
- ;;
- -wrs)
- os=-vxworks
- basic_machine=$1
- ;;
- -chorusos*)
- os=-chorusos
- basic_machine=$1
- ;;
- -chorusrdb)
- os=-chorusrdb
- basic_machine=$1
- ;;
- -hiux*)
- os=-hiuxwe2
- ;;
- -sco5)
- os=-sco3.2v5
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -sco4)
- os=-sco3.2v4
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -sco3.2.[4-9]*)
- os=`echo $os | sed -e 's/sco3.2./sco3.2v/'`
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -sco3.2v[4-9]*)
- # Don't forget version if it is 3.2v4 or newer.
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -sco*)
- os=-sco3.2v2
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -udk*)
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -isc)
- os=-isc2.2
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -clix*)
- basic_machine=clipper-intergraph
- ;;
- -isc*)
- basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
- ;;
- -lynx*)
- os=-lynxos
- ;;
- -ptx*)
- basic_machine=`echo $1 | sed -e 's/86-.*/86-sequent/'`
- ;;
- -windowsnt*)
- os=`echo $os | sed -e 's/windowsnt/winnt/'`
- ;;
- -psos*)
- os=-psos
- ;;
- -mint | -mint[0-9]*)
- basic_machine=m68k-atari
- os=-mint
- ;;
-esac
-
-# Decode aliases for certain CPU-COMPANY combinations.
-case $basic_machine in
- # Recognize the basic CPU types without company name.
- # Some are omitted here because they have special meanings below.
- 1750a | 580 \
- | a29k \
- | alpha | alphaev[4-8] | alphaev56 | alphaev6[78] | alphapca5[67] \
- | arc | arm | arm[bl]e | arme[lb] | armv[2345] | armv[345][lb] | avr \
- | c4x | clipper \
- | d10v | d30v | dsp16xx \
- | fr30 \
- | h8300 | h8500 | hppa | hppa1.[01] | hppa2.0 | hppa2.0[nw] | hppa64 \
- | i370 | i860 | i960 | ia64 \
- | m32r | m68000 | m68k | m88k | mcore \
- | mips16 | mips64 | mips64el | mips64orion | mips64orionel \
- | mips64vr4100 | mips64vr4100el | mips64vr4300 \
- | mips64vr4300el | mips64vr5000 | mips64vr5000el \
- | mipsbe | mipseb | mipsel | mipsle | mipstx39 | mipstx39el \
- | mipsisa32 \
- | mn10200 | mn10300 \
- | ns16k | ns32k \
- | openrisc \
- | pdp10 | pdp11 | pj | pjl \
- | powerpc | powerpc64 | powerpc64le | powerpcle | ppcbe \
- | pyramid \
- | sh | sh[34] | sh[34]eb | shbe | shle \
- | sparc | sparc64 | sparclet | sparclite | sparcv9 | sparcv9b \
- | strongarm \
- | tahoe | thumb | tic80 | tron \
- | v850 \
- | we32k \
- | x86 | xscale | xstormy16 \
- | z8k)
- basic_machine=$basic_machine-unknown
- ;;
- m6811 | m68hc11 | m6812 | m68hc12)
- # Motorola 68HC11/12.
- basic_machine=$basic_machine-unknown
- os=-none
- ;;
- m88110 | m680[12346]0 | m683?2 | m68360 | m5200 | v70 | w65 | z8k)
- ;;
-
- # We use `pc' rather than `unknown'
- # because (1) that's what they normally are, and
- # (2) the word "unknown" tends to confuse beginning users.
- i*86 | x86_64)
- basic_machine=$basic_machine-pc
- ;;
- # Object if more than one company name word.
- *-*-*)
- echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
- exit 1
- ;;
- # Recognize the basic CPU types with company name.
- 580-* \
- | a29k-* \
- | alpha-* | alphaev[4-8]-* | alphaev56-* | alphaev6[78]-* \
- | alphapca5[67]-* | arc-* \
- | arm-* | armbe-* | armle-* | armv*-* \
- | avr-* \
- | bs2000-* \
- | c[123]* | c30-* | [cjt]90-* | c54x-* \
- | clipper-* | cray2-* | cydra-* \
- | d10v-* | d30v-* \
- | elxsi-* \
- | f30[01]-* | f700-* | fr30-* | fx80-* \
- | h8300-* | h8500-* \
- | hppa-* | hppa1.[01]-* | hppa2.0-* | hppa2.0[nw]-* | hppa64-* \
- | i*86-* | i860-* | i960-* | ia64-* \
- | m32r-* \
- | m68000-* | m680[01234]0-* | m68360-* | m683?2-* | m68k-* \
- | m88110-* | m88k-* | mcore-* \
- | mips-* | mips16-* | mips64-* | mips64el-* | mips64orion-* \
- | mips64orionel-* | mips64vr4100-* | mips64vr4100el-* \
- | mips64vr4300-* | mips64vr4300el-* | mipsbe-* | mipseb-* \
- | mipsle-* | mipsel-* | mipstx39-* | mipstx39el-* \
- | none-* | np1-* | ns16k-* | ns32k-* \
- | orion-* \
- | pdp10-* | pdp11-* | pj-* | pjl-* | pn-* | power-* \
- | powerpc-* | powerpc64-* | powerpc64le-* | powerpcle-* | ppcbe-* \
- | pyramid-* \
- | romp-* | rs6000-* \
- | sh-* | sh[34]-* | sh[34]eb-* | shbe-* | shle-* \
- | sparc-* | sparc64-* | sparc86x-* | sparclite-* \
- | sparcv9-* | sparcv9b-* | strongarm-* | sv1-* \
- | t3e-* | tahoe-* | thumb-* | tic30-* | tic54x-* | tic80-* | tron-* \
- | v850-* | vax-* \
- | we32k-* \
- | x86-* | x86_64-* | xmp-* | xps100-* | xscale-* | xstormy16-* \
- | ymp-* \
- | z8k-*)
- ;;
- # Recognize the various machine names and aliases which stand
- # for a CPU type and a company and sometimes even an OS.
- 386bsd)
- basic_machine=i386-unknown
- os=-bsd
- ;;
- 3b1 | 7300 | 7300-att | att-7300 | pc7300 | safari | unixpc)
- basic_machine=m68000-att
- ;;
- 3b*)
- basic_machine=we32k-att
- ;;
- a29khif)
- basic_machine=a29k-amd
- os=-udi
- ;;
- adobe68k)
- basic_machine=m68010-adobe
- os=-scout
- ;;
- alliant | fx80)
- basic_machine=fx80-alliant
- ;;
- altos | altos3068)
- basic_machine=m68k-altos
- ;;
- am29k)
- basic_machine=a29k-none
- os=-bsd
- ;;
- amdahl)
- basic_machine=580-amdahl
- os=-sysv
- ;;
- amiga | amiga-*)
- basic_machine=m68k-unknown
- ;;
- amigaos | amigados)
- basic_machine=m68k-unknown
- os=-amigaos
- ;;
- amigaunix | amix)
- basic_machine=m68k-unknown
- os=-sysv4
- ;;
- apollo68)
- basic_machine=m68k-apollo
- os=-sysv
- ;;
- apollo68bsd)
- basic_machine=m68k-apollo
- os=-bsd
- ;;
- aux)
- basic_machine=m68k-apple
- os=-aux
- ;;
- balance)
- basic_machine=ns32k-sequent
- os=-dynix
- ;;
- convex-c1)
- basic_machine=c1-convex
- os=-bsd
- ;;
- convex-c2)
- basic_machine=c2-convex
- os=-bsd
- ;;
- convex-c32)
- basic_machine=c32-convex
- os=-bsd
- ;;
- convex-c34)
- basic_machine=c34-convex
- os=-bsd
- ;;
- convex-c38)
- basic_machine=c38-convex
- os=-bsd
- ;;
- cray | ymp)
- basic_machine=ymp-cray
- os=-unicos
- ;;
- cray2)
- basic_machine=cray2-cray
- os=-unicos
- ;;
- [cjt]90)
- basic_machine=${basic_machine}-cray
- os=-unicos
- ;;
- crds | unos)
- basic_machine=m68k-crds
- ;;
- cris | cris-* | etrax*)
- basic_machine=cris-axis
- ;;
- da30 | da30-*)
- basic_machine=m68k-da30
- ;;
- decstation | decstation-3100 | pmax | pmax-* | pmin | dec3100 | decstatn)
- basic_machine=mips-dec
- ;;
- delta | 3300 | motorola-3300 | motorola-delta \
- | 3300-motorola | delta-motorola)
- basic_machine=m68k-motorola
- ;;
- delta88)
- basic_machine=m88k-motorola
- os=-sysv3
- ;;
- dpx20 | dpx20-*)
- basic_machine=rs6000-bull
- os=-bosx
- ;;
- dpx2* | dpx2*-bull)
- basic_machine=m68k-bull
- os=-sysv3
- ;;
- ebmon29k)
- basic_machine=a29k-amd
- os=-ebmon
- ;;
- elxsi)
- basic_machine=elxsi-elxsi
- os=-bsd
- ;;
- encore | umax | mmax)
- basic_machine=ns32k-encore
- ;;
- es1800 | OSE68k | ose68k | ose | OSE)
- basic_machine=m68k-ericsson
- os=-ose
- ;;
- fx2800)
- basic_machine=i860-alliant
- ;;
- genix)
- basic_machine=ns32k-ns
- ;;
- gmicro)
- basic_machine=tron-gmicro
- os=-sysv
- ;;
- go32)
- basic_machine=i386-pc
- os=-go32
- ;;
- h3050r* | hiux*)
- basic_machine=hppa1.1-hitachi
- os=-hiuxwe2
- ;;
- h8300hms)
- basic_machine=h8300-hitachi
- os=-hms
- ;;
- h8300xray)
- basic_machine=h8300-hitachi
- os=-xray
- ;;
- h8500hms)
- basic_machine=h8500-hitachi
- os=-hms
- ;;
- harris)
- basic_machine=m88k-harris
- os=-sysv3
- ;;
- hp300-*)
- basic_machine=m68k-hp
- ;;
- hp300bsd)
- basic_machine=m68k-hp
- os=-bsd
- ;;
- hp300hpux)
- basic_machine=m68k-hp
- os=-hpux
- ;;
- hp3k9[0-9][0-9] | hp9[0-9][0-9])
- basic_machine=hppa1.0-hp
- ;;
- hp9k2[0-9][0-9] | hp9k31[0-9])
- basic_machine=m68000-hp
- ;;
- hp9k3[2-9][0-9])
- basic_machine=m68k-hp
- ;;
- hp9k6[0-9][0-9] | hp6[0-9][0-9])
- basic_machine=hppa1.0-hp
- ;;
- hp9k7[0-79][0-9] | hp7[0-79][0-9])
- basic_machine=hppa1.1-hp
- ;;
- hp9k78[0-9] | hp78[0-9])
- # FIXME: really hppa2.0-hp
- basic_machine=hppa1.1-hp
- ;;
- hp9k8[67]1 | hp8[67]1 | hp9k80[24] | hp80[24] | hp9k8[78]9 | hp8[78]9 | hp9k893 | hp893)
- # FIXME: really hppa2.0-hp
- basic_machine=hppa1.1-hp
- ;;
- hp9k8[0-9][13679] | hp8[0-9][13679])
- basic_machine=hppa1.1-hp
- ;;
- hp9k8[0-9][0-9] | hp8[0-9][0-9])
- basic_machine=hppa1.0-hp
- ;;
- hppa-next)
- os=-nextstep3
- ;;
- hppaosf)
- basic_machine=hppa1.1-hp
- os=-osf
- ;;
- hppro)
- basic_machine=hppa1.1-hp
- os=-proelf
- ;;
- i370-ibm* | ibm*)
- basic_machine=i370-ibm
- ;;
-# I'm not sure what "Sysv32" means. Should this be sysv3.2?
- i*86v32)
- basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
- os=-sysv32
- ;;
- i*86v4*)
- basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
- os=-sysv4
- ;;
- i*86v)
- basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
- os=-sysv
- ;;
- i*86sol2)
- basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
- os=-solaris2
- ;;
- i386mach)
- basic_machine=i386-mach
- os=-mach
- ;;
- i386-vsta | vsta)
- basic_machine=i386-unknown
- os=-vsta
- ;;
- iris | iris4d)
- basic_machine=mips-sgi
- case $os in
- -irix*)
- ;;
- *)
- os=-irix4
- ;;
- esac
- ;;
- isi68 | isi)
- basic_machine=m68k-isi
- os=-sysv
- ;;
- m88k-omron*)
- basic_machine=m88k-omron
- ;;
- magnum | m3230)
- basic_machine=mips-mips
- os=-sysv
- ;;
- merlin)
- basic_machine=ns32k-utek
- os=-sysv
- ;;
- mingw32)
- basic_machine=i386-pc
- os=-mingw32
- ;;
- miniframe)
- basic_machine=m68000-convergent
- ;;
- *mint | -mint[0-9]* | *MiNT | *MiNT[0-9]*)
- basic_machine=m68k-atari
- os=-mint
- ;;
- mipsel*-linux*)
- basic_machine=mipsel-unknown
- os=-linux-gnu
- ;;
- mips*-linux*)
- basic_machine=mips-unknown
- os=-linux-gnu
- ;;
- mips3*-*)
- basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`
- ;;
- mips3*)
- basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`-unknown
- ;;
- mmix*)
- basic_machine=mmix-knuth
- os=-mmixware
- ;;
- monitor)
- basic_machine=m68k-rom68k
- os=-coff
- ;;
- msdos)
- basic_machine=i386-pc
- os=-msdos
- ;;
- mvs)
- basic_machine=i370-ibm
- os=-mvs
- ;;
- ncr3000)
- basic_machine=i486-ncr
- os=-sysv4
- ;;
- netbsd386)
- basic_machine=i386-unknown
- os=-netbsd
- ;;
- netwinder)
- basic_machine=armv4l-rebel
- os=-linux
- ;;
- news | news700 | news800 | news900)
- basic_machine=m68k-sony
- os=-newsos
- ;;
- news1000)
- basic_machine=m68030-sony
- os=-newsos
- ;;
- news-3600 | risc-news)
- basic_machine=mips-sony
- os=-newsos
- ;;
- necv70)
- basic_machine=v70-nec
- os=-sysv
- ;;
- next | m*-next )
- basic_machine=m68k-next
- case $os in
- -nextstep* )
- ;;
- -ns2*)
- os=-nextstep2
- ;;
- *)
- os=-nextstep3
- ;;
- esac
- ;;
- nh3000)
- basic_machine=m68k-harris
- os=-cxux
- ;;
- nh[45]000)
- basic_machine=m88k-harris
- os=-cxux
- ;;
- nindy960)
- basic_machine=i960-intel
- os=-nindy
- ;;
- mon960)
- basic_machine=i960-intel
- os=-mon960
- ;;
- nonstopux)
- basic_machine=mips-compaq
- os=-nonstopux
- ;;
- np1)
- basic_machine=np1-gould
- ;;
- nsr-tandem)
- basic_machine=nsr-tandem
- ;;
- op50n-* | op60c-*)
- basic_machine=hppa1.1-oki
- os=-proelf
- ;;
- OSE68000 | ose68000)
- basic_machine=m68000-ericsson
- os=-ose
- ;;
- os68k)
- basic_machine=m68k-none
- os=-os68k
- ;;
- pa-hitachi)
- basic_machine=hppa1.1-hitachi
- os=-hiuxwe2
- ;;
- paragon)
- basic_machine=i860-intel
- os=-osf
- ;;
- pbd)
- basic_machine=sparc-tti
- ;;
- pbb)
- basic_machine=m68k-tti
- ;;
- pc532 | pc532-*)
- basic_machine=ns32k-pc532
- ;;
- pentium | p5 | k5 | k6 | nexgen | viac3)
- basic_machine=i586-pc
- ;;
- pentiumpro | p6 | 6x86 | athlon)
- basic_machine=i686-pc
- ;;
- pentiumii | pentium2)
- basic_machine=i686-pc
- ;;
- pentium-* | p5-* | k5-* | k6-* | nexgen-* | viac3-*)
- basic_machine=i586-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- pentiumpro-* | p6-* | 6x86-* | athlon-*)
- basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- pentiumii-* | pentium2-*)
- basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- pn)
- basic_machine=pn-gould
- ;;
- power) basic_machine=power-ibm
- ;;
- ppc) basic_machine=powerpc-unknown
- ;;
- ppc-*) basic_machine=powerpc-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- ppcle | powerpclittle | ppc-le | powerpc-little)
- basic_machine=powerpcle-unknown
- ;;
- ppcle-* | powerpclittle-*)
- basic_machine=powerpcle-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- ppc64) basic_machine=powerpc64-unknown
- ;;
- ppc64-*) basic_machine=powerpc64-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- ppc64le | powerpc64little | ppc64-le | powerpc64-little)
- basic_machine=powerpc64le-unknown
- ;;
- ppc64le-* | powerpc64little-*)
- basic_machine=powerpc64le-`echo $basic_machine | sed 's/^[^-]*-//'`
- ;;
- ps2)
- basic_machine=i386-ibm
- ;;
- pw32)
- basic_machine=i586-unknown
- os=-pw32
- ;;
- rom68k)
- basic_machine=m68k-rom68k
- os=-coff
- ;;
- rm[46]00)
- basic_machine=mips-siemens
- ;;
- rtpc | rtpc-*)
- basic_machine=romp-ibm
- ;;
- s390 | s390-*)
- basic_machine=s390-ibm
- ;;
- s390x | s390x-*)
- basic_machine=s390x-ibm
- ;;
- sa29200)
- basic_machine=a29k-amd
- os=-udi
- ;;
- sequent)
- basic_machine=i386-sequent
- ;;
- sh)
- basic_machine=sh-hitachi
- os=-hms
- ;;
- sparclite-wrs | simso-wrs)
- basic_machine=sparclite-wrs
- os=-vxworks
- ;;
- sps7)
- basic_machine=m68k-bull
- os=-sysv2
- ;;
- spur)
- basic_machine=spur-unknown
- ;;
- st2000)
- basic_machine=m68k-tandem
- ;;
- stratus)
- basic_machine=i860-stratus
- os=-sysv4
- ;;
- sun2)
- basic_machine=m68000-sun
- ;;
- sun2os3)
- basic_machine=m68000-sun
- os=-sunos3
- ;;
- sun2os4)
- basic_machine=m68000-sun
- os=-sunos4
- ;;
- sun3os3)
- basic_machine=m68k-sun
- os=-sunos3
- ;;
- sun3os4)
- basic_machine=m68k-sun
- os=-sunos4
- ;;
- sun4os3)
- basic_machine=sparc-sun
- os=-sunos3
- ;;
- sun4os4)
- basic_machine=sparc-sun
- os=-sunos4
- ;;
- sun4sol2)
- basic_machine=sparc-sun
- os=-solaris2
- ;;
- sun3 | sun3-*)
- basic_machine=m68k-sun
- ;;
- sun4)
- basic_machine=sparc-sun
- ;;
- sun386 | sun386i | roadrunner)
- basic_machine=i386-sun
- ;;
- sv1)
- basic_machine=sv1-cray
- os=-unicos
- ;;
- symmetry)
- basic_machine=i386-sequent
- os=-dynix
- ;;
- t3e)
- basic_machine=t3e-cray
- os=-unicos
- ;;
- tic54x | c54x*)
- basic_machine=tic54x-unknown
- os=-coff
- ;;
- tx39)
- basic_machine=mipstx39-unknown
- ;;
- tx39el)
- basic_machine=mipstx39el-unknown
- ;;
- tower | tower-32)
- basic_machine=m68k-ncr
- ;;
- udi29k)
- basic_machine=a29k-amd
- os=-udi
- ;;
- ultra3)
- basic_machine=a29k-nyu
- os=-sym1
- ;;
- v810 | necv810)
- basic_machine=v810-nec
- os=-none
- ;;
- vaxv)
- basic_machine=vax-dec
- os=-sysv
- ;;
- vms)
- basic_machine=vax-dec
- os=-vms
- ;;
- vpp*|vx|vx-*)
- basic_machine=f301-fujitsu
- ;;
- vxworks960)
- basic_machine=i960-wrs
- os=-vxworks
- ;;
- vxworks68)
- basic_machine=m68k-wrs
- os=-vxworks
- ;;
- vxworks29k)
- basic_machine=a29k-wrs
- os=-vxworks
- ;;
- w65*)
- basic_machine=w65-wdc
- os=-none
- ;;
- w89k-*)
- basic_machine=hppa1.1-winbond
- os=-proelf
- ;;
- windows32)
- basic_machine=i386-pc
- os=-windows32-msvcrt
- ;;
- xmp)
- basic_machine=xmp-cray
- os=-unicos
- ;;
- xps | xps100)
- basic_machine=xps100-honeywell
- ;;
- z8k-*-coff)
- basic_machine=z8k-unknown
- os=-sim
- ;;
- none)
- basic_machine=none-none
- os=-none
- ;;
-
-# Here we handle the default manufacturer of certain CPU types. It is in
-# some cases the only manufacturer, in others, it is the most popular.
- w89k)
- basic_machine=hppa1.1-winbond
- ;;
- op50n)
- basic_machine=hppa1.1-oki
- ;;
- op60c)
- basic_machine=hppa1.1-oki
- ;;
- mips)
- if [ x$os = x-linux-gnu ]; then
- basic_machine=mips-unknown
- else
- basic_machine=mips-mips
- fi
- ;;
- romp)
- basic_machine=romp-ibm
- ;;
- rs6000)
- basic_machine=rs6000-ibm
- ;;
- vax)
- basic_machine=vax-dec
- ;;
- pdp10)
- # there are many clones, so DEC is not a safe bet
- basic_machine=pdp10-unknown
- ;;
- pdp11)
- basic_machine=pdp11-dec
- ;;
- we32k)
- basic_machine=we32k-att
- ;;
- sh3 | sh4 | sh3eb | sh4eb)
- basic_machine=sh-unknown
- ;;
- sparc | sparcv9 | sparcv9b)
- basic_machine=sparc-sun
- ;;
- cydra)
- basic_machine=cydra-cydrome
- ;;
- orion)
- basic_machine=orion-highlevel
- ;;
- orion105)
- basic_machine=clipper-highlevel
- ;;
- mac | mpw | mac-mpw)
- basic_machine=m68k-apple
- ;;
- pmac | pmac-mpw)
- basic_machine=powerpc-apple
- ;;
- c4x*)
- basic_machine=c4x-none
- os=-coff
- ;;
- *-unknown)
- # Make sure to match an already-canonicalized machine name.
- ;;
- *)
- echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
- exit 1
- ;;
-esac
-
-# Here we canonicalize certain aliases for manufacturers.
-case $basic_machine in
- *-digital*)
- basic_machine=`echo $basic_machine | sed 's/digital.*/dec/'`
- ;;
- *-commodore*)
- basic_machine=`echo $basic_machine | sed 's/commodore.*/cbm/'`
- ;;
- *)
- ;;
-esac
-
-# Decode manufacturer-specific aliases for certain operating systems.
-
-if [ x"$os" != x"" ]
-then
-case $os in
- # First match some system type aliases
- # that might get confused with valid system types.
- # -solaris* is a basic system type, with this one exception.
- -solaris1 | -solaris1.*)
- os=`echo $os | sed -e 's|solaris1|sunos4|'`
- ;;
- -solaris)
- os=-solaris2
- ;;
- -svr4*)
- os=-sysv4
- ;;
- -unixware*)
- os=-sysv4.2uw
- ;;
- -gnu/linux*)
- os=`echo $os | sed -e 's|gnu/linux|linux-gnu|'`
- ;;
- # First accept the basic system types.
- # The portable systems comes first.
- # Each alternative MUST END IN A *, to match a version number.
- # -sysv* is not here because it comes later, after sysvr4.
- -gnu* | -bsd* | -mach* | -minix* | -genix* | -ultrix* | -irix* \
- | -*vms* | -sco* | -esix* | -isc* | -aix* | -sunos | -sunos[34]*\
- | -hpux* | -unos* | -osf* | -luna* | -dgux* | -solaris* | -sym* \
- | -amigaos* | -amigados* | -msdos* | -newsos* | -unicos* | -aof* \
- | -aos* \
- | -nindy* | -vxsim* | -vxworks* | -ebmon* | -hms* | -mvs* \
- | -clix* | -riscos* | -uniplus* | -iris* | -rtu* | -xenix* \
- | -hiux* | -386bsd* | -netbsd* | -openbsd* | -freebsd* | -riscix* \
- | -lynxos* | -bosx* | -nextstep* | -cxux* | -aout* | -elf* | -oabi* \
- | -ptx* | -coff* | -ecoff* | -winnt* | -domain* | -vsta* \
- | -udi* | -eabi* | -lites* | -ieee* | -go32* | -aux* \
- | -chorusos* | -chorusrdb* \
- | -cygwin* | -pe* | -psos* | -moss* | -proelf* | -rtems* \
- | -mingw32* | -linux-gnu* | -uxpv* | -beos* | -mpeix* | -udk* \
- | -interix* | -uwin* | -rhapsody* | -darwin* | -opened* \
- | -openstep* | -oskit* | -conix* | -pw32* | -nonstopux* \
- | -storm-chaos* | -tops10* | -tenex* | -tops20* | -its* \
- | -os2* | -vos* | -palmos* | -uclinux*)
- # Remember, each alternative MUST END IN *, to match a version number.
- ;;
- -qnx*)
- case $basic_machine in
- x86-* | i*86-*)
- ;;
- *)
- os=-nto$os
- ;;
- esac
- ;;
- -nto*)
- os=-nto-qnx
- ;;
- -sim | -es1800* | -hms* | -xray | -os68k* | -none* | -v88r* \
- | -windows* | -osx | -abug | -netware* | -os9* | -beos* \
- | -macos* | -mpw* | -magic* | -mmixware* | -mon960* | -lnews*)
- ;;
- -mac*)
- os=`echo $os | sed -e 's|mac|macos|'`
- ;;
- -linux*)
- os=`echo $os | sed -e 's|linux|linux-gnu|'`
- ;;
- -sunos5*)
- os=`echo $os | sed -e 's|sunos5|solaris2|'`
- ;;
- -sunos6*)
- os=`echo $os | sed -e 's|sunos6|solaris3|'`
- ;;
- -opened*)
- os=-openedition
- ;;
- -wince*)
- os=-wince
- ;;
- -osfrose*)
- os=-osfrose
- ;;
- -osf*)
- os=-osf
- ;;
- -utek*)
- os=-bsd
- ;;
- -dynix*)
- os=-bsd
- ;;
- -acis*)
- os=-aos
- ;;
- -386bsd)
- os=-bsd
- ;;
- -ctix* | -uts*)
- os=-sysv
- ;;
- -ns2 )
- os=-nextstep2
- ;;
- -nsk*)
- os=-nsk
- ;;
- # Preserve the version number of sinix5.
- -sinix5.*)
- os=`echo $os | sed -e 's|sinix|sysv|'`
- ;;
- -sinix*)
- os=-sysv4
- ;;
- -triton*)
- os=-sysv3
- ;;
- -oss*)
- os=-sysv3
- ;;
- -svr4)
- os=-sysv4
- ;;
- -svr3)
- os=-sysv3
- ;;
- -sysvr4)
- os=-sysv4
- ;;
- # This must come after -sysvr4.
- -sysv*)
- ;;
- -ose*)
- os=-ose
- ;;
- -es1800*)
- os=-ose
- ;;
- -xenix)
- os=-xenix
- ;;
- -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
- os=-mint
- ;;
- -none)
- ;;
- *)
- # Get rid of the `-' at the beginning of $os.
- os=`echo $os | sed 's/[^-]*-//'`
- echo Invalid configuration \`$1\': system \`$os\' not recognized 1>&2
- exit 1
- ;;
-esac
-else
-
-# Here we handle the default operating systems that come with various machines.
-# The value should be what the vendor currently ships out the door with their
-# machine or put another way, the most popular os provided with the machine.
-
-# Note that if you're going to try to match "-MANUFACTURER" here (say,
-# "-sun"), then you have to tell the case statement up towards the top
-# that MANUFACTURER isn't an operating system. Otherwise, code above
-# will signal an error saying that MANUFACTURER isn't an operating
-# system, and we'll never get to this point.
-
-case $basic_machine in
- *-acorn)
- os=-riscix1.2
- ;;
- arm*-rebel)
- os=-linux
- ;;
- arm*-semi)
- os=-aout
- ;;
- pdp10-*)
- os=-tops20
- ;;
- pdp11-*)
- os=-none
- ;;
- *-dec | vax-*)
- os=-ultrix4.2
- ;;
- m68*-apollo)
- os=-domain
- ;;
- i386-sun)
- os=-sunos4.0.2
- ;;
- m68000-sun)
- os=-sunos3
- # This also exists in the configure program, but was not the
- # default.
- # os=-sunos4
- ;;
- m68*-cisco)
- os=-aout
- ;;
- mips*-cisco)
- os=-elf
- ;;
- mips*-*)
- os=-elf
- ;;
- *-tti) # must be before sparc entry or we get the wrong os.
- os=-sysv3
- ;;
- sparc-* | *-sun)
- os=-sunos4.1.1
- ;;
- *-be)
- os=-beos
- ;;
- *-ibm)
- os=-aix
- ;;
- *-wec)
- os=-proelf
- ;;
- *-winbond)
- os=-proelf
- ;;
- *-oki)
- os=-proelf
- ;;
- *-hp)
- os=-hpux
- ;;
- *-hitachi)
- os=-hiux
- ;;
- i860-* | *-att | *-ncr | *-altos | *-motorola | *-convergent)
- os=-sysv
- ;;
- *-cbm)
- os=-amigaos
- ;;
- *-dg)
- os=-dgux
- ;;
- *-dolphin)
- os=-sysv3
- ;;
- m68k-ccur)
- os=-rtu
- ;;
- m88k-omron*)
- os=-luna
- ;;
- *-next )
- os=-nextstep
- ;;
- *-sequent)
- os=-ptx
- ;;
- *-crds)
- os=-unos
- ;;
- *-ns)
- os=-genix
- ;;
- i370-*)
- os=-mvs
- ;;
- *-next)
- os=-nextstep3
- ;;
- *-gould)
- os=-sysv
- ;;
- *-highlevel)
- os=-bsd
- ;;
- *-encore)
- os=-bsd
- ;;
- *-sgi)
- os=-irix
- ;;
- *-siemens)
- os=-sysv4
- ;;
- *-masscomp)
- os=-rtu
- ;;
- f30[01]-fujitsu | f700-fujitsu)
- os=-uxpv
- ;;
- *-rom68k)
- os=-coff
- ;;
- *-*bug)
- os=-coff
- ;;
- *-apple)
- os=-macos
- ;;
- *-atari*)
- os=-mint
- ;;
- *)
- os=-none
- ;;
-esac
-fi
-
-# Here we handle the case where we know the os, and the CPU type, but not the
-# manufacturer. We pick the logical manufacturer.
-vendor=unknown
-case $basic_machine in
- *-unknown)
- case $os in
- -riscix*)
- vendor=acorn
- ;;
- -sunos*)
- vendor=sun
- ;;
- -aix*)
- vendor=ibm
- ;;
- -beos*)
- vendor=be
- ;;
- -hpux*)
- vendor=hp
- ;;
- -mpeix*)
- vendor=hp
- ;;
- -hiux*)
- vendor=hitachi
- ;;
- -unos*)
- vendor=crds
- ;;
- -dgux*)
- vendor=dg
- ;;
- -luna*)
- vendor=omron
- ;;
- -genix*)
- vendor=ns
- ;;
- -mvs* | -opened*)
- vendor=ibm
- ;;
- -ptx*)
- vendor=sequent
- ;;
- -vxsim* | -vxworks*)
- vendor=wrs
- ;;
- -aux*)
- vendor=apple
- ;;
- -hms*)
- vendor=hitachi
- ;;
- -mpw* | -macos*)
- vendor=apple
- ;;
- -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
- vendor=atari
- ;;
- -vos*)
- vendor=stratus
- ;;
- esac
- basic_machine=`echo $basic_machine | sed "s/unknown/$vendor/"`
- ;;
-esac
-
-echo $basic_machine$os
-exit 0
-
-# Local variables:
-# eval: (add-hook 'write-file-hooks 'time-stamp)
-# time-stamp-start: "timestamp='"
-# time-stamp-format: "%:y-%02m-%02d"
-# time-stamp-end: "'"
-# End:
+++ /dev/null
-dnl Process this file with autoconf to produce a configure script.
-AC_INIT(minidom.c)
-
-MINIDOM_MAJOR_VERSION=0
-MINIDOM_MINOR_VERSION=1
-MINIDOM_MICRO_VERSION=4
-MINIDOM_VERSION=$MINIDOM_MAJOR_VERSION.$MINIDOM_MINOR_VERSION.$MINIDOM_MICRO_VERSION
-MINIDOM_VERSION_INFO=`expr $MINIDOM_MAJOR_VERSION + $MINIDOM_MINOR_VERSION`:$MINIDOM_MICRO_VERSION:$MINIDOM_MINOR_VERSION
-
-AC_SUBST(MINIDOM_VERSION)
-AC_SUBST(MINIDOM_VERSION_INFO)
-
-AC_ARG_WITH(
- libxml2,
- [ --with-libxml2[=ARG] compile with libxml 2.x library [default=auto]],
- libxml2=$withval,
- libxml2="auto"
-)
-
-AM_INIT_AUTOMAKE(minidom, $MINIDOM_VERSION)
-AM_CONFIG_HEADER(config.h)
-AM_PROG_LIBTOOL
-
-dnl Checks for programs.
-AC_PROG_CC
-AC_LANG_C
-AC_PROG_RANLIB
-
-dnl Checks for libraries.
-AC_CHECK_LIB(glib, g_malloc,
- [
- CFLAGS="$CFLAGS `glib-config --cflags`"
- CXXFLAGS="$CXXFLAGS `glib-config --cflags`"
- LIBS="$LIBS `glib-config --libs`"
- ],
- AC_MSG_ERROR(cound not find glib),
- `glib-config --libs`
-)
-
-AC_CHECK_PROG(XML_CONFIG, xml2-config, xml2-config, no)
-if test $XML_CONFIG = "no"; then
- AC_CHECK_PROG(XML_CONFIG, xml-config, xml-config, no)
-fi
-AC_SUBST(XML_CONFIG)
-
-if test $XML_CONFIG = "no"; then
- AC_MSG_ERROR(could not find configuration script for libxml)
-fi
-
-if test $XML_CONFIG = "xml2-config" -a $libxml2 = "auto"; then
- libxml2="yes"
-fi
-
-CFLAGS="$CFLAGS `$XML_CONFIG --cflags`"
-CXXFLAGS="$CXXFLAGS `$XML_CONFIG --cflags`"
-LIBS="$LIBS `$XML_CONFIG --libs`"
-
-dnl if the user gave no explicit libxml2 option, try to guess its value
-if test $libxml2 = "auto"; then
- AC_MSG_CHECKING(for libxml version 2)
- AC_TRY_COMPILE(
- [#include <parser.h>],
- [
- xmlEntity e;
- e.etype = e.etype;
- ],
- [
- AC_DEFINE(HAVE_LIBXML2)
- AC_MSG_RESULT(maybe)
- ],
- AC_MSG_RESULT(no)
- )
-elif test $libxml2 = "yes"; then
- AC_DEFINE(HAVE_LIBXML2)
-fi
-
-dnl Checks for header files.
-
-AC_OUTPUT([
- Makefile
- minidom.spec
-])
+++ /dev/null
-To obtain a *clean* debianized source tree from which invoke debuild,
-dpkg-buildpackage or so, run debian/debianize.helm from the root directory of
-this module.
-
-Next change to that dir and have fun with debian packaging!
-
--- Zack <zack@debian.org>
+++ /dev/null
-aclocal
-autoheader
-automake -a
-automake -a
-autoconf
+++ /dev/null
-minidom (0.1.3-1) unstable; urgency=low
-
- * New upstream release
-
- -- Stefano Zacchiroli <zack@debian.org> Mon, 12 Nov 2001 17:26:18 +0100
-
-minidom (0.1.2-2) unstable; urgency=low
-
- * upgraded config.sub and config.guess in order to support hppa and other
- architectures (closes: Bug#103063, Bug#103351)
-
- -- Stefano Zacchiroli <zack@debian.org> Wed, 4 Jul 2001 19:04:24 +0200
-
-minidom (0.1.2-1) unstable; urgency=low
-
- * New upstream release
-
- -- Stefano Zacchiroli <zack@debian.org> Tue, 22 May 2001 14:18:19 +0200
-
-minidom (0.1.0-3) unstable; urgency=low
-
- * Changed section of libminidom0 and libminidom-dev
-
- -- Stefano Zacchiroli (Zack) <zack@debian.org> Mon, 19 Feb 2001 21:25:26 +0100
-
-minidom (0.1.0-2) unstable; urgency=low
-
- * Removed zero sized files and unnecessary extra license info
-
- -- Stefano Zacchiroli (Zack) <zack@debian.org> Thu, 1 Feb 2001 18:37:12 +0100
-
-minidom (0.1.0-1) unstable; urgency=low
-
- * Initial Release.
-
- -- Stefano Zacchiroli (Zack) <zack@debian.org> Sun, 21 Jan 2001 18:24:26 +0100
-
-Local variables:
-mode: debian-changelog
-End:
+++ /dev/null
-Source: minidom
-Section: devel
-Priority: optional
-Maintainer: Stefano Zacchiroli (Zack) <zack@debian.org>
-Build-Depends: debhelper (>> 2.0.0), libxml2-dev, libglib1.2-dev
-Standards-Version: 3.2.1
-
-Package: libminidom0
-Section: libs
-Architecture: any
-Depends: ${shlibs:Depends}
-Description: A minimal implementation of the Document Object Model
- Minidom is a minimal implementation of the Document Object Model.
- This package include the shared library.
-
-Package: libminidom-dev
-Section: devel
-Architecture: any
-Depends: libminidom0 (= ${Source-Version}), libc6-dev
-Description: A minimal implementation of the Document Object Model
- Minidom is a minimal implementation of the Document Object Model.
- This package includes the development and runtime support files.
-
+++ /dev/null
-This package was debianized by Stefano Zacchiroli <zacchiro@cs.unibo.it> on
-Sun, 21 Jan 2001 18:24:26 +0100.
-
-It was packed from source obtained via cvs, with this CVSROOT:
- :pserver:anonymous@phd.cs.unibo.it:/home/lpadovan/PHELM/
-
-Upstream Author(s): Luca Padovani <luca.padovani@cs.unibo.it>
-
-Copyright:
- This program is free software; you can redistribute it and/or modify it
- under the terms of the GNU General Public License as published by the Free
- Software Foundation; either version 2 of the License, or (at your option)
- any later version.
-
- This program is distributed in the hope that it will be useful, but WITHOUT
- ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
- FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for
- more details.
-
- You should have received a copy of the GNU General Public License along
- with this program; if not, write to the Free Software Foundation, Inc.,
- 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-
- On Debian GNU/Linux systems, the complete text of the GNU General
- Public License can be found in `/usr/share/common-licenses/GPL'.
- The GNU Public Licenses in /usr/share/common-licenses were taken from
- ftp.gnu.org and are copyrighted by the Free Software Foundation, Inc.
-
+++ /dev/null
-#!/bin/sh
-
-# HELM project convenience script
-#
-# call this as "debian/debianize.helm" to convert a checked out CVS
-# module to a debianize source tree ready to be called against debuild
-# or dpkg-buildpackage
-#
-# Stefano "Zack" Zacchiroli <zack@cs.unibo.it>
-# Sun Nov 25 16:50:10 CET 2001
-
-NAME="MINIDOM" # package name in configure.in's opinion
-CONFIGURE_IN="configure.in" # configure.in
-
-# TAR="tar"
-# TARFLAGS="-cz" # tar flags used when creating source package
-
-if [ -z $NAME ]; then
- echo "Please edit me and configure the 'NAME' parameter."
- exit 1
-fi
-
- # parse version number from configure.in
-echo "Retrieving version number from $CONFIGURE_IN ..."
-VERSION=""
-for v in MAJOR MINOR MICRO; do
- T=`grep "$NAME\_$v\_VERSION\=" $CONFIGURE_IN`
- T=`echo $T | sed -e 's/.*=//'`
- if [ -z $VERSION ]; then
- VERSION=$T
- else
- VERSION="$VERSION.$T"
- fi
-done
-echo "Version number is: $VERSION"
-
- # create a new working dir named with the "name-version" schema
-echo "Creating debianized source tree ..."
-OLDDIR=`basename \`pwd\``
-NEWDIR="$OLDDIR-$VERSION"
-cd ..
-if [ -d $NEWDIR ]; then
- echo "'../$NEWDIR' already exists, please remove it before continue"
- exit 1
-fi
-cp -r $OLDDIR $NEWDIR
-cd $NEWDIR
-echo "Debianized source tree starts at `pwd`"
-
- # autopippe: autoconf, automake, aclocal, ...
-echo "Executing auto-* tools ..."
-source debian/autopippe.helm
-echo "auto-* executed!"
-
- # remove CVS related files, and other garbage
-echo "Removing garbage files ..."
-find . -regex '.*\.cvsignore' -exec rm -f {} \;
-find . -regex '.*CVS.*' -and -type d -exec rm -rf {} \;
-GARBAGES=`egrep -v '^#' debian/garbage.helm`
-for p in $GARBAGES; do
- find . -name $p -exec rm -f {} \;
-done
-echo "Garbage removed!"
-
- # fix remote symlinks
-echo "Dereferencing absolute symlinks ..."
-PWD=`pwd`
-for l in `find . -type l -maxdepth 1`; do # loop on symlink in this dir
- SOURCE=$l
- TARGET=`readlink $l`
- if `echo $TARGET | egrep "^/" > /dev/null`; then
- echo "$SOURCE -> $TARGET"
- rm -f $SOURCE
- cp $TARGET $SOURCE
- fi # if symlink does not begin with "/" then it is relative
-done
-echo "Dereferencing done!"
-
- # upgrade debian changelog
-echo "Upgrading debian changelog version to $VERSION ..."
-dch --newversion $VERSION
-echo "Debian changelog upgraded!"
-
-# # build debian native source package
-# echo -n "Building debian (native) source package: "
-# DEBVERSION=`dpkg-parsechangelog -ldebian/changelog | egrep '^Version: ' | sed -e 's/Version: //'`
-# DEBNAME=`dpkg-parsechangelog -ldebian/changelog | egrep '^Source: ' | sed -e 's/Source: //'`
-# SOURCEPKGFILE="$DEBNAME""_""$DEBVERSION.tar.gz"
-# echo "../$SOURCEPKGFILE"
-# cd ..
-# $TAR $TARFLAGS -f $SOURCEPKGFILE $NEWDIR
-
-echo
-echo "Debianization is over."
-echo "Please change to ../$NEWDIR in order to build the debian package."
-
-
+++ /dev/null
-AUTHORS
-TODO
+++ /dev/null
-# find patterns; files that match will be removed from debian package.
-*.helm
+++ /dev/null
-usr/lib/*.so
-usr/lib/*.a
-usr/lib/*.la
-usr/include/
-usr/bin/
+++ /dev/null
-minidom-config.1
+++ /dev/null
-usr/lib/*.so.*
+++ /dev/null
-#! /bin/sh
-# postinst script for libminidom0
-#
-# see: dh_installdeb(1)
-
-set -e
-
-# summary of how this script can be called:
-# * <postinst> `configure' <most-recently-configured-version>
-# * <old-postinst> `abort-upgrade' <new version>
-# * <conflictor's-postinst> `abort-remove' `in-favour' <package>
-# <new-version>
-# * <deconfigured's-postinst> `abort-deconfigure' `in-favour'
-# <failed-install-package> <version> `removing'
-# <conflicting-package> <version>
-# for details, see /usr/share/doc/packaging-manual/
-#
-# quoting from the policy:
-# Any necessary prompting should almost always be confined to the
-# post-installation script, and should be protected with a conditional
-# so that unnecessary prompting doesn't happen if a package's
-# installation fails and the `postinst' is called with `abort-upgrade',
-# `abort-remove' or `abort-deconfigure'.
-
-case "$1" in
- configure)
- ldconfig
- ;;
-
- abort-upgrade|abort-remove|abort-deconfigure)
-
- ;;
-
- *)
- echo "postinst called with unknown argument \`$1'" >&2
- exit 0
- ;;
-esac
-
-# dh_installdeb will replace this with shell code automatically
-# generated by other debhelper scripts.
-
-#DEBHELPER#
-
-exit 0
-
-
+++ /dev/null
-#!/usr/bin/make -f
-# Sample debian/rules that uses debhelper.
-# GNU copyright 1997 to 1999 by Joey Hess.
-
-# Uncomment this to turn on verbose mode.
-#export DH_VERBOSE=1
-
-# This is the debhelper compatability version to use.
-export DH_COMPAT=2
-
-# shared library versions, option 1
-#version=0.1.0
-#major=0
-# option 2, assuming the library is created as src/.libs/libfoo.so.2.0.5 or so
-version=`ls src/.libs/lib*.so.* | \
- awk '{if (match($$0,/[0-9]+\.[0-9]+\.[0-9]+$$/)) print substr($$0,RSTART)}'`
-major=`ls src/.libs/lib*.so.* | \
- awk '{if (match($$0,/\.so\.[0-9]+$$/)) print substr($$0,RSTART+4)}'`
-
-configure: configure-stamp
-configure-stamp:
- dh_testdir
- # Add here commands to configure the package.
- ./configure --prefix=/usr --mandir=\$${prefix}/share/man --infodir=\$${prefix}/share/info
-
- touch configure-stamp
-
-build: configure-stamp build-stamp
-build-stamp:
- dh_testdir
-
- # Add here commands to compile the package.
- $(MAKE)
-
- touch build-stamp
-
-clean:
- dh_testdir
- dh_testroot
- rm -f build-stamp configure-stamp
-
- # Add here commands to clean up after the build process.
- -$(MAKE) distclean
-
- dh_clean
-
-install: build
- dh_testdir
- dh_testroot
- dh_clean -k
- dh_installdirs
-
- # Add here commands to install the package into debian/minidom.
- $(MAKE) install prefix=$(CURDIR)/debian/tmp/usr
-
-
-# Build architecture-independent files here.
-binary-indep: build install
-# We have nothing to do by default.
-
-# Build architecture-dependent files here.
-binary-arch: build install
- dh_testdir
- dh_testroot
- #
- # build libminidom${major} package by moving files from minidom-dev
- #
-# dh_movefiles -plibminidom$(major) \
-# usr/lib/libminidom.so.$(major) \
-# usr/lib/libminidom.so.$(version)
-# dh_movefiles get file contents from debian/*.files
- dh_movefiles
-
-# dh_installdebconf
- dh_installdocs
- dh_installexamples
- dh_installmenu
-# dh_installemacsen
-# dh_installpam
-# dh_installinit
- dh_installcron
- dh_installmanpages
- dh_installinfo
- dh_undocumented
- dh_installchangelogs ChangeLog
- dh_link
- dh_strip
- dh_compress
- dh_fixperms
- # You may want to make some executables suid here.
-# dh_suidregister
- dh_makeshlibs
- dh_installdeb
-# dh_perl
- dh_shlibdeps
- dh_gencontrol
- dh_md5sums
- dh_builddeb
-
-binary: binary-indep binary-arch
-.PHONY: build clean binary-indep binary-arch binary install configure
+++ /dev/null
-
-usage()
-{
- cat <<EOF
-Usage: minidom-config [OPTIONS]
-Options:
- [--version]
- [--libs]
- [--cflags]
-EOF
- exit $1
-}
-
-if test $# -eq 0; then
- usage 1 1>&2
-fi
-
-while test $# -gt 0; do
- case "$1" in
- -*=*) optarg=`echo "$1" | sed 's/[-_a-zA-Z0-9]*=//'` ;;
- *) optarg= ;;
- esac
-
- case $1 in
- --version)
- echo $VERSION
- ;;
- --cflags)
- echo_cflags=yes
- ;;
- --libs)
- echo_libs=yes
- ;;
- *)
- usage 1 1>&2
- ;;
- esac
- shift
-done
-
-if test "$echo_cflags" = "yes"; then
- echo `$XML_CONFIG --cflags` -I$pkgincludedir
-fi
-
-if test "$echo_libs" = "yes"; then
- echo `$XML_CONFIG --libs` -L$libdir -lminidom
-fi
-
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of miniDOM, a minimal implementation of the
- * Document Object Model
- *
- * miniDOM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * miniDOM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with miniDOM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, send a mail to <luca.padovani@cs.unibo.it>
- */
-
-#include <config.h>
-#include <glib.h>
-#include <libxml/parser.h>
-#include <libxml/parserInternals.h>
-
-#include "minidom.h"
-
-gboolean
-mdom_string_eq(mDOMConstStringRef s1, mDOMConstStringRef s2)
-{
- g_return_val_if_fail(s1 != NULL, FALSE);
- g_return_val_if_fail(s2 != NULL, FALSE);
-
- return strcmp(C_CONST_STRING(s1), C_CONST_STRING(s2)) ? FALSE : TRUE;
-}
-
-mDOMStringRef
-mdom_string_dup(mDOMConstStringRef s)
-{
- g_return_val_if_fail(s != NULL, NULL);
- return xmlStrdup(s);
-}
-
-void
-mdom_string_free(mDOMStringRef s)
-{
- g_free(s);
-}
-
-mDOMDocRef
-mdom_load(const char* file_name, gboolean subst, mDOMEntityResolver entity_resolver)
-{
- xmlParserCtxtPtr ctxt;
- mDOMDocRef doc;
-
- g_return_val_if_fail(file_name != NULL, NULL);
-
- xmlSubstituteEntitiesDefault(subst);
-
- ctxt = xmlCreateFileParserCtxt(file_name);
- if (ctxt == NULL) return NULL;
- g_assert(ctxt->sax != NULL);
- ctxt->sax->getEntity = entity_resolver;
-
- xmlParseDocument(ctxt);
-
- doc = ctxt->myDoc;
- xmlFreeParserCtxt(ctxt);
-
- return doc;
-}
-
-void
-mdom_unload(mDOMDocRef doc)
-{
- g_return_if_fail(doc != NULL);
- xmlFreeDoc(doc);
-}
-
-mDOMDocRef
-mdom_doc_new(mDOMConstStringRef version)
-{
- mDOMDocRef doc;
-
- g_return_val_if_fail(version != NULL, NULL);
- doc = xmlNewDoc(version);
- g_return_val_if_fail(doc != NULL, NULL);
-
- doc->extSubset = xmlNewDtd(doc, DOM_CONST_STRING("Entities"), NULL, NULL);
-
- return doc;
-}
-
-void
-mdom_doc_free(mDOMDocRef doc)
-{
- g_return_if_fail(doc != NULL);
- xmlFreeDoc(doc);
-}
-
-mDOMEntityRef
-mdom_doc_add_entity(mDOMDocRef doc, mDOMConstStringRef name, mDOMConstStringRef content)
-{
- g_return_val_if_fail(doc != NULL, NULL);
- g_return_val_if_fail(name != NULL, NULL);
- g_return_val_if_fail(content != NULL, NULL);
-#ifdef HAVE_LIBXML2
- return xmlAddDtdEntity(doc, name, XML_INTERNAL_GENERAL_ENTITY, NULL, NULL, content);
-#else
- xmlAddDtdEntity(doc, name, XML_INTERNAL_GENERAL_ENTITY, NULL, NULL, content);
- return NULL;
-#endif
-}
-
-mDOMEntityRef
-mdom_doc_get_entity(mDOMDocRef doc, mDOMConstStringRef name)
-{
- g_return_val_if_fail(doc != NULL, NULL);
- g_return_val_if_fail(name != NULL, NULL);
- return xmlGetDtdEntity(doc, name);
-}
-
-mDOMEntityRef
-mdom_get_predefined_entity(mDOMConstStringRef name)
-{
- g_return_val_if_fail(name != NULL, NULL);
- return xmlGetPredefinedEntity(name);
-}
-
-mDOMConstStringRef
-mdom_entity_get_content(mDOMEntityRef entity)
-{
- g_return_val_if_fail(entity != NULL, NULL);
- return entity->content;
-}
-
-mDOMNodeRef
-mdom_doc_get_root_node(mDOMDocRef doc)
-{
- g_return_val_if_fail(doc != NULL, NULL);
- return xmlDocGetRootElement(doc);
-}
-
-void
-mdom_node_set_user_data(mDOMNodeRef node, gpointer user_data)
-{
- g_return_if_fail(node != NULL);
-#ifndef XML_WITHOUT_CORBA
- node->_private = user_data;
-#else
- g_assert_not_reached();
-#endif
-}
-
-gpointer
-mdom_node_get_user_data(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
-#ifndef XML_WITHOUT_CORBA
- return node->_private;
-#else
- g_assert_not_reached();
-#endif
-}
-
-gboolean
-mdom_node_is_text(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- return xmlNodeIsText(node) ? TRUE : FALSE;
-}
-
-gboolean
-mdom_node_is_element(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- return node->type == XML_ELEMENT_NODE;
-}
-
-gboolean
-mdom_node_is_blank(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
-#ifdef HAVE_LIBXML2
- return xmlIsBlankNode(node) ? TRUE : FALSE;
-#else
- return FALSE;
-#endif
-}
-
-gboolean
-mdom_node_is_entity_ref(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- return node->type == XML_ENTITY_REF_NODE;
-}
-
-guint
-mdom_node_get_type(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, 0);
- return node->type;
-}
-
-mDOMConstStringRef
-mdom_node_get_name(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return node->name;
-}
-
-mDOMConstStringRef
-mdom_node_get_ns_uri(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- if (node->ns == NULL) return NULL;
- return node->ns->href;
-}
-
-mDOMStringRef
-mdom_node_get_attribute(mDOMNodeRef node, mDOMConstStringRef name)
-{
- g_return_val_if_fail(node != NULL, NULL);
- g_return_val_if_fail(name != NULL, NULL);
- return xmlGetProp(node, name);
-}
-
-mDOMStringRef
-mdom_node_get_attribute_ns(mDOMNodeRef node, mDOMConstStringRef name, mDOMConstStringRef uri)
-{
- g_return_val_if_fail(node != NULL, NULL);
- g_return_val_if_fail(uri != NULL, NULL);
- g_return_val_if_fail(name != NULL, NULL);
- g_return_val_if_fail(mdom_node_is_element(node), NULL);
- return xmlGetNsProp(node, name, uri);
-}
-
-gboolean
-mdom_node_has_attribute(mDOMNodeRef node, mDOMConstStringRef name)
-{
-#ifndef HAVE_LIBXML2
- mDOMStringRef s = NULL;
-#endif /* HAVE_LIBXML2 */
- g_return_val_if_fail(node != NULL, FALSE);
- g_return_val_if_fail(name != NULL, FALSE);
-#ifdef HAVE_LIBXML2
- return (xmlHasProp(node, name) != NULL) ? TRUE : FALSE;
-#else
- s = xmlGetProp(node, name);
- if (s != NULL) {
- mdom_string_free(s);
- return TRUE;
- }
- return FALSE;
-#endif /* HAVE_LIBXML2 */
-}
-
-gboolean
-mdom_node_has_attribute_ns(mDOMNodeRef node, mDOMConstStringRef name, mDOMConstStringRef uri)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- g_return_val_if_fail(name != NULL, FALSE);
- g_return_val_if_fail(uri != NULL, FALSE);
-#ifdef HAVE_LIBXML2
- return (xmlHasNsProp(node, name, uri) != NULL) ? TRUE : FALSE;
-#else
- return FALSE;
-#endif /* HAVE_LIBXML2 */
-}
-
-mDOMStringRef
-mdom_node_get_content(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return xmlNodeGetContent(node);
-}
-
-mDOMNodeRef
-mdom_node_get_parent(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return node->parent;
-}
-
-mDOMNodeRef
-mdom_node_get_prev_sibling(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return node->prev;
-}
-
-mDOMNodeRef
-mdom_node_get_next_sibling(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return node->next;
-}
-
-mDOMNodeRef
-mdom_node_get_first_child(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
-#ifdef HAVE_LIBXML2
- return node->children;
-#else
- return node->childs;
-#endif
-}
-
-mDOMAttrRef
-mdom_node_get_first_attribute(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, NULL);
- return node->properties;
-}
-
-gboolean
-mdom_node_is_first(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- return node->prev == NULL;
-}
-
-gboolean
-mdom_node_is_last(mDOMNodeRef node)
-{
- g_return_val_if_fail(node != NULL, FALSE);
- return node->next == NULL;
-}
-
-mDOMConstStringRef
-mdom_attr_get_name(mDOMAttrRef attr)
-{
- g_return_val_if_fail(attr != NULL, NULL);
- return attr->name;
-}
-
-mDOMConstStringRef
-mdom_attr_get_ns_uri(mDOMAttrRef attr)
-{
- g_return_val_if_fail(attr != NULL, NULL);
- if (attr->ns == NULL) return NULL;
- return attr->ns->href;
-}
-
-mDOMStringRef
-mdom_attr_get_value(mDOMAttrRef attr)
-{
-#ifdef HAVE_LIBXML2
- g_return_val_if_fail(attr != NULL, NULL);
- return xmlNodeListGetString(attr->doc, attr->children, 1);
-#else
- mDOMNodeRef child;
- g_return_val_if_fail(attr != NULL, NULL);
-
- child = attr->val;
- if (child == NULL) return NULL;
- else return xmlNodeListGetString(child->doc, attr->val, 1);
-#endif
-}
-
-mDOMAttrRef
-mdom_attr_get_prev_sibling(mDOMAttrRef attr)
-{
-#ifdef HAVE_LIBXML2
- g_return_val_if_fail(attr != NULL, NULL);
- return attr->prev;
-#else
- /* in libxml 1.x there is no prev link in attributes */
- return NULL;
-#endif
-}
-
-mDOMAttrRef
-mdom_attr_get_next_sibling(mDOMAttrRef attr)
-{
- g_return_val_if_fail(attr != NULL, NULL);
- return attr->next;
-}
-
-mDOMNodeRef
-mdom_attr_get_parent(mDOMAttrRef attr)
-{
- g_return_val_if_fail(attr != NULL, NULL);
-#ifdef HAVE_LIBXML2
- return attr->parent;
-#else
- return attr->node;
-#endif
-}
+++ /dev/null
-/*
- * Copyright (C) 2000, Luca Padovani <luca.padovani@cs.unibo.it>.
- *
- * This file is part of miniDOM, a minimal implementation of the
- * Document Object Model
- *
- * miniDOM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * miniDOM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with miniDOM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
- *
- * For details, send a mail to <luca.padovani@cs.unibo.it>
- */
-
-#ifndef minidom_h
-#define minidom_h
-
-#include <glib.h>
-#include <libxml/parser.h>
-
-#ifdef __cplusplus
-extern "C" {
-#endif /* __cplusplus */
-
- typedef xmlChar* mDOMStringRef;
- typedef const xmlChar* mDOMConstStringRef;
- typedef xmlDocPtr mDOMDocRef;
- typedef xmlNodePtr mDOMNodeRef;
- typedef xmlAttrPtr mDOMAttrRef;
- typedef xmlEntityPtr mDOMEntityRef;
- typedef xmlNsPtr mDOMNsRef;
-
- typedef xmlEntityPtr (*mDOMEntityResolver)(void*, mDOMConstStringRef);
-
-#define C_STRING(s) ((char*) (s))
-#define C_CONST_STRING(s) ((const char*) (s))
-#define DOM_STRING(s) ((mDOMStringRef) (s))
-#define DOM_CONST_STRING(s) ((mDOMConstStringRef) (s))
-
- mDOMDocRef mdom_load(const char*, gboolean, mDOMEntityResolver);
- void mdom_unload(mDOMDocRef);
-
- gboolean mdom_string_eq(mDOMConstStringRef, mDOMConstStringRef);
- void mdom_string_free(mDOMStringRef);
- mDOMStringRef mdom_string_dup(mDOMConstStringRef);
-
- mDOMDocRef mdom_doc_new(mDOMConstStringRef);
- void mdom_doc_free(mDOMDocRef);
- mDOMNodeRef mdom_doc_get_root_node(mDOMDocRef);
- mDOMEntityRef mdom_doc_add_entity(mDOMDocRef, mDOMConstStringRef, mDOMConstStringRef);
- mDOMEntityRef mdom_doc_get_entity(mDOMDocRef, mDOMConstStringRef);
- mDOMEntityRef mdom_get_predefined_entity(mDOMConstStringRef);
- mDOMConstStringRef mdom_entity_get_content(mDOMEntityRef);
-
-#if 0
- mDOMNsRef mdom_doc_search_ns(mDOMDocRef, mDOMNodeRef, mDOMConstStringRef);
- mDOMNsRef mdom_doc_search_ns_by_uri(mDOMDocRef, mDOMNodeRef, mDOMConstStringRef);
- void mdom_ns_free(mDOMNsRef);
- mDOMNsRef mdom_node_ns_new(mDOMNodeRef, mDOMConstStringRef, mDOMConstStringRef);
-#endif
-
- void mdom_node_set_user_data(mDOMNodeRef, gpointer);
- gpointer mdom_node_get_user_data(mDOMNodeRef);
- gboolean mdom_node_is_text(mDOMNodeRef);
- gboolean mdom_node_is_element(mDOMNodeRef);
- gboolean mdom_node_is_entity_ref(mDOMNodeRef);
- gboolean mdom_node_is_blank(mDOMNodeRef);
- guint mdom_node_get_type(mDOMNodeRef);
- mDOMConstStringRef mdom_node_get_name(mDOMNodeRef);
- mDOMConstStringRef mdom_node_get_ns_uri(mDOMNodeRef);
- mDOMStringRef mdom_node_get_attribute(mDOMNodeRef, mDOMConstStringRef);
- mDOMStringRef mdom_node_get_attribute_ns(mDOMNodeRef, mDOMConstStringRef, mDOMConstStringRef);
- gboolean mdom_node_has_attribute(mDOMNodeRef, mDOMConstStringRef);
- gboolean mdom_node_has_attribute_ns(mDOMNodeRef, mDOMConstStringRef, mDOMConstStringRef);
- mDOMStringRef mdom_node_get_content(mDOMNodeRef);
- mDOMNodeRef mdom_node_get_parent(mDOMNodeRef);
- mDOMNodeRef mdom_node_get_prev_sibling(mDOMNodeRef);
- mDOMNodeRef mdom_node_get_next_sibling(mDOMNodeRef);
- mDOMNodeRef mdom_node_get_first_child(mDOMNodeRef);
- mDOMAttrRef mdom_node_get_first_attribute(mDOMNodeRef);
- gboolean mdom_node_is_first(mDOMNodeRef);
- gboolean mdom_node_is_last(mDOMNodeRef);
-
- mDOMConstStringRef mdom_attr_get_name(mDOMAttrRef);
- mDOMConstStringRef mdom_attr_get_ns_uri(mDOMAttrRef);
- mDOMStringRef mdom_attr_get_value(mDOMAttrRef);
- mDOMAttrRef mdom_attr_get_prev_sibling(mDOMAttrRef);
- mDOMAttrRef mdom_attr_get_next_sibling(mDOMAttrRef);
- mDOMNodeRef mdom_attr_get_parent(mDOMAttrRef);
-
-#ifdef __cplusplus
-}
-#endif /* __cplusplus */
-
-#endif /* minidom_h */
-
+++ /dev/null
-Summary: A minimal implementation of the DOM based on libxml2
-Name: minidom
-Version: @VERSION@
-Release: 1
-Copyright: GPL
-Group: Development/Libraries
-Source: www.cs.unibo.it:/~lpadovan/mml-widget/minidom-@VERSION@.tar.gz
-%description
-miniDOM is a minimal implementation of the Document Object
-Model.
-
-%prep
-%setup
-
-%build
-./configure
-make
-
-%install
-make install
-
-%files
-%doc AUTHORS BUGS COPYING ChangeLog HISTORY INSTALL LICENSE NEWS README TODO
-
-/usr/local/bin/minidom-config
-/usr/local/lib/libminidom.so
-/usr/local/lib/libminidom.so.0
-/usr/local/lib/libminidom.so.@VERSION@
-/usr/local/lib/libminidom.a
-/usr/local/lib/libminidom.la
-/usr/local/include/minidom/
+++ /dev/null
-AuthType Basic
-AuthName "Mowgli Members"
-AuthUserFile /home/projects/mowgli/apache_auth/users
-AuthGroupFile /home/projects/mowgli/apache_auth/groups
-require valid-user
+++ /dev/null
-home.html
-index.html
-menu.html
-consortium.html
-project.html
-news.html
-mowgli-events.html
-other-events.html
-deadlines.html
-people-list.html
-latest-news.xml
-approaching-deadlines.xml
\ No newline at end of file
+++ /dev/null
-# Note: "make FRAMES=x" works too
-FRAMES = yes
-#FRAMES = no
-
-DESTDIR = /projects/mowgli/public_html
-#DESTDIR = /tmp/mowgli
-
-HTMLDESTDIRSUFFIX = html_$(FRAMES)_frames
-
-HTMLDESTDIR = $(DESTDIR)/$(HTMLDESTDIRSUFFIX)
-
-XSLTP = xsltproc --param current-date "'`date`'"
-TEMPLATESROOT = ../templates
-XMLROOT = ../xml
-XSLROOT = ../xsl
-
-RMDOCTYPE = "s/<\\!DOCTYPE[^>]*>//"
-
-XHTMLCONTENT = $(XSLROOT)/xhtml-content.xsl
-
-PEOPLE = \
- people/aei/kelley.html \
- people/aei/pollney.html \
- people/aei/schutz.html \
- people/aei/velden.html \
- people/aei/wegner.html \
- people/aei/weyher.html \
- people/bologna/asperti.html \
- people/bologna/guidi.html \
- people/bologna/padovani.html \
- people/bologna/sacerdoti.html \
- people/bologna/schena.html \
- people/dfki/kohlhase.html \
- people/dfki/melis.html \
- people/dfki/siekmann.html \
- people/dfki/moschner.html \
- people/dfki/goguadze.html \
- people/dfki/libbrecht.html \
- people/inria/amerkad.html \
- people/inria/bertot.html \
- people/inria/chicli.html \
- people/inria/delahaye.html \
- people/inria/herbelin.html \
- people/inria/naciri.html \
- people/inria/pottier.html \
- people/inria/rideau.html \
- people/inria/thery.html \
- people/inria/werner.html \
- people/nijmegen/barendregt.html \
- people/nijmegen/barreiro.html \
- people/nijmegen/cohen.html \
- people/nijmegen/cruz-filipe.html \
- people/nijmegen/geuvers.html \
- people/nijmegen/niqui.html \
- people/nijmegen/stein.html \
- people/nijmegen/synek.html \
- people/nijmegen/wiedijk.html \
- people/trusted-logic/bolignano.html \
- people/trusted-logic/gimenez.html \
- people/trusted-logic/loiseaux.html
-
-DOCUMENTS = \
- index.html \
- home.html \
- menu.html \
- proposal/project-management.html \
- proposal/project-objectives.html \
- proposal/project-summary.html \
- proposal/contribution.html \
- proposal/innovation.html \
- proposal/EC-contribution.html \
- proposal/econ-scient-tech-prospects.html \
- proposal/project-planning.html \
- proposal/project-components.html \
- consortium.html \
- project.html \
- news.html \
- other-events.html \
- mowgli-events.html \
- deadlines.html \
- people-list.html \
- slides/mowgligroup.html \
- deliverables/distribution/d5a.html \
- deliverables/distribution/d5b.html \
- deliverables/information-dissemination-and-exploitation/d7a.html \
- deliverables/information-dissemination-and-exploitation/d7b.html \
- deliverables/interfaces/d4a.html \
- deliverables/interfaces/d4b.html \
- deliverables/interfaces/d4c.html \
- deliverables/interfaces/d4d.html \
- deliverables/interfaces/d4e.html \
- deliverables/metadata/d3a.html \
- deliverables/metadata/d3b.html \
- deliverables/project-management/d0a.html \
- deliverables/project-management/d0b.html \
- deliverables/project-management/d0c.html \
- deliverables/project-management/d0d.html \
- deliverables/requirement-analysis/d1a.html \
- deliverables/requirement-analysis/d1b.html \
- deliverables/requirement-analysis/d1c.html \
- deliverables/testing-and-validation/d6a.html \
- deliverables/testing-and-validation/d6b.html \
- deliverables/testing-and-validation/d6c.html \
- deliverables/testing-and-validation/d6d.html \
- deliverables/transformation/d2a.html \
- deliverables/transformation/d2b.html \
- deliverables/transformation/d2c.html \
- deliverables/transformation/d2d.html \
- deliverables/transformation/d2e.html \
- deliverables/transformation/d2f.html \
- deliverables/transformation/d2g.html \
- members/index.html \
- members/ml-help-example.txt \
- members/kick-off.html \
- mowgli-events/kick-off.html \
- software/index.html \
- sites/aei.html \
- sites/bologna.html \
- sites/dfki.html \
- sites/inria.html \
- sites/nijmegen.html \
- sites/trusted-logic.html \
- publications/index.html \
- publications/mowgli/crimea2002_aw_on_line.html \
- publications/mowgli/crimea2002_aw.html \
- publications/others/category_al.html \
- publications/others/crimea2001_apss.html \
- publications/others/cup_s.html \
- publications/others/cup_s2.html \
- publications/others/extreme2001_apss.html \
- publications/others/har_bg.html \
- publications/others/jep_ws.html \
- publications/others/jep_wwsw.html \
- publications/others/jlp2001_scg.html \
- publications/others/mathml2000_apss.html \
- publications/others/mscs_gb.html \
- publications/others/tcs2001_og.html \
- publications/others/tphols2000_gwz.html \
- publications/others/tphols2001_apss.html \
- publications/others/w3c_bl98.html \
- publications/others/cup_hp91.html \
- publications/others/cup_hp93.html \
- publications/others/cc.html \
- work-packages/index.html \
- work-packages/distribution.html \
- work-packages/information-dissemination-and-exploitation.html \
- work-packages/interfaces.html \
- work-packages/metadata.html \
- work-packages/project-management.html \
- work-packages/requirement-analysis.html \
- work-packages/testing-and-validation.html \
- work-packages/transformation.html \
- $(PEOPLE)
-
-all: $(DOCUMENTS)
-
-home.html: $(XMLROOT)/home.xml \
- $(XMLROOT)/news.xml \
- $(XMLROOT)/other-events.xml \
- $(XMLROOT)/mowgli-events.xml \
- $(XSLROOT)/latest-news.xsl \
- $(XSLROOT)/approaching-deadlines.xsl \
- $(XHTMLCONTENT)
- $(XSLTP) -o latest-news.xml $(XSLROOT)/latest-news.xsl $(XMLROOT)/news.xml
- $(XSLTP) --param today `date +%Y%m%d` -o approaching-deadlines.xml $(XSLROOT)/approaching-deadlines.xsl $(XMLROOT)/other-events.xml
- $(XSLTP) --param make_header "false()" --param path_to_top "'.'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) $(XMLROOT)/home.xml
-
-menu.html: $(XMLROOT)/menu.xml $(XHTMLCONTENT)
- $(XSLTP) --param path_to_top "'.'" --param use_frames "'$(FRAMES)'" --param make_header "false()" --param make_footer "false()" -o $@ $(XHTMLCONTENT) $<
-
-index.html: $(TEMPLATESROOT)/index.html
- cp $< $@
-
-members/ml-help-example.txt: $(TEMPLATESROOT)/ml-help-example.txt
- cp $< $@
-
-slides/%.html: $(XMLROOT)/slides/%.xml $(XHTMLCONTENT)
- $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) $<
-
-members/index.html: $(XMLROOT)/members-index.xml \
- $(XHTMLCONTENT)
- sed $(RMDOCTYPE) $< | $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) -
-
-members/kick-off.html: $(XMLROOT)/members/kick-off.xml \
- $(XSLROOT)/minutes.xsl \
- $(XHTMLCONTENT)
- $(XSLTP) $(XSLROOT)/minutes.xsl $< | $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) -
-
-software/index.html: $(XMLROOT)/software/index.xml \
- $(XHTMLCONTENT)
- $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) $<
-
-proposal/project-management.html: $(XMLROOT)/proposal/project-management.xml \
- $(XHTMLCONTENT) \
- $(XSLROOT)/management.xsl
- $(XSLTP) $(XSLROOT)/management.xsl $< | $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) -
-
-proposal/project-summary.html: $(XMLROOT)/proposal/project-summary.xml \
- $(XHTMLCONTENT)
- sed $(RMDOCTYPE) $< | $(XSLTP) --param path_to_top "'..'" --param use_frames "'$(FRAMES)'" -o $@ $(XHTMLCONTENT) -
-
-proposal/project-objectives.html: $(XMLROOT)/proposal/project-objectives.xml \
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+++ /dev/null
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-d5b.html
+++ /dev/null
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+++ /dev/null
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-d4c.html
-d4d.html
-d4e.html
+++ /dev/null
-d3a.html
-d3b.html
+++ /dev/null
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-d0c.html
-d0d.html
+++ /dev/null
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-d1b.html
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+++ /dev/null
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-d6d.html
+++ /dev/null
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-d2c.html
-d2d.html
-d2e.html
-d2f.html
-d2g.html
+++ /dev/null
-index.html
-ml-help-example.txt
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+++ /dev/null
-kick-off.html
+++ /dev/null
-kelley.html
-pollney.html
-schutz.html
-velden.html
-wegner.html
-weyher.html
+++ /dev/null
-asperti.html
-guidi.html
-padovani.html
-sacerdoti.html
-schena.html
+++ /dev/null
-kohlhase.html
-melis.html
-siekmann.html
-moschner.html
-goguadze.html
-libbrecht.html
+++ /dev/null
-amerkad.html
-bertot.html
-chicli.html
-delahaye.html
-herbelin.html
-naciri.html
-pottier.html
-rideau.html
-thery.html
-werner.html
+++ /dev/null
-barendregt.html
-barreiro.html
-cohen.html
-cruz-filipe.html
-geuvers.html
-niqui.html
-stein.html
-synek.html
-wiedijk.html
+++ /dev/null
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-gimenez.html
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+++ /dev/null
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-project-components.html
+++ /dev/null
-index.html
+++ /dev/null
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-crimea2002_aw_on_line.html
+++ /dev/null
-category_al.html
-crimea2001_apss.html
-cup_s.html
-cup_s2.html
-extreme2001_apss.html
-har_bg.html
-jep_ws.html
-jep_wwsw.html
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-tphols2001_apss.html
-cc.html
-cup_hp91.html
-cup_hp93.html
-w3c_bl98.html
\ No newline at end of file
+++ /dev/null
-aei.html
-bologna.html
-dfki.html
-inria.html
-nijmegen.html
-trusted-logic.html
+++ /dev/null
-mowgligroup.html
+++ /dev/null
-index.html
+++ /dev/null
-index.html
-distribution.html
-information-dissemination-and-exploitation.html
-interfaces.html
-metadata.html
-project-management.html
-requirement-analysis.html
-testing-and-validation.html
-transformation.html
+++ /dev/null
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-% This junk string is used by the show operators
-/PATsstr 1 string def
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-% PATdraw - calculates the boundaries of the object and
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- save exch
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- newpath
- PATfill % -
- restore
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-% PATfill - performs the tiling for the shape
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- PatternGState PATsg
- % Set the color for uncolored pattezns
- PaintType 2 eq { PATDict /PColor get PATsc } if
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- % Move to the starting location
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- moveto % nw nh px py str source
- % For multiple sources, set the appropriate color
- Multi 1 ne { dup PC exch get PATsc } if
- % Set the appropriate string for the source
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- % Loop over the number of vertical cells
- 3 index % nw nh px py str nh
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- YStep add moveto % nw nh px py str
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- } for
- 5 { pop } repeat
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-
-% PATkshow - kshow with the current pattezn
-/PATkshow { % proc string
- exch bind % string proc
- 1 index 0 get % string proc char
- % Loop over all but the last character in the string
- 0 1 4 index length 2 sub {
- % string proc char idx
- % Find the n+1th character in the string
- 3 index exch 1 add get % string proe char char+1
- exch 2 copy % strinq proc char+1 char char+1 char
- % Now show the nth character
- PATsstr dup 0 4 -1 roll put % string proc chr+1 chr chr+1 (chr)
- false charpath % string proc char+1 char char+1
- /clip load PATdraw
- % Move past the character (charpath modified the current point)
- currentpoint newpath moveto
- % Execute the user proc (should consume char and char+1)
- mark 3 1 roll % string proc char+1 mark char char+1
- 4 index exec % string proc char+1 mark...
- cleartomark % string proc char+1
- } for
- % Now display the last character
- PATsstr dup 0 4 -1 roll put % string proc (char+1)
- false charpath % string proc
- /clip load PATdraw
- neewath
- pop pop % -
-} bind def
-% PATmp - the makepattern equivalent
-/PATmp { % patdict patmtx PATmp patinstance
- exch dup length 7 add % We will add 6 new entries plus 1 FID
- dict copy % Create a new dictionary
- begin
- % Matrix to install when painting the pattern
- TilingType PATtcalc
- /PatternGState PATcg def
- PatternGState /cm 3 -1 roll put
- % Check for multi pattern sources (Level 1 fast color patterns)
- currentdict /Multi known not { /Multi 1 def } if
- % Font dictionary definitions
- /FontType 3 def
- % Create a dummy encoding vector
- /Encoding 256 array def
- 3 string 0 1 255 {
- Encoding exch dup 3 index cvs cvn put } for pop
- /FontMatrix matrix def
- /FontBBox BBox def
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- mark 3 1 roll % mark dict char
- exch begin
- Multi 1 ne {PaintData exch get}{pop} ifelse % mark [paintdata]
- PaintType 2 eq Multi 1 ne or
- { XStep 0 FontBBox aload pop setcachedevice }
- { XStep 0 setcharwidth } ifelse
- currentdict % mark [paintdata] dict
- /PaintProc load % mark [paintdata] dict paintproc
- end
- gsave
- false PATredef exec true PATredef
- grestore
- cleartomark % -
- } bind def
- currentdict
- end % newdict
- /foo exch % /foo newlict
- definefont % newfont
-} bind def
-% PATpcalc - calculates the starting point and width/height
-% of the tile fill for the shape
-/PATpcalc { % - PATpcalc nw nh px py
- PATDict /CurrentPattern get begin
- gsave
- % Set up the coordinate system to Pattern Space
- % and lock down pattern
- PatternGState /cm get setmatrix
- BBox aload pop pop pop translate
- % Determine the bounding box of the shape
- pathbbox % llx lly urx ury
- grestore
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- PatHeight div ceiling % llx lly urx qh
- 4 1 roll % qh llx lly urx
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- 4 1 roll % qw qh llx lly
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- 4 1 roll % pw ph qw qh
- 2 index sub cvi abs % pw ph qs qh-ph
- exch 3 index sub cvi abs exch % pw ph nw=qw-pw nh=qh-ph
- % Determine the starting point of the pattern fill
- %(px, py)
- 4 2 roll % nw nh pw ph
- PatHeight mul % nw nh pw py
- exch % nw nh py pw
- PatWidth mul exch % nw nh px py
- end
-} bind def
-
-% Save the original routines so that we can use them later on
-/oldfill /fill load def
-/oldeofill /eofill load def
-/oldstroke /stroke load def
-/oldshow /show load def
-/oldashow /ashow load def
-/oldwidthshow /widthshow load def
-/oldawidthshow /awidthshow load def
-/oldkshow /kshow load def
-
-% These defs are necessary so that subsequent procs don't bind in
-% the originals
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-/stroke { oldstroke } bind def
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-% Conditionally define setcmykcolor if not available
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-
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- end
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-% PATstroke - stroke with the current pattern
-/PATstroke {
- countdictstack
- save
- mark
- {
- currentpoint strokepath moveto
- PATpcalc % proc nw nh px py
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- } stopped {
- (*** PATstroke Warning: Path is too complex, stroking
- with gray) =
- cleartomark
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- newpath
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- gsave
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- 2 ne {
- % Distort the pattern so that it occupies
- % an integral number of device pixels
- dup 4 get exch dup 5 get exch % tx ty cmtx
- XStep 0 dtransform
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- XStep div exch XStep div exch % tx ty cmtx a b
- 0 YStep dtransform
- round exch round exch % tx ty cmtx a b dy.x dy.y
- YStep div exch YStep div exch % tx ty cmtx a b c d
- 7 -3 roll astore % { a b c d tx ty }
- } if
- grestore
-} bind def
-/PATusp {
- false PATredef
- PATDict begin
- CColor PATsc
- end
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-
-% this is the pattern fill program from the Second edition Reference Manual
-% with changes to call the above pattern fill
-% left30
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-/PatternType 1 def
-/TilingType 1 def
-/BBox [0 0 1 1] def
-/XStep 1 def
-/YStep 1 def
-/PatWidth 1 def
-/PatHeight 1 def
-/Multi 2 def
-/PaintData [
- { clippath } bind
- { 32 16 true [ 32 0 0 -16 0 16 ]
- {<c000c000300030000c000c000300030000c000c000300030
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- imagemask } bind
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-/PaintProc {
- pop
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-currentdict
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- bind def
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-8#302 /Acircumflex 8#303 /Atilde 8#304 /Adieresis 8#305 /Aring
-8#306 /AE 8#307 /Ccedilla 8#310 /Egrave 8#311 /Eacute
-8#312 /Ecircumflex 8#313 /Edieresis 8#314 /Igrave 8#315 /Iacute
-8#316 /Icircumflex 8#317 /Idieresis 8#320 /Eth 8#321 /Ntilde 8#322 /Ograve
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-8#341 /aacute 8#342 /acircumflex 8#343 /atilde 8#344 /adieresis 8#345 /aring
-8#346 /ae 8#347 /ccedilla 8#350 /egrave 8#351 /eacute
-8#352 /ecircumflex 8#353 /edieresis 8#354 /igrave 8#355 /iacute
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-8#363 /oacute 8#364 /ocircumflex 8#365 /otilde 8#366 /odieresis 8#367 /divide
-8#370 /oslash 8#371 /ugrave 8#372 /uacute 8#373 /ucircumflex
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-/Times-Roman /Times-Roman-iso isovec ReEncode
- /DrawEllipse {
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-(same)321 2394 y(do)s(cumen)m(t)22 b(and)g(global)f(managemen)m(t)j(of)
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-(ti\014ers,)321 2620 y(their)36 b(mapping)f(to)j(Uniform)d(Resource)i
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- % current point)
- currentpoint % cx cy cchar rx ry char x y
- newpath
- moveto % cx cy cchar rx ry char
- % Reposition by cx,cy if the character in the string is cchar
- 3 index eq { % cx cy cchar rx ry
- 4 index 4 index rmoveto
- } if
- % Reposition all characters by rx ry
- 2 copy rmoveto % cx cy cchar rx ry
- } forall
- pop pop pop pop pop % -
- currentpoint
- newpath
- moveto
-} bind def
-/PATcg {
- 7 dict dup begin
- /lw currentlinewidth def
- /lc currentlinecap def
- /lj currentlinejoin def
- /ml currentmiterlimit def
- /ds [ currentdash ] def
- /cc [ currentrgbcolor ] def
- /cm matrix currentmatrix def
- end
-} bind def
-% PATdraw - calculates the boundaries of the object and
-% fills it with the current pattern
-/PATdraw { % proc
- save exch
- PATpcalc % proc nw nh px py
- 5 -1 roll exec % nw nh px py
- newpath
- PATfill % -
- restore
-} bind def
-% PATfill - performs the tiling for the shape
-/PATfill { % nw nh px py PATfill -
- PATDict /CurrentPattern get dup begin
- setfont
- % Set the coordinate system to Pattern Space
- PatternGState PATsg
- % Set the color for uncolored pattezns
- PaintType 2 eq { PATDict /PColor get PATsc } if
- % Create the string for showing
- 3 index string % nw nh px py str
- % Loop for each of the pattern sources
- 0 1 Multi 1 sub { % nw nh px py str source
- % Move to the starting location
- 3 index 3 index % nw nh px py str source px py
- moveto % nw nh px py str source
- % For multiple sources, set the appropriate color
- Multi 1 ne { dup PC exch get PATsc } if
- % Set the appropriate string for the source
- 0 1 7 index 1 sub { 2 index exch 2 index put } for pop
- % Loop over the number of vertical cells
- 3 index % nw nh px py str nh
- { % nw nh px py str
- currentpoint % nw nh px py str cx cy
- 2 index show % nw nh px py str cx cy
- YStep add moveto % nw nh px py str
- } repeat % nw nh px py str
- } for
- 5 { pop } repeat
- end
-} bind def
-
-% PATkshow - kshow with the current pattezn
-/PATkshow { % proc string
- exch bind % string proc
- 1 index 0 get % string proc char
- % Loop over all but the last character in the string
- 0 1 4 index length 2 sub {
- % string proc char idx
- % Find the n+1th character in the string
- 3 index exch 1 add get % string proe char char+1
- exch 2 copy % strinq proc char+1 char char+1 char
- % Now show the nth character
- PATsstr dup 0 4 -1 roll put % string proc chr+1 chr chr+1 (chr)
- false charpath % string proc char+1 char char+1
- /clip load PATdraw
- % Move past the character (charpath modified the current point)
- currentpoint newpath moveto
- % Execute the user proc (should consume char and char+1)
- mark 3 1 roll % string proc char+1 mark char char+1
- 4 index exec % string proc char+1 mark...
- cleartomark % string proc char+1
- } for
- % Now display the last character
- PATsstr dup 0 4 -1 roll put % string proc (char+1)
- false charpath % string proc
- /clip load PATdraw
- neewath
- pop pop % -
-} bind def
-% PATmp - the makepattern equivalent
-/PATmp { % patdict patmtx PATmp patinstance
- exch dup length 7 add % We will add 6 new entries plus 1 FID
- dict copy % Create a new dictionary
- begin
- % Matrix to install when painting the pattern
- TilingType PATtcalc
- /PatternGState PATcg def
- PatternGState /cm 3 -1 roll put
- % Check for multi pattern sources (Level 1 fast color patterns)
- currentdict /Multi known not { /Multi 1 def } if
- % Font dictionary definitions
- /FontType 3 def
- % Create a dummy encoding vector
- /Encoding 256 array def
- 3 string 0 1 255 {
- Encoding exch dup 3 index cvs cvn put } for pop
- /FontMatrix matrix def
- /FontBBox BBox def
- /BuildChar {
- mark 3 1 roll % mark dict char
- exch begin
- Multi 1 ne {PaintData exch get}{pop} ifelse % mark [paintdata]
- PaintType 2 eq Multi 1 ne or
- { XStep 0 FontBBox aload pop setcachedevice }
- { XStep 0 setcharwidth } ifelse
- currentdict % mark [paintdata] dict
- /PaintProc load % mark [paintdata] dict paintproc
- end
- gsave
- false PATredef exec true PATredef
- grestore
- cleartomark % -
- } bind def
- currentdict
- end % newdict
- /foo exch % /foo newlict
- definefont % newfont
-} bind def
-% PATpcalc - calculates the starting point and width/height
-% of the tile fill for the shape
-/PATpcalc { % - PATpcalc nw nh px py
- PATDict /CurrentPattern get begin
- gsave
- % Set up the coordinate system to Pattern Space
- % and lock down pattern
- PatternGState /cm get setmatrix
- BBox aload pop pop pop translate
- % Determine the bounding box of the shape
- pathbbox % llx lly urx ury
- grestore
- % Determine (nw, nh) the # of cells to paint width and height
- PatHeight div ceiling % llx lly urx qh
- 4 1 roll % qh llx lly urx
- PatWidth div ceiling % qh llx lly qw
- 4 1 roll % qw qh llx lly
- PatHeight div floor % qw qh llx ph
- 4 1 roll % ph qw qh llx
- PatWidth div floor % ph qw qh pw
- 4 1 roll % pw ph qw qh
- 2 index sub cvi abs % pw ph qs qh-ph
- exch 3 index sub cvi abs exch % pw ph nw=qw-pw nh=qh-ph
- % Determine the starting point of the pattern fill
- %(px, py)
- 4 2 roll % nw nh pw ph
- PatHeight mul % nw nh pw py
- exch % nw nh py pw
- PatWidth mul exch % nw nh px py
- end
-} bind def
-
-% Save the original routines so that we can use them later on
-/oldfill /fill load def
-/oldeofill /eofill load def
-/oldstroke /stroke load def
-/oldshow /show load def
-/oldashow /ashow load def
-/oldwidthshow /widthshow load def
-/oldawidthshow /awidthshow load def
-/oldkshow /kshow load def
-
-% These defs are necessary so that subsequent procs don't bind in
-% the originals
-/fill { oldfill } bind def
-/eofill { oldeofill } bind def
-/stroke { oldstroke } bind def
-/show { oldshow } bind def
-/ashow { oldashow } bind def
-/widthshow { oldwidthshow } bind def
-/awidthshow { oldawidthshow } bind def
-/kshow { oldkshow } bind def
-/PATredef {
- MyAppDict begin
- {
- /fill { /clip load PATdraw newpath } bind def
- /eofill { /eoclip load PATdraw newpath } bind def
- /stroke { PATstroke } bind def
- /show { 0 0 null 0 0 6 -1 roll PATawidthshow } bind def
- /ashow { 0 0 null 6 3 roll PATawidthshow }
- bind def
- /widthshow { 0 0 3 -1 roll PATawidthshow }
- bind def
- /awidthshow { PATawidthshow } bind def
- /kshow { PATkshow } bind def
- } {
- /fill { oldfill } bind def
- /eofill { oldeofill } bind def
- /stroke { oldstroke } bind def
- /show { oldshow } bind def
- /ashow { oldashow } bind def
- /widthshow { oldwidthshow } bind def
- /awidthshow { oldawidthshow } bind def
- /kshow { oldkshow } bind def
- } ifelse
- end
-} bind def
-false PATredef
-% Conditionally define setcmykcolor if not available
-/setcmykcolor where { pop } {
- /setcmykcolor {
- 1 sub 4 1 roll
- 3 {
- 3 index add neg dup 0 lt { pop 0 } if 3 1 roll
- } repeat
- setrgbcolor - pop
- } bind def
-} ifelse
-/PATsc { % colorarray
- aload length % c1 ... cn length
- dup 1 eq { pop setgray } { 3 eq { setrgbcolor } { setcmykcolor
- } ifelse } ifelse
-} bind def
-/PATsg { % dict
- begin
- lw setlinewidth
- lc setlinecap
- lj setlinejoin
- ml setmiterlimit
- ds aload pop setdash
- cc aload pop setrgbcolor
- cm setmatrix
- end
-} bind def
-
-/PATDict 3 dict def
-/PATsp {
- true PATredef
- PATDict begin
- /CurrentPattern exch def
- % If it's an uncolored pattern, save the color
- CurrentPattern /PaintType get 2 eq {
- /PColor exch def
- } if
- /CColor [ currentrgbcolor ] def
- end
-} bind def
-% PATstroke - stroke with the current pattern
-/PATstroke {
- countdictstack
- save
- mark
- {
- currentpoint strokepath moveto
- PATpcalc % proc nw nh px py
- clip newpath PATfill
- } stopped {
- (*** PATstroke Warning: Path is too complex, stroking
- with gray) =
- cleartomark
- restore
- countdictstack exch sub dup 0 gt
- { { end } repeat } { pop } ifelse
- gsave 0.5 setgray oldstroke grestore
- } { pop restore pop } ifelse
- newpath
-} bind def
-/PATtcalc { % modmtx tilingtype PATtcalc tilematrix
- % Note: tiling types 2 and 3 are not supported
- gsave
- exch concat % tilingtype
- matrix currentmatrix exch % cmtx tilingtype
- % Tiling type 1 and 3: constant spacing
- 2 ne {
- % Distort the pattern so that it occupies
- % an integral number of device pixels
- dup 4 get exch dup 5 get exch % tx ty cmtx
- XStep 0 dtransform
- round exch round exch % tx ty cmtx dx.x dx.y
- XStep div exch XStep div exch % tx ty cmtx a b
- 0 YStep dtransform
- round exch round exch % tx ty cmtx a b dy.x dy.y
- YStep div exch YStep div exch % tx ty cmtx a b c d
- 7 -3 roll astore % { a b c d tx ty }
- } if
- grestore
-} bind def
-/PATusp {
- false PATredef
- PATDict begin
- CColor PATsc
- end
-} bind def
-
-% crosshatch30
-11 dict begin
-/PaintType 1 def
-/PatternType 1 def
-/TilingType 1 def
-/BBox [0 0 1 1] def
-/XStep 1 def
-/YStep 1 def
-/PatWidth 1 def
-/PatHeight 1 def
-/Multi 2 def
-/PaintData [
- { clippath } bind
- { 32 16 true [ 32 0 0 -16 0 16 ]
- {<033003300c0c0c0c30033003c000c000300330030c0c0c0c
- 0330033000c000c0033003300c0c0c0c30033003c000c000
- 300330030c0c0c0c0330033000c000c0>}
- imagemask } bind
-] def
-/PaintProc {
- pop
- exec fill
-} def
-currentdict
-end
-/P3 exch def
-
-% left45
-11 dict begin
-/PaintType 1 def
-/PatternType 1 def
-/TilingType 1 def
-/BBox [0 0 1 1] def
-/XStep 1 def
-/YStep 1 def
-/PatWidth 1 def
-/PatHeight 1 def
-/Multi 2 def
-/PaintData [
- { clippath } bind
- { 32 32 true [ 32 0 0 -32 0 32 ]
- {<808080804040404020202020101010100808080804040404
- 020202020101010180808080404040402020202010101010
- 080808080404040402020202010101018080808040404040
- 202020201010101008080808040404040202020201010101
- 808080804040404020202020101010100808080804040404
- 0202020201010101>}
- imagemask } bind
-] def
-/PaintProc {
- pop
- exec fill
-} def
-currentdict
-end
-/P4 exch def
-
-% crosshatch45
-11 dict begin
-/PaintType 1 def
-/PatternType 1 def
-/TilingType 1 def
-/BBox [0 0 1 1] def
-/XStep 1 def
-/YStep 1 def
-/PatWidth 1 def
-/PatHeight 1 def
-/Multi 2 def
-/PaintData [
- { clippath } bind
- { 32 32 true [ 32 0 0 -32 0 32 ]
- {<828282824444444428282828101010102828282844444444
- 828282820101010182828282444444442828282810101010
- 282828284444444482828282010101018282828244444444
- 282828281010101028282828444444448282828201010101
- 828282824444444428282828101010102828282844444444
- 8282828201010101>}
- imagemask } bind
-] def
-/PaintProc {
- pop
- exec fill
-} def
-currentdict
-end
-/P6 exch def
-
-/cp {closepath} bind def
-/ef {eofill} bind def
-/gr {grestore} bind def
-/gs {gsave} bind def
-/sa {save} bind def
-/rs {restore} bind def
-/l {lineto} bind def
-/m {moveto} bind def
-/rm {rmoveto} bind def
-/n {newpath} bind def
-/s {stroke} bind def
-/sh {show} bind def
-/slc {setlinecap} bind def
-/slj {setlinejoin} bind def
-/slw {setlinewidth} bind def
-/srgb {setrgbcolor} bind def
-/rot {rotate} bind def
-/sc {scale} bind def
-/sd {setdash} bind def
-/ff {findfont} bind def
-/sf {setfont} bind def
-/scf {scalefont} bind def
-/sw {stringwidth} bind def
-/tr {translate} bind def
-/tnt {dup dup currentrgbcolor
- 4 -2 roll dup 1 exch sub 3 -1 roll mul add
- 4 -2 roll dup 1 exch sub 3 -1 roll mul add
- 4 -2 roll dup 1 exch sub 3 -1 roll mul add srgb}
- bind def
-/shd {dup dup currentrgbcolor 4 -2 roll mul 4 -2 roll mul
- 4 -2 roll mul srgb} bind def
-/reencdict 12 dict def /ReEncode { reencdict begin
-/newcodesandnames exch def /newfontname exch def /basefontname exch def
-/basefontdict basefontname findfont def /newfont basefontdict maxlength dict def
-basefontdict { exch dup /FID ne { dup /Encoding eq
-{ exch dup length array copy newfont 3 1 roll put }
-{ exch newfont 3 1 roll put } ifelse } { pop pop } ifelse } forall
-newfont /FontName newfontname put newcodesandnames aload pop
-128 1 255 { newfont /Encoding get exch /.notdef put } for
-newcodesandnames length 2 idiv { newfont /Encoding get 3 1 roll put } repeat
-newfontname newfont definefont pop end } def
-/isovec [
-8#055 /minus 8#200 /grave 8#201 /acute 8#202 /circumflex 8#203 /tilde
-8#204 /macron 8#205 /breve 8#206 /dotaccent 8#207 /dieresis
-8#210 /ring 8#211 /cedilla 8#212 /hungarumlaut 8#213 /ogonek 8#214 /caron
-8#220 /dotlessi 8#230 /oe 8#231 /OE
-8#240 /space 8#241 /exclamdown 8#242 /cent 8#243 /sterling
-8#244 /currency 8#245 /yen 8#246 /brokenbar 8#247 /section 8#250 /dieresis
-8#251 /copyright 8#252 /ordfeminine 8#253 /guillemotleft 8#254 /logicalnot
-8#255 /hyphen 8#256 /registered 8#257 /macron 8#260 /degree 8#261 /plusminus
-8#262 /twosuperior 8#263 /threesuperior 8#264 /acute 8#265 /mu 8#266 /paragraph
-8#267 /periodcentered 8#270 /cedilla 8#271 /onesuperior 8#272 /ordmasculine
-8#273 /guillemotright 8#274 /onequarter 8#275 /onehalf
-8#276 /threequarters 8#277 /questiondown 8#300 /Agrave 8#301 /Aacute
-8#302 /Acircumflex 8#303 /Atilde 8#304 /Adieresis 8#305 /Aring
-8#306 /AE 8#307 /Ccedilla 8#310 /Egrave 8#311 /Eacute
-8#312 /Ecircumflex 8#313 /Edieresis 8#314 /Igrave 8#315 /Iacute
-8#316 /Icircumflex 8#317 /Idieresis 8#320 /Eth 8#321 /Ntilde 8#322 /Ograve
-8#323 /Oacute 8#324 /Ocircumflex 8#325 /Otilde 8#326 /Odieresis 8#327 /multiply
-8#330 /Oslash 8#331 /Ugrave 8#332 /Uacute 8#333 /Ucircumflex
-8#334 /Udieresis 8#335 /Yacute 8#336 /Thorn 8#337 /germandbls 8#340 /agrave
-8#341 /aacute 8#342 /acircumflex 8#343 /atilde 8#344 /adieresis 8#345 /aring
-8#346 /ae 8#347 /ccedilla 8#350 /egrave 8#351 /eacute
-8#352 /ecircumflex 8#353 /edieresis 8#354 /igrave 8#355 /iacute
-8#356 /icircumflex 8#357 /idieresis 8#360 /eth 8#361 /ntilde 8#362 /ograve
-8#363 /oacute 8#364 /ocircumflex 8#365 /otilde 8#366 /odieresis 8#367 /divide
-8#370 /oslash 8#371 /ugrave 8#372 /uacute 8#373 /ucircumflex
-8#374 /udieresis 8#375 /yacute 8#376 /thorn 8#377 /ydieresis] def
-/Times-Roman /Times-Roman-iso isovec ReEncode
-/$F2psBegin {$F2psDict begin /$F2psEnteredState save def} def
-/$F2psEnd {$F2psEnteredState restore end} def
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- font-size: smaller;
-}
-
-div.center {
- text-align: center;
-}
-
-div.right {
- text-align: right;
-}
-
-body {
- font-family: sans-serif;
- background-color: white;
- color: black;
-}
-
-body.content {
- font-family: sans-serif;
- background-color: white;
- color: black;
-
-}
-
-a {
- color: #003377;
-}
-
-a:hover {
- background-color: #ffeeaa;
- color: #003377;
-}
-
-a:visited {
- color: black;
-}
-
-table.small {
- font-size: small
-}
-
-td.title {
- font-family: sans-serif;
- font-weight: bold;
- font-size: large
-}
-
-td.top {
- font-weight: bold;
- font-size: x-small
-}
-
-li {
- list-style-type: circle
-}
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Frameset//EN"
- "http://www.w3.org/TR/html4/frameset.dtd">
-
-<html>
-
- <head>
-
- <title>MoWGLI Home Page</title>
-
- </head>
-
- <frameset cols="200,*" border="0">
- <frame name="menu" src="menu.html">
- <frame name="content" src="home.html" marginwidth="30">
- </frameset>
-
-</html>
+++ /dev/null
-***** help
-Help for MOWGLI-dev mailing list:
-
-This is email command help for version 1.1 of the "Mailman" list
-manager. The following describes commands you can send to get
-information about and control your subscription to Mailman lists at
-this site. A command can be in the subject line or in the body of the
-message.
-
-Note that much of the following can also be accomplished via the World
-Wide Web, at:
-
- http://mowgli.cs.unibo.it/mailman/listinfo/mowgli-dev
-
-In particular, you can use the Web site to have your password sent to
-your delivery address.
-
-List specific commands (subscribe, who, etc) should be sent to the
-*-request address for the particular list, e.g. for the 'mailman'
-list, use 'mailman-request@...'.
-
-About the descriptions - words in "<>"s signify REQUIRED items and
-words in "[]" denote OPTIONAL items. Do not include the "<>"s or
-"[]"s when you use the commands.
-
-The following commands are valid:
-
- subscribe [password] [digest-option] [address=<address>]
- Subscribe to the mailing list. Your password must be given to
- unsubscribe or change your options. When you subscribe to the
- list, you'll be reminded of your password periodically.
- 'digest-option' may be either: 'nodigest' or 'digest' (no
- quotes!) If you wish to subscribe an address other than the
- address you send this request from, you may specify
- "address=<email address>" (no brackets around the email
- address, no quotes!)
-
- unsubscribe <password> [address]
- Unsubscribe from the mailing list. Your password must match
- the one you gave when you subscribed. If you are trying to
- unsubscribe from a different address than the one you
-subscribed
- from, you may specify it in the 'address' field.
-
- who
- See everyone who is on this mailing list.
-
- info
- View the introductory information for this list.
-
- lists
- See what mailing lists are run by this Mailman server.
-
- help
- This message.
-
- set <option> <on|off> <password>
- Turn on or off list options. Valid options are:
-
- ack:
- Turn this on to receive acknowlegement mail when you send
- mail to the list.
-
- digest:
- Receive mail from the list bundled together instead of one
- post at a time.
-
- plain:
- Get plain-text, not MIME-compliant, digests (only if
- digest is set)
-
- nomail:
- Stop delivering mail. Useful if you plan on taking a
- short vacation.
-
- norcv:
- Turn this on to NOT receive posts you send to the list.
- Does not work if digest is set.
-
- hide:
- Conceals your address when people look at who is on this
- list.
-
-
- options
- Show the current values of your list options.
-
- password <oldpassword> <newpassword>
- Change your list password.
-
- end or --
- Stop processing commands (good to do if your mailer
-automatically
- adds a signature file - it'll save you from a lot of cruft).
-
-
-Commands should be sent to mowgli-dev-request@cs.unibo.it
-
-Questions and concerns for the attention of a person should be sent to
-
- mowgli-dev-admin@cs.unibo.it
+++ /dev/null
-check:
- find . -name "*.xml" -exec xmllint -valid -loaddtd -noout {} \; 2> errors
- if [ -s errors ] ; \
- then \
- echo ; \
- echo "**************************************************" ; \
- echo "There are validity errors. Check the file \"errors\"" ; \
- echo "**************************************************" ; \
- else \
- rm errors ; \
- echo ; \
- echo "****************************" ; \
- echo "All the documents are valid." ; \
- echo "****************************" ; \
- fi
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE consortium [
- <!ELEMENT consortium (site+,description)>
- <!ELEMENT site EMPTY>
- <!ATTLIST site
- file CDATA #REQUIRED>
- <!ELEMENT description (p|dl|ul|ol)+>
-
- <!-- A subset of XHTML -->
- <!ELEMENT p (#PCDATA|em|a)*>
- <!ELEMENT em (#PCDATA)>
- <!ELEMENT a (#PCDATA)>
- <!ATTLIST a
- href CDATA #REQUIRED>
- <!ELEMENT dl (dt|dd)+>
- <!ELEMENT dt (#PCDATA)>
- <!ELEMENT dd (#PCDATA)>
- <!ELEMENT ul (li)+>
- <!ELEMENT ol (li)+>
- <!ELEMENT li (#PCDATA)>
-]>
-
-<consortium>
- <site file="bologna"/>
- <site file="inria"/>
- <site file="dfki"/>
- <site file="nijmegen"/>
- <site file="aei"/>
- <site file="trusted-logic"/>
- <description>
- <p>The Consortium has been built with the aim to join some essential
- knowhow in different areas of I.T. related to the creation and
- maintenance of a digital library of structured mathematical knowledge.</p>
-
- <p>MOWGLI is meant to develop the technological infrastructure required to
- integrate existing Markup languages and standards such as
- <a href="http://www.w3.org/Math/">MathML</a>,
- <a href="http://www.openmath.org">OpenMath</a> or
- <a href="http://www.mathweb.org/omdoc/">OMDoc</a>,
- covering different aspects of mathematical
- intelligence, into a single application.
- Expertise on these languages and the related technologies is
- respectively provided by the following partners:</p>
- <dl>
- <dt>MathML</dt>
- <dd>Department of Computer Science, University of Bologna,
- member of the World Wide Web Consortium and of the W3C Working Group
- on MathML; Lemme-Project at INRIA Sophia-Antipolis.</dd>
-
- <dt>OpenMath</dt>
- <dd>University of Eindhoven (sub-site of Nijmegen):
- Professor Arjeh Cohen is one of the leaders of the
- OpenMath initiative, and MOWGLI is expected to take the maximum profit
- from the successful OpenMath Esprit project, no.24969.</dd>
-
- <dt>OMDoc</dt>
- <dd>DFKI. Dr.Michael Kohlhase is the main
- auhtor of OMDoc; DFKI has a long research tradition in the management of
- mathematical knowledge bases, metadata, searching and retrieval
- issues.</dd>
- </dl>
-
- <p>More generally, the Department of Computer Science in Bologna has a
- long experience in XML-related technology, and in particular in their
- application to the particular domain of mathematical developments,
- as testified by the
- <a href="http://www.cs.unibo.it/helm">``Hypertextual Electronic Library
- of Mathematics'' (HELM) Project</a>. A main
- component of HELM is the
- <a href="http://www.cs.unibo.it/helm/mml-widget/index.html">GtkMathView
- widget</a>, a C++ rendering engine for MathML that will be distributed as
- an official package of the next Debian release of Linux.</p>
-
- <p>Similarly, the Lemme Project in Sophia-Antipolis has a large experience of
- edition of mathematical objects. It develops the graphical environment
- Pcoq, dedicated to the development of mathematical proofs, using the
- Coq proof assistant. Among many features, Pcoq has a sophisticated two
- dimensional formula and natural language proof edition component,
- allowing intuitive and powerful interactions. Built on the Figue
- environment, Pcoq can be made compatible with MathML. The Pcoq interface
- is intensively used by teams whose research activity concerns
- the certification of mathematical algorithms.</p>
-
- <p>DFKI will contribute requirements and metadata from the
- viewpoint of educational applications including search
- functionalities. It will actively work on presentational transformations,
- the generation of proofs in natural language as well as on knowledge bases
- for mathematical knowledge DFKI intends to exploit the results of the
- MOWGLI project in pilot applications in current and planned research and
- in projects for the prototypical implementation of intelligent
- environments for learning of mathematics. In particular, the knowledge
- representation for mathematics on the Web is important for such Web-based
- systems. Knowledge bases that provide a common repository and ontology for
- mathematical knowledge are indispensible in systems that integrate various
- systems working on mathematical knowledge. DFKI also has a fierce interest
- in pushing and leveraging the quality of standardisation efforts within
- the worldwide initiative of the Semantic Web education systems and
- electronic publishing.</p>
-
- <p>In order to immediately dispose of a large repository of structured
- mathematical information, the consortium comprises the developers of
- one of the most successful proof assistant tools currently
- available: the <a href="http://pauillac.inria.fr/coq/">Coq</a> proof
- engine of INRIA-Rocquencourt.
- The Coq standard library includes more than thousand lemmas and theorems
- and the whole number of statements proved by users is evaluated to
- hundred thousands, covering arithmetics, algebra, analysis and
- computer science. We expect to integrate the current different ways of
- browsing, searching and rendering Coq mathematical developments into a
- coherent and Web-oriented architecture open to the Coq user community
- and beyond.</p>
-
- <p>An alternative route for the creation of content-based mathematical
- information from standard digital repositories by means of a suitable
- LaTeX-based authoring system will be explored by the Albert
- Einstein Institute (AEI) in Golm (Germany). AEI publishes a solely
- electronic review journal, <em>Living Reviews in Relativity</em> on
- the Web, which provides refereed, regularly updated review
- articles on all areas of gravitational physics. Since its
- release in January 1998 the journal has become a primary
- entry point for students, lecturers and researchers alike
- for up-to-date information on the current status of research
- in gravitational physics. Moving this unique repository and
- communication forum of current physical and mathematical
- knowledge in relativity to content mark-up, making it
- available for semantic search, and for re-use and evaluation
- e.g. in math algebra systems motivates the involvement
- in the MOWGLI project. The journal will develop a
- LaTeX based authoring tool interfacing with MOWGLI, and
- serve as a showcase to demonstrate how content-mark-up in
- mathematics improves the usability and information depth
- of electronic science journals.</p>
-
- <p>The AEI will be supported by the newly founded Center for Information
- Management (CIM) of the Max Planck Society. The CIM has been set up
- by the Society to support researchers and research processes in the area
- of information management. The objectives of the project include
- coordination of existing activities within the Society and
- implementation of a strategy to develop electronic research archives.
- The current Managing Editor of the AEI's electronic journal Living
- Reviews in Relativity has been appointed executive director of the CIM
- (starting from 1 Sep 2001) and will be in charge of the project management
- for Tasks 4.4 and 6.3 of the proposal. The CIM will be in an
- excellent position to promote dissemination and use of the project results
- within the Max Planck Society. It will further give technical support to
- the Dissemination Manager in providing the MOWGLI website.</p>
-
- <p>Professor Wegner, Scientific Coordinator of EMIS (European
- Mathematical Information Service), will also provide a main liaison with
- previous and successful European Projects on digital libraries and
- metadata, such as <a href="http://www.emis.de/projects/EULER">EULER</a>
- and the TRIAL Solution project (\verb+http://www.trial-solution.de+).
- In particular, all the achievements of these Projects
- will be integrated inside MOWGLI, as far as the respective teams
- will agree to this.
- Moreover, in his quality of Scientific Coordinator of EMIS, member
- of the advisory board for MATHDI, and Chairman of the Electronic
- Publishing Committee of European
- Mathematical Society, Professor Wegner is an excellent candidate
- to organise the information
- dissemination and exploitation activities for the project.</p>
-
- <p>In particular, the Department of Computer Science of the University of
- Nijmegen will apply MOWGLI's technologies to the development of
- an ``electronic book'', covering a typical undergraduate course
- in Algebra or Analysis. The Department of Computer Science in Nijmegen
- has a lot of experience in formal mathematics and theorem proving.
- Notably, the group has done large theory developments in the theorem
- prover Coq. (The <a href="http://www.cs.kun.nl/gi/projects/fta/">FTA
- project</a>: Eindhoven University of Technology, a sub-site of Nijmegen,
- has expertise in OpenMath and in using WWW technology for educational
- purposes. This has resulted -- among other things -- in
- <a href="http://www.win.tue.nl/~ida/">IDA</a>, the
- interactive course notes in algebra where a combination of HTML
- and applets is used to present the mathematics. Jointly, Nijmegen and
- Eindhoven have experience in combining theorem provers and computer
- algebra packages, notably Coq and GAP.</p>
-
- <p>Trusted Logic (France), which is specialized in secure and
- validated solutions for open systems, aims to present the
- formalization and the demonstration of some security
- properties related to the code embedded into a smart card. The presentation
- must be in a format understandable by the company in charge of the
- evaluation of the code and in accordance with the Common Criteria
- standard.</p>
- <p>A third pilot application is the semantic markup of the Journal
- <em>Living Reviews in Relativity</em> published by AEI-Golm,
- already mentioned above.</p>
- </description>
-</consortium>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!ELEMENT deliverable (name,working-package,leader-site,extimated-person-month,type,to-be-delivered)>
-<!ATTLIST deliverable
- id ID #REQUIRED>
-
-<!ELEMENT name (#PCDATA)>
-
-<!ELEMENT working-package EMPTY>
-<!ATTLIST working-package
- file CDATA #REQUIRED>
-
-<!ELEMENT leader-site EMPTY>
-<!ATTLIST leader-site
- file CDATA #REQUIRED>
-
-<!ELEMENT extimated-person-month EMPTY>
-<!ATTLIST extimated-person-month
- value CDATA #REQUIRED>
-
-<!ELEMENT type EMPTY>
-<!ATTLIST type
- value (report|prototype) #REQUIRED>
-
-<!ELEMENT to-be-delivered (#PCDATA)>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D5.a">
- <name>Overall Architectural Design of the Distribution Model.</name>
- <working-package file="distribution"/>
- <leader-site file="dfki"/>
- <extimated-person-month value="11"/>
- <type value="report"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D5.b">
- <name>Advanced MOWGLI Prototype (distribution).</name>
- <working-package file="distribution"/>
- <leader-site file="dfki"/>
- <extimated-person-month value="16"/>
- <type value="prototype"/>
- <to-be-delivered>Month 24</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D7.a">
- <name>Dissemination and Use Plan.</name>
- <working-package file="dissemination-and-exploitation"/>
- <leader-site file="aei"/>
- <extimated-person-month value="3"/>
- <type value="report"/>
- <to-be-delivered>Month 6</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D7.b">
- <name>Technological Implementation Plan.</name>
- <working-package file="dissemination-and-exploitation"/>
- <leader-site file="aei"/>
- <extimated-person-month value="3"/>
- <type value="prototype"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D4.a">
- <name>MathML Rendering/Browsing engine.</name>
- <working-package file="interfaces"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="16"/>
- <type value="prototype"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D4.b">
- <name>First MOWGLI Prototype (browsing, rendering and consultation).</name>
- <working-package file="interfaces"/>
- <leader-site file="inria"/>
- <extimated-person-month value="15"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D4.c">
- <name>Prototype functionalities for assisted annotation.</name>
- <working-package file="interfaces"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="7"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D4.d">
- <name>LaTeX-based authoring tool (first prototype).</name>
- <working-package file="interfaces"/>
- <leader-site file="aei"/>
- <extimated-person-month value="9"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D4.e">
- <name>Refined and extended protoype of the LaTeX-based authoring tool.</name>
- <working-package file="interfaces"/>
- <leader-site file="aei"/>
- <extimated-person-month value="8"/>
- <type value="prototype"/>
- <to-be-delivered>Month 24</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D3.a">
- <name>Metadata for Mathematical Libraries.</name>
- <working-package file="metadata"/>
- <leader-site file="dfki"/>
- <extimated-person-month value="9"/>
- <type value="report"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D3.b">
- <name>Metadata Model.</name>
- <working-package file="metadata"/>
- <leader-site file="dfki"/>
- <extimated-person-month value="11"/>
- <type value="report"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D0.a">
- <name>Self-Assesment parameters and criteria.</name>
- <working-package file="project-management"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="2"/>
- <type value="report"/>
- <to-be-delivered>Month 6</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D0.b">
- <name>First Self-Assesment Report.</name>
- <working-package file="project-management"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="1"/>
- <type value="report"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D0.c">
- <name>Second Self-Assesment Report.</name>
- <working-package file="project-management"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="1"/>
- <type value="report"/>
- <to-be-delivered>Month 20</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D0.d">
- <name>Final Self-Assesment Report.</name>
- <working-package file="project-management"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="1"/>
- <type value="report"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D1.a">
- <name>Preliminary Report on Application Scenarios and Requirement Analysis.</name>
- <working-package file="requirement-analysis"/>
- <leader-site file="nijmegen"/>
- <extimated-person-month value="6"/>
- <type value="report"/>
- <to-be-delivered>Month 3</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D1.b">
- <name>Structure and Meta-Structure of Mathematical Documents.</name>
- <working-package file="requirement-analysis"/>
- <leader-site file="dfki"/>
- <extimated-person-month value="8"/>
- <type value="report"/>
- <to-be-delivered>Month 6</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D1.c">
- <name>Distributed Digital Libraries: development, archiving, retrieving.</name>
- <working-package file="requirement-analysis"/>
- <leader-site file="aei"/>
- <extimated-person-month value="6"/>
- <type value="report"/>
- <to-be-delivered>Month 6</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D6.a">
- <name>Validation 1: Education.</name>
- <working-package file="testing-and-validation"/>
- <leader-site file="nijmegen"/>
- <extimated-person-month value="16"/>
- <type value="report"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D6.b">
- <name>Validation 2: Smart Card Security</name>
- <working-package file="testing-and-validation"/>
- <leader-site file="trusted-logic"/>
- <extimated-person-month value="9"/>
- <type value="report"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D6.c">
- <name>Validation 3: Journal interface.</name>
- <working-package file="testing-and-validation"/>
- <leader-site file="aei"/>
- <extimated-person-month value="14"/>
- <type value="prototype"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D6.d">
- <name>Final MOWGLI Prototype.</name>
- <working-package file="testing-and-validation"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="12"/>
- <type value="prototype"/>
- <to-be-delivered>Month 30</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.a">
- <name>Exportation module.</name>
- <working-package file="transformation"/>
- <leader-site file="inria"/>
- <extimated-person-month value="4"/>
- <type value="prototype"/>
- <to-be-delivered>Month 6</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.b">
- <name>Document Type Descriptors.</name>
- <working-package file="transformation"/>
- <leader-site file="inria"/>
- <extimated-person-month value="2"/>
- <type value="report"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.c">
- <name>Stylesheets to intermediate representation (formulae).</name>
- <working-package file="transformation"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="7"/>
- <type value="prototype"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.d">
- <name>Stylesheets to intermediate representation (proofs).</name>
- <working-package file="transformation"/>
- <leader-site file="bologna"/>
- <extimated-person-month value="9"/>
- <type value="prototype"/>
- <to-be-delivered>Month 12</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.e">
- <name>Presentational Stylesheets (formulae).</name>
- <working-package file="transformation"/>
- <leader-site file="nijmegen"/>
- <extimated-person-month value="4"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.f">
- <name>Presentational Stylesheets (proofs).</name>
- <working-package file="transformation"/>
- <leader-site file="nijmegen"/>
- <extimated-person-month value="6"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE deliverable SYSTEM "../deliverable.dtd">
-
-<deliverable id="D2.g">
- <name>Tools for automatic extraction of Metadata.</name>
- <working-package file="transformation"/>
- <leader-site file="inria"/>
- <extimated-person-month value="4"/>
- <type value="prototype"/>
- <to-be-delivered>Month 18</to-be-delivered>
-</deliverable>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html SYSTEM "mowgli-xhtml1-transitional.dtd">
-
-<html xmlns="http://www.w3.org/1999/xhtml"
- xmlns:mowgli="http://mowgli.cs.unibo.it/website">
-
- <head>
- <title>MoWGLI Home Page</title>
- </head>
-
- <body class="content">
- <br />
-
- <table width="100%" border="0" cellspacing="0" cellpadding="0">
- <tr>
- <td align="left" valign="top">
- <img alt="MoWGLI Logo" src="../images/mowgli_combo.gif"/>
- </td>
- <td align="right" valign="top">
- <a href="http://www.cordis.lu/ist"><img border="0" alt="IST Logo" src="../images/istdrop.gif" width="200"/></a>
- </td>
- </tr>
- </table>
-
- <br />
-
- <table width="100%" border="0" cellspacing="0" cellpadding="0">
- <tr>
-
- <td valign="top">
-
- <h3>Abstract</h3>
-
- <p>The World Wide Web is already the largest resource of mathematical
- knowledge, and its importance will be exponentiated by emerging display
- technologies like
- <a target="_top" href="http://www.w3.org/Math">MathML</a>.
- However, almost all mathematical documents
- available on the Web are marked up only for presentation, severely
- crippling the potentialities for automation, interoperability,
- sophisticated searching mechanisms, intelligent applications,
- transformation and processing. The goal of the project is to overcome
- these limitations, passing from a machine-readable to a
- machine-understandable representation of the information, and developing
- the technological infrastructure for its exploitation. MoWGLI builds on
- previous standards for the management and publishing of mathematical
- documents (<a target="_top" href="http://www.w3.org/Math">MathML</a>,
- <a target="_top" href="http://www.openmath.org">OpenMath</a>,
- <a target="_top" href="http://www.mathweb.org/omdoc/index.html">OMDoc</a>),
- integrating them with different
- <a target="_top" href="http://www.w3.org/XML/">XML</a> technologies
- (<a target="_top" href="http://www.w3.org/TR/xslt">XSLT</a>,
- <a target="_top" href="http://www.w3.org/RDF/">RDF</a>, etc).</p>
-
- <br/>
-
- <p>For further description see
- <a target="content" href="project.html">Project</a>
- in the Project Menu.</p>
-
- </td>
-
- <td>
-     
- </td>
-
- <td valign="top">
-
- <div class="small">
-
- <mowgli:latest-news />
- <mowgli:approaching-deadlines />
-
- </div>
-
- </td>
- </tr>
- </table>
-
- <br />
-
- </body>
-
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Members Area</title>
- </head>
- <body>
- <h1>Members Area</h1>
-
- This page has restricted access, so that members of the project only
- can access its content.
-
- <h3>Summary</h3>
-
- <ul>
- <li><a href="#ml">Mailing Lists</a></li>
- <li><a href="#proposal">The Proposal</a></li>
- <li><a href="#contract">The Contract</a></li>
- <li><a href="#minutes">Reports of the Meetings</a></li>
- </ul>
-
- <hr/>
-
- <h2><a name="ml">Mailing Lists</a></h2>
-
- These are mailing list provided for discussion and development on
- the MoWGLI project. Note that all mailing list administrativia <b>MUST</b>
- be sent to a <b>*-request</b> address, <em>never</em> to the list itself.
- For <b>mowgli-dev@cs.unibo.it</b>, for example, send mailing list
- requests to <b>mowgli-dev-request@cs.unibo.it</b>. Mail sent to the
- <b>*-request</b> address must have a command word in the subject
- header. To get information about the mailing list, use the
- <b>help</b> command (<a href="ml-help-example.txt">here</a> is an example of a possible
- answer to a help request).
-
- <dl>
- <dt>
- <b>mowgli-dev (<a href="http://mowgli.cs.unibo.it/mailman/listinfo/mowgli-dev">Info and Subscription</a>,
- <a href="http://mowgli.cs.unibo.it/pipermail/mowgli-dev/">Archive</a>)</b>
- </dt>
- <dd>
- General development issues of the project
- </dd>
- <dt>
- <b>mowgli-adm (<a href="http://mowgli.cs.unibo.it/mailman/listinfo/mowgli-adm">Info and Subscription</a>,
- <a href="http://mowgli.cs.unibo.it/pipermail/mowgli-adm/">Archive</a>)</b>
- </dt>
- <dd>
- Administrative issues
- </dd>
- </dl>
-
- <hr />
-
- <h2><a name="proposal">The Proposal</a></h2>
-
- <p>The proposal in <a href="../../misc/proposal/mowgli.ps">PostScript</a>
- and <a href="../../misc/proposal/mowgli.pdf">PDF</a>. The
- <a href="../../misc/proposal/proposal.tgz">proposal sources</a> (in
- LaTeX) and the <a href="../../misc/proposal/MOWGLI.xls">Excel forms</a>
- are also available.</p>
-
- <hr />
-
- <h2><a name="contract">The Contract</a></h2>
-
- <p><a href="../../misc/contract/mowgli-ctr-final.pdf">The contract</a> in
- PDF. See also
- <a href="../../misc/contract/mowgli-an1-final.pdf">the first annex </a>
- (that is just a copy of the proposal),
- <a href="../../misc/contract/RTD-annex2-rtd-final.pdf">the second
- annex</a>,
- <a href="../../misc/contract/RTD-annex3-ist-fet.pdf">the third annex</a>,
- <a href="../../misc/contract/RTD-audit-cert-annex4.pdf">the fourth
- annex</a> and the
- <a href="../../misc/contract/MOWGLIfinal-for-ceto.zip">Electra Sheet</a>
- (compressed using winzip; to be opened using Excel).</p>
-
- <hr />
-
- <h2><a name="minutes">Reports of the Meetings</a></h2>
-
- <p>Reports are available for the following meetings:</p>
- <ul>
- <li><a href="kick-off.html">The MOWGLI Kick-Off</a></li>
- </ul>
- </body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE minutes [
- <!ELEMENT minutes (about,participant*,presentation*,entry*)>
-
- <!ELEMENT about (#PCDATA)>
-
- <!ELEMENT entry (#PCDATA)>
- <!ATTLIST entry
- author CDATA #IMPLIED>
-
- <!ELEMENT presentation (slides*,description)>
- <!ATTLIST presentation
- media (blackboard|slides) #REQUIRED
- site CDATA #REQUIRED
- author CDATA #REQUIRED>
-
- <!ELEMENT description (#PCDATA|ul)*>
-
- <!ELEMENT slides (#PCDATA)>
- <!ATTLIST slides
- file CDATA #REQUIRED
- format (PowerPoint|PS|PDF|HTML) #REQUIRED>
-
- <!ELEMENT participant (#PCDATA)>
- <!ATTLIST participant
- site CDATA #REQUIRED
- file CDATA #REQUIRED>
-
- <!ELEMENT ul (li*)>
-
- <!ELEMENT li (#PCDATA|ul)*>
-]>
-
-<minutes>
- <about>the Kick-Off</about>
- <participant site="bologna" file="asperti"/>
- <participant site="bologna" file="sacerdoti"/>
- <participant site="inria" file="herbelin"/>
- <participant site="inria" file="rideau"/>
- <participant site="inria" file="pottier"/>
- <participant site="inria" file="werner"/>
- <participant site="nijmegen" file="geuvers"/>
- <participant site="nijmegen" file="wiedijk"/>
- <participant site="dfki" file="moschner"/>
- <participant site="trusted-logic" file="gimenez"/>
- <participant site="aei" file="schutz"/>
- <participant site="aei" file="wegner"/>
- <participant site="aei" file="velden"/>
- <participant site="aei" file="kelley"/>
- <participant site="aei" file="weyher"/>
- <participant site="aei" file="pollney"/>
- <presentation site="bologna" author="asperti" media="blackboard">
- <description>
- A comparison of the aims and approaches of HELM and OpenMath.
- </description>
- </presentation>
- <presentation site="inria" author="pottier" media="slides">
- <slides file="kick-off/lemme2.ppt" format="PowerPoint"/>
- <description>
- Presentation of the work of Sophia-Antipolis: Project Lemme;
- PCoq (an interface to the Coq system based on Aioli [for tree management],
- PPML [a sort of stylesheet language] and Figue [rendering engine]).
- </description>
- </presentation>
- <presentation site="inria" author="herbelin" media="slides">
- <slides file="kick-off/MoWGLI-LogiCal.ps" format="PS"/>
- <description>
- Presentation of the work of Rocquencourt: Coq (proof assistant) and its
- problems:
- <ul>
- <li>Classification of theories:
- <ul>
- <li>Actually based only on the affiliation of the author.</li>
- <li>We should have classifications based on subject, theme, author, etc.</li>
- </ul>
- </li>
- <li>Retrieving:
- <ul>
- <li>By pattern. Problem: the patterns (n < m+1) and (n <= m) are
- differents but denote the same thing.</li>
- <li>By isomorphisms. Problem: we can capture just a few of them.</li>
- </ul>
- </li>
- <li>Proof Rendering in Natural Language: still too many detailed.
- Views at different levels of detail can probably help.
- </li>
- <li>Modularity</li>
- </ul>
- </description>
- </presentation>
- <presentation site="nijmegen" author="geuvers" media="slides">
- <slides file="mowgligroup.html" format="HTML"/>
- <description>
- Presentation of the work of Nijmegen; why Nijmegen is interested in MOWGLI;
- planned contributions to MOWGLI.
- </description>
- </presentation>
- <presentation site="aei" author="wegner" media="blackboard">
- <description>
- Presentation of the projects in which he is envolved or that he is
- coordinating; interest in metadata; problems related to having papers
- in electronic form. His main contribution will be providing links to
- mathematicians.
- </description>
- </presentation>
- <presentation site="aei" author="schutz" media="slides">
- <slides file="kick-off/AIP_Intro.ppt" format="PowerPoint"/>
- <description>
- Presentation of the work done at the Max Planck Institute for Gravitational
- Physics; presentation of Living Reviews in Relativity and expectations
- from MOWGLI (i.e. searching, rendering, interoperability). He points out
- how Living Reviews in Relativity already provide a notion of versioning;
- how hyperlinks are managed (often opening pop-ups). He finally presents
- some data that show that on-line browsing of papers really happens.
- </description>
- </presentation>
- <presentation site="trusted-logic" author="gimenez" media="blackboard">
- <description>
- Presentation of the work done at Trusted Logic. Brief introduction to
- the Common Criteria Software: lot of documentation must be produced for
- third (and fourth!) parties evaluation; formal evaluation is one goal
- (not yet reached). The main problems Trusted Logic meets are:
- <ul>
- <li>Presentation</li>
- <li>Managing thousands of definitions/theorems and links between them</li>
- <li>Evaluators needs: hiding/displaying information; different views on the
- same proofs/definitions; metadata; backpointers (which lemmas are
- used in a theorem)</li>
- <li>Interoperability with other software tools</li>
- <li>Proofs mantainance</li>
- </ul>
- A final remark is that Trusted Logic is just interested in provability
- (and proof-scripts) and not in proofs (i.e. lambda-terms or natural
- language description of them).
- </description>
- </presentation>
- <presentation site="dfki" author="moschner" media="slides">
- <slides file="kick-off/KM2002GO.ps" format="PS">
- about the "Usability of MBase for MOWGLI"
- </slides>
- <slides file="kick-off/KM2002GO_mathweb.ps" format="PS"/>
- <description>
- Presentation of the work done at DFKI. Contributions to MOWGLI: OMDoc
- (to encode mathematical documents) and/or MBase (to distribute mathematical
- documents) and metadata.
- </description>
- </presentation>
- <entry author="aei/wegner">
- Whenever someone is going to make a talk, he must report this to him.
- </entry>
- <entry>
- To reach an agreement on the consortium agreement, Trusted Logic will
- send a completely filled-in, light version of the agreement to everybody.
- If the agreement will not satisfy everybody up to minor modifications,
- we will go for the heavy proposal.
- </entry>
- <entry author="nijmegen/geuvers">
- The members of the PCC are responsible to communicate the name of the
- site responsible for every WP.
- </entry>
- <entry>
- There will be two mailing lists. The first one (for everybody) is
- the one already created. The second one will be an administrative
- mailing list.
- </entry>
- <entry>
- All the meetings have already been scheduled: the first one will be held
- in Nijmegen from the 17th to the 19th of July. The others will be
- in Bertinoro (just after MKM03), Sophia (October 2003), Saarbrucken
- and Paris.
- </entry>
- <entry author="trusted-logic/gimenez">
- It will be simpler to have PCC meetings by phones.
- </entry>
- <entry author="aei/wegner">
- During the plenary meetings, sub-meetings will be organized to discuss
- technical details.
- </entry>
- <entry author="bologna/asperti">
- Every Package Leader must submit a contribution to the deliverable 0.a.
- </entry>
- <entry author="aei/wegner">
- It is better to use a task-force of external experts to comment on
- deliverable 1.a.
- </entry>
- <entry author="aei/wegner">
- The set of requirements must be ordered by importance (useful if some of
- them are not fulfilled).
- </entry>
- <entry>
- A long discussion on the topic of deliverable 1.c showed that there is
- some mismatch in the vocabulary of the participants.
- </entry>
- <entry author="bologna/asperti">
- The choice between MathML and OpenMath is quite difficult, because
- there are really no strong pro and cons in favor or against any of them.
- </entry>
- <entry author="aei/schutz">
- Maybe not having browsers supporting MathML is not a huge problem.
- </entry>
-</minutes>
+++ /dev/null
-<?xml version="1.0"?>
-<!--
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.1//EN"
- "http://www.w3.org/TR/xhtml11/DTD/xhtml11.dtd">
--->
-
-<html xmlns="http://www.w3.org/1999/xhtml"
- xmlns:mowgli="http://mowgli.cs.unibo.it/website">
-
- <head>
- <title>MoWGLI Menu</title>
- <meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
- <link rel="stylesheet" href="../style/mowgli.css" type="text/css"/>
- </head>
-
- <body>
-
- <table class="menuborder" width="100%" border="0" cellspacing="0" cellpadding="0">
- <tr><td>
- <table class="menusect" width="100%" border="0" cellspacing="1" cellpadding="3">
- <tr>
- <td class="menutitle">Project</td>
- </tr>
- <tr>
- <td class="menuentries">
- <table width="100%" border="0">
- <tr><td><a class="menulink" target="content" href="home.html">Home</a></td></tr>
- <tr><td><a class="menulink" target="content" href="consortium.html">Consortium</a></td></tr>
- <tr><td><a class="menulink" target="content" href="people-list.html">People</a></td></tr>
- <tr><td><a class="menulink" target="content" href="project.html">Project</a></td></tr>
- <tr><td><a class="menulink" target="content" href="work-packages/index.html">Work Packages</a></td></tr>
- <tr><td><a class="menulink" target="content" href="mowgli-events.html">MoWGLI Events</a></td></tr>
- <tr><td><a class="menulink" target="content" href="other-events.html">Other Events</a></td></tr>
- <tr><td><a class="menulink" target="content" href="news.html">News Archive</a></td></tr>
- <tr><td><a class="menulink" target="content" href="members/index.html">Members Area</a></td></tr>
- <tr><td><a class="menulink" target="content" href="publications/index.html">Publications</a></td></tr>
- <tr><td><a class="menulink" target="content" href="software/index.html">Software</a> (<a class="menulink" target="content" href="software/index.html">CVS</a>)</td></tr>
- </table>
- </td>
- </tr>
- <tr>
- <td class="menutitle">Related</td>
- </tr>
- <tr>
- <td class="menuentries">
- <table width="100%" border="0">
- <tr><td><a class="menulink" target="_top" href="http://www.cs.unibo.it/helm">HELM</a></td></tr>
- <tr><td><a class="menulink" target="_top" href="http://www.activemath.org">ActiveMath</a></td></tr>
- <tr><td><a class="menulink" target="_top" href="http://www.w3.org/Math">MathML</a></td></tr>
- <tr><td><a class="menulink" target="_top" href="http://www.openmath.org">OpenMath</a></td></tr>
- <tr><td><a class="menulink" target="_top" href="http://www.mathweb.org/omdoc/index.html">OMDoc</a></td></tr>
- <tr><td><a class="menulink" target="content" href="publications/index.html#related">Bibliography</a></td></tr>
- </table>
- </td>
- </tr>
- <!--
- <tr>
- <td class="menutitle">Technologies</td>
- </tr>
- <tr>
- <td class="menuentries">
- <table width="100%" border="0">
- <tr><td>
- <a class="menulink" target="_top" href="">SGML</a>,
- <a class="menulink" target="_top" href="">HTML</a>,
- <a class="menulink" target="_top" href="">CSS</a>
- </td></tr>
- <tr><td>
- <a class="menulink" target="_top" href="">XML</a>,
- <a class="menulink" target="_top" href="">XSL</a>,
- <a class="menulink" target="_top" href="">MathML</a>,
- <a class="menulink" target="_top" href="">SVG</a>
- </td></tr>
- <tr><td><a class="menulink" target="_top" href="">DOM</a></td></tr>
- </table>
- </td>
- </tr>
- -->
-
- <tr><td class="menutitle">Contact</td></tr>
-
- <tr>
- <td class="menuentries">
- <table width="100%" border="0">
- <tr>
- <td><div class="small">Project Leader:</div></td>
- </tr>
- <tr>
- <td><div class="small"><a href="people/bologna/asperti.html" target="content">Prof. Andrea Asperti</a></div></td>
- </tr>
- <tr>
- <td><div class="small">Webmaster:</div></td>
- </tr>
- <tr>
- <td><div class="small"><a href="mailto:mowgli-webmaster@cs.unibo.it">mowgli-webmaster@cs.unibo.it</a></div></td>
- </tr>
- </table>
- </td>
- </tr>
- </table>
- </td></tr>
- </table>
-
- <div class="center">
- <div class="small">
- <mowgli:change-frame-settings/>
- </div>
- </div>
-
- </body>
-
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE events [
- <!ELEMENT events (event*)>
- <!ELEMENT event (name,url,description?,where?,when?,deadline*)>
- <!ELEMENT name (#PCDATA)>
- <!ELEMENT url (#PCDATA)>
- <!ELEMENT description (#PCDATA)>
- <!ELEMENT where (#PCDATA)>
- <!ELEMENT when (begin,end)>
- <!ELEMENT begin (#PCDATA)>
- <!ELEMENT end (#PCDATA)>
- <!ELEMENT deadline (description,date)>
- <!ATTLIST deadline
- kind (submission|notification|registration|camera-ready) #REQUIRED>
- <!ELEMENT date (#PCDATA)>
-]>
-
-<events>
- <event>
- <name>MOWGLI Kick-Off</name>
- <url>mowgli-events/kick-off.html</url>
- <where>Max Planck Institute for Gravitational Physics / Albert Einstein Institute in Golm near Potsdam.</where>
- <when>
- <begin>20020315</begin>
- <end>20020315</end>
- </when>
- </event>
-</events>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>MOWGLI Kick-Off</title>
- </head>
- <body>
- <h1>MOWGLI Kick-Off</h1>
- <h2>VENUE</h2>
- <p>The meeting will be held on Friday, 15 March 2002 at the
- <a href="http://www.aei-potsdam.mpg.de">Max Planck
- Institute for Gravitational Physics / Albert Einstein Institute</a>
- in Golm near Potsdam. The institute can
- be easily reached from Berlin via public transport or car. Please check
- <a href="http://www.aei-potsdam.mpg.de/people/directions">our institute's
- homepage</a> for maps and information how to reach the institute from
- several destinations in Berlin.</p>
-
- <h2>ACCOMODATION</h2>
- <p>Accomodation can be arranged in a hotel nearby, within walking distance
- from the institute (singles 62 Euro, doubles 86 Euro). Since the
- reservation needs to be made very soon, please let me know how many
- people are attending from your node, indicating day of arrival and day
- of departure. A copy of this message should be sent to
- <a href="mailto:ute@aei-potsdam.mpg.de">Mrs. Ute
- Schlichting</a>, who is taking care of the
- reservations. However, if you prefer to organize a stay in Berlin, you
- may want to refer to one of the following links</p>
-
- <ul>
- <li><a href="http://berlin.hotelguide.net">Berlin HotelGuide Network</a></li>
- <li><a href="http://www.berlin.de/home/English">Tourist Information Berlin</a></li>
- <li><a href="http://www.berlin-info.de/english/hotels/index.html">Berlin
- Info</a></li>
- </ul>
-
- <h2>AGENDA & SOCIAL EVENTS</h2>
- <p>This is the current tentative agenda:</p>
- <table>
- <tr>
- <td style="text-align: right">9:25</td><td>-</td><td>9:30</td>
- <td style="font-weight: bold">Welcome.</td>
- </tr>
- <tr>
- <td style="text-align: right">9:30</td><td>-</td><td>11:00</td>
- <td style="font-weight: bold">Short presentation of the partners (15 m. each).</td>
- </tr>
- <tr>
- <td>11:00</td><td>-</td><td>11:30</td>
- <td style="font-weight: bold">Coffee break.</td>
- </tr>
- <tr>
- <td>11:30</td><td>-</td><td>11:40</td>
- <td style="font-weight: bold">Consortium Agreement.</td>
- </tr>
- <tr>
- <td>11:40</td><td>-</td><td>12:10</td>
- <td style="font-weight: bold">Project Roles and Bodies.</td>
- </tr>
- <tr>
- <td>12:10</td><td>-</td><td>12:30</td>
- <td style="font-weight: bold">Scheduling and location of the meetings.</td>
- </tr>
- <tr>
- <td> </td>
- <td> </td>
- <td> </td>
- <td> </td>
- </tr>
- <tr>
- <td>12:30</td><td>-</td><td>14:00</td>
- <td style="font-weight: bold">Lunch.</td>
- </tr>
- <tr>
- <td> </td>
- <td> </td>
- <td> </td>
- <td> </td>
- </tr>
- <tr>
- <td>14:00</td><td>-</td><td>15:30</td>
- <td style="font-weight: bold">Deliverables for the first six months.</td>
- </tr>
- <tr>
- <td>15:30</td><td>-</td><td>16:00</td>
- <td style="font-weight: bold">Coffee break</td>
- </tr>
- <tr>
- <td>16:00</td><td>-</td><td>17:00</td>
- <td style="font-weight: bold">MOWGLI web site (demo and discussion)</td>
- </tr>
- </table>
- <p>This is a brief explanation of some of the topics we should discuss:</p>
- <ul>
- <li><span style="font-weight: bold">short presentation of the partners
- (15 m. each).</span></li>
- <li><span style="font-weight: bold">Consortium Agreement.</span>
- I will send you a draft asap, and we may
- discuss possible amendments by email; it would be nice to have it
- signed for the kick-off.
- This point should take almost no time, unless there are major
- issue - e.g on copyrights or background proprietary technologies
- which have not been solved by email)</li>
- <li><span style="font-weight: bold">Project Roles and Bodies.</span>
- We should define
- <ol>
- <li>Roles:
- <ul>
- <li>Project Manager (that should be Prof. Andrea Asperti)</li>
- <li>Eploitation and Dissemination Manager (that should be Bernd)</li>
- <li>Work-package leaders (the leader should belong to the site
- responsible of the Work-package)</li>
- </ul>
- </li>
- <li>Bodies:
- <ul>
- <li>Project Coordination Committee (PCC) one for each site + the
- Project Manager (and the EDM ?)</li>
- <li>Project Dissemination Board
- one for each site + the EDM (and the PM?)</li>
- <li>Workpackage teams (even for WP0)</li>
- </ul>
- </li>
- </ol>
- We can fix all the roles by email, if you agree. We shall set
- up specialized mailing lists for each body (if required).
- Of course the roles may largely overlap, but in any case we need
- people who can promtly react. You may already start sending me the
- relevant information (comprising email, telephone, etc.).</li>
- <li><span style="font-weight: bold">Scheduling and location of the first
- and the second meeting.</span>
- The second meeting (and annual review) should be in Bologna
- from February 19 to February 20 (just after MKM 2003).
- Since KUN is responsible for WP1, I would suggest to do the
- first meeting in Nijmegen (july/august)</li>
- <li><span style="font-weight: bold">Deliverables for the first six
- months.</span>
- We have three kinds of deliverables:
- <ol>
- <li><span style="font-weight: bold">Technical:</span>
- 1.a, 1.b, 1.c, 2.a (1.3 should be ready at month 3).<br />
-
- The only software here is the exportation module 2.a (that will
- require some joint effort between Bologna and Rocquencourt and
- a sufficiently stable version of COQ). This is a point to be
- discussed in the kick-off.</li>
- <li><span style="font-weight: bold">Managemant:</span>
- 0.a (self assesment parameters and criteria)</li>
- <li><span style="font-weight: bold">Dissemination:</span>
- 7.a (Dissemination and use plan).</li>
- </ol>
- I would expect each site responsible for the deliverable suggest
- a procedure and a precise scheduling for collecting material,
- distributing the work and preparing the draft.
- The draft should be ready some time (15 days?) before the deadline,
- to get approval by the PCC.
- We should also probably agree on the format of these deliverables
- (e.g. LaTeX).
-
- Any other technical issue relative to the preparation of these
- deliverables should be discussed during the Kick-off.</li>
- <li><span style="font-weight: bold">MOWGLI web site.</span>
- We are setting up the MOWGLI web site and a CVS repository.
- We plan to have a first prototype for the kick-off, and we may discuss
- its design and functionalities there. We could possibly need a few
- administrative document to grant you an access to the CVS repository
- (we have to check).</li>
- </ul>
-
- <h2>TECHNICAL FACILITIES</h2>
- <p>Full network access is provided, as well as the usual presentation
- facilities (Video Projector, Overhead projector).</p>
-
- <br />
-
- <p>For further informations on the organization, please contact
- <a href="mailto:EditorLR@aei-potsdam.mpg.de">Christina Weyher</a>.<br />
- For further informations on the agenda, please contact
- <a href="../people/bologna/asperti.html">Prof. Andrea Asperti</a>.</p>
- </body>
-</html>
+++ /dev/null
-<!--
- MOWGLI extension of Extensible HTML version 1.0 Transitional DTD
-
- This is a slight modification of the Extensible HTML Version 1.0
- Transitional DTD to allow some elements in the mowgli namespace
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- All the relative SYSTEM identifiers in the DTD have been made absolute
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- The parts of the DTD that have been modified are enclosed between
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-<!--
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-
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-
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-
- For further information, see: http://www.w3.org/TR/xhtml1
-
- Copyright (c) 1998-2000 W3C (MIT, INRIA, Keio),
- All Rights Reserved.
-
- This DTD module is identified by the PUBLIC and SYSTEM identifiers:
-
- PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"
- SYSTEM "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"
-
- $Revision$
- $Date$
-
--->
-
-<!--================ Character mnemonic entities =========================-->
-
-<!ENTITY % HTMLlat1 PUBLIC
- "-//W3C//ENTITIES Latin 1 for XHTML//EN"
- "http://www.w3.org/TR/xhtml1/DTD/xhtml-lat1.ent">
-%HTMLlat1;
-
-<!ENTITY % HTMLsymbol PUBLIC
- "-//W3C//ENTITIES Symbols for XHTML//EN"
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-%HTMLsymbol;
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-%HTMLspecial;
-
-<!--================== Imported Names ====================================-->
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-<!ENTITY % ContentType "CDATA">
- <!-- media type, as per [RFC2045] -->
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-<!ENTITY % ContentTypes "CDATA">
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--->
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-<!--=================== Generic Attributes ===============================-->
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-<!-- internationalization attributes
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- dir direction for weak/neutral text
--->
-<!ENTITY % i18n
- "lang %LanguageCode; #IMPLIED
- xml:lang %LanguageCode; #IMPLIED
- dir (ltr|rtl) #IMPLIED"
- >
-
-<!-- attributes for common UI events
- onclick a pointer button was clicked
- ondblclick a pointer button was double clicked
- onmousedown a pointer button was pressed down
- onmouseup a pointer button was released
- onmousemove a pointer was moved onto the element
- onmouseout a pointer was moved away from the element
- onkeypress a key was pressed and released
- onkeydown a key was pressed down
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--->
-<!ENTITY % events
- "onclick %Script; #IMPLIED
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- >
-
-<!-- attributes for elements that can get the focus
- accesskey accessibility key character
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--->
-<!ENTITY % focus
- "accesskey %Character; #IMPLIED
- tabindex %Number; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED"
- >
-
-<!ENTITY % attrs "%coreattrs; %i18n; %events;">
-
-<!-- text alignment for p, div, h1-h6. The default is
- align="left" for ltr headings, "right" for rtl -->
-
-<!ENTITY % TextAlign "align (left|center|right) #IMPLIED">
-
-<!--=================== Text Elements ====================================-->
-
-<!ENTITY % special
- "br | span | bdo | object | applet | img | map | iframe">
-
-<!ENTITY % fontstyle "tt | i | b | big | small | u
- | s | strike |font | basefont">
-
-<!ENTITY % phrase "em | strong | dfn | code | q | sub | sup |
- samp | kbd | var | cite | abbr | acronym">
-
-<!ENTITY % inline.forms "input | select | textarea | label | button">
-
-<!-- these can occur at block or inline level -->
-<!ENTITY % misc "ins | del | script | noscript">
-
-<!ENTITY % inline "a | %special; | %fontstyle; | %phrase; | %inline.forms;">
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-<!-- %Inline; covers inline or "text-level" elements -->
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-<!ENTITY % Inline "(#PCDATA | mowgli:date | %inline; | %misc;)*">
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-
-<!--================== Block level elements ==============================-->
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-<!ENTITY % Block "(%block; | form | %misc;)*">
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-
-<!--================== Content models for exclusions =====================-->
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-
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-
-<!ENTITY % pre.content
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-
-<!--================ Document Structure ==================================-->
-
-<!-- the namespace URI designates the document profile -->
-
-<!ELEMENT html (head, body)>
-<!ATTLIST html
- %i18n;
- xmlns %URI; #FIXED 'http://www.w3.org/1999/xhtml'
- >
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-<!--================ Document Head =======================================-->
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-<!--=================== Document Body ====================================-->
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-<!--=================== Address ==========================================-->
-
-<!-- information on author -->
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- >
-
-<!--=================== Horizontal Rule ==================================-->
-
-<!ELEMENT hr EMPTY>
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- align (left|center|right) #IMPLIED
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-
-<!--=================== Preformatted Text ================================-->
-
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-
-<!ELEMENT pre %pre.content;>
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-<!--=================== Text alignment ===================================-->
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-
-<!--=================== Inserted/Deleted Text ============================-->
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- ins/del are allowed in block and inline content, but its
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- shape %Shape; "rect"
- coords %Coords; #IMPLIED
- tabindex %Number; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- target %FrameTarget; #IMPLIED
- >
-
-<!--===================== Inline Elements ================================-->
-
-<!ELEMENT span %Inline;> <!-- generic language/style container -->
-<!ATTLIST span
- %attrs;
- >
-
-<!ELEMENT bdo %Inline;> <!-- I18N BiDi over-ride -->
-<!ATTLIST bdo
- %coreattrs;
- %events;
- lang %LanguageCode; #IMPLIED
- xml:lang %LanguageCode; #IMPLIED
- dir (ltr|rtl) #REQUIRED
- >
-
-<!ELEMENT br EMPTY> <!-- forced line break -->
-<!ATTLIST br
- %coreattrs;
- clear (left|all|right|none) "none"
- >
-
-<!ELEMENT em %Inline;> <!-- emphasis -->
-<!ATTLIST em %attrs;>
-
-<!ELEMENT strong %Inline;> <!-- strong emphasis -->
-<!ATTLIST strong %attrs;>
-
-<!ELEMENT dfn %Inline;> <!-- definitional -->
-<!ATTLIST dfn %attrs;>
-
-<!ELEMENT code %Inline;> <!-- program code -->
-<!ATTLIST code %attrs;>
-
-<!ELEMENT samp %Inline;> <!-- sample -->
-<!ATTLIST samp %attrs;>
-
-<!ELEMENT kbd %Inline;> <!-- something user would type -->
-<!ATTLIST kbd %attrs;>
-
-<!ELEMENT var %Inline;> <!-- variable -->
-<!ATTLIST var %attrs;>
-
-<!ELEMENT cite %Inline;> <!-- citation -->
-<!ATTLIST cite %attrs;>
-
-<!ELEMENT abbr %Inline;> <!-- abbreviation -->
-<!ATTLIST abbr %attrs;>
-
-<!ELEMENT acronym %Inline;> <!-- acronym -->
-<!ATTLIST acronym %attrs;>
-
-<!ELEMENT q %Inline;> <!-- inlined quote -->
-<!ATTLIST q
- %attrs;
- cite %URI; #IMPLIED
- >
-
-<!ELEMENT sub %Inline;> <!-- subscript -->
-<!ATTLIST sub %attrs;>
-
-<!ELEMENT sup %Inline;> <!-- superscript -->
-<!ATTLIST sup %attrs;>
-
-<!ELEMENT tt %Inline;> <!-- fixed pitch font -->
-<!ATTLIST tt %attrs;>
-
-<!ELEMENT i %Inline;> <!-- italic font -->
-<!ATTLIST i %attrs;>
-
-<!ELEMENT b %Inline;> <!-- bold font -->
-<!ATTLIST b %attrs;>
-
-<!ELEMENT big %Inline;> <!-- bigger font -->
-<!ATTLIST big %attrs;>
-
-<!ELEMENT small %Inline;> <!-- smaller font -->
-<!ATTLIST small %attrs;>
-
-<!ELEMENT u %Inline;> <!-- underline -->
-<!ATTLIST u %attrs;>
-
-<!ELEMENT s %Inline;> <!-- strike-through -->
-<!ATTLIST s %attrs;>
-
-<!ELEMENT strike %Inline;> <!-- strike-through -->
-<!ATTLIST strike %attrs;>
-
-<!ELEMENT basefont EMPTY> <!-- base font size -->
-<!ATTLIST basefont
- id ID #IMPLIED
- size CDATA #REQUIRED
- color %Color; #IMPLIED
- face CDATA #IMPLIED
- >
-
-<!ELEMENT font %Inline;> <!-- local change to font -->
-<!ATTLIST font
- %coreattrs;
- %i18n;
- size CDATA #IMPLIED
- color %Color; #IMPLIED
- face CDATA #IMPLIED
- >
-
-<!--==================== Object ======================================-->
-<!--
- object is used to embed objects as part of HTML pages.
- param elements should precede other content. Parameters
- can also be expressed as attribute/value pairs on the
- object element itself when brevity is desired.
--->
-
-<!ELEMENT object (#PCDATA | param | %block; | form | %inline; | %misc;)*>
-<!ATTLIST object
- %attrs;
- declare (declare) #IMPLIED
- classid %URI; #IMPLIED
- codebase %URI; #IMPLIED
- data %URI; #IMPLIED
- type %ContentType; #IMPLIED
- codetype %ContentType; #IMPLIED
- archive %UriList; #IMPLIED
- standby %Text; #IMPLIED
- height %Length; #IMPLIED
- width %Length; #IMPLIED
- usemap %URI; #IMPLIED
- name NMTOKEN #IMPLIED
- tabindex %Number; #IMPLIED
- align %ImgAlign; #IMPLIED
- border %Pixels; #IMPLIED
- hspace %Pixels; #IMPLIED
- vspace %Pixels; #IMPLIED
- >
-
-<!--
- param is used to supply a named property value.
- In XML it would seem natural to follow RDF and support an
- abbreviated syntax where the param elements are replaced
- by attribute value pairs on the object start tag.
--->
-<!ELEMENT param EMPTY>
-<!ATTLIST param
- id ID #IMPLIED
- name CDATA #REQUIRED
- value CDATA #IMPLIED
- valuetype (data|ref|object) "data"
- type %ContentType; #IMPLIED
- >
-
-<!--=================== Java applet ==================================-->
-<!--
- One of code or object attributes must be present.
- Place param elements before other content.
--->
-<!ELEMENT applet (#PCDATA | param | %block; | form | %inline; | %misc;)*>
-<!ATTLIST applet
- %coreattrs;
- codebase %URI; #IMPLIED
- archive CDATA #IMPLIED
- code CDATA #IMPLIED
- object CDATA #IMPLIED
- alt %Text; #IMPLIED
- name NMTOKEN #IMPLIED
- width %Length; #REQUIRED
- height %Length; #REQUIRED
- align %ImgAlign; #IMPLIED
- hspace %Pixels; #IMPLIED
- vspace %Pixels; #IMPLIED
- >
-
-<!--=================== Images ===========================================-->
-
-<!--
- To avoid accessibility problems for people who aren't
- able to see the image, you should provide a text
- description using the alt and longdesc attributes.
- In addition, avoid the use of server-side image maps.
--->
-
-<!ELEMENT img EMPTY>
-<!ATTLIST img
- %attrs;
- src %URI; #REQUIRED
- alt %Text; #REQUIRED
- name NMTOKEN #IMPLIED
- longdesc %URI; #IMPLIED
- height %Length; #IMPLIED
- width %Length; #IMPLIED
- usemap %URI; #IMPLIED
- ismap (ismap) #IMPLIED
- align %ImgAlign; #IMPLIED
- border %Length; #IMPLIED
- hspace %Pixels; #IMPLIED
- vspace %Pixels; #IMPLIED
- >
-
-<!-- usemap points to a map element which may be in this document
- or an external document, although the latter is not widely supported -->
-
-<!--================== Client-side image maps ============================-->
-
-<!-- These can be placed in the same document or grouped in a
- separate document although this isn't yet widely supported -->
-
-<!ELEMENT map ((%block; | form | %misc;)+ | area+)>
-<!ATTLIST map
- %i18n;
- %events;
- id ID #REQUIRED
- class CDATA #IMPLIED
- style %StyleSheet; #IMPLIED
- title %Text; #IMPLIED
- name CDATA #IMPLIED
- >
-
-<!ELEMENT area EMPTY>
-<!ATTLIST area
- %attrs;
- shape %Shape; "rect"
- coords %Coords; #IMPLIED
- href %URI; #IMPLIED
- nohref (nohref) #IMPLIED
- alt %Text; #REQUIRED
- tabindex %Number; #IMPLIED
- accesskey %Character; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- target %FrameTarget; #IMPLIED
- >
-
-<!--================ Forms ===============================================-->
-
-<!ELEMENT form %form.content;> <!-- forms shouldn't be nested -->
-
-<!ATTLIST form
- %attrs;
- action %URI; #REQUIRED
- method (get|post) "get"
- name NMTOKEN #IMPLIED
- enctype %ContentType; "application/x-www-form-urlencoded"
- onsubmit %Script; #IMPLIED
- onreset %Script; #IMPLIED
- accept %ContentTypes; #IMPLIED
- accept-charset %Charsets; #IMPLIED
- target %FrameTarget; #IMPLIED
- >
-
-<!--
- Each label must not contain more than ONE field
- Label elements shouldn't be nested.
--->
-<!ELEMENT label %Inline;>
-<!ATTLIST label
- %attrs;
- for IDREF #IMPLIED
- accesskey %Character; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- >
-
-<!ENTITY % InputType
- "(text | password | checkbox |
- radio | submit | reset |
- file | hidden | image | button)"
- >
-
-<!-- the name attribute is required for all but submit & reset -->
-
-<!ELEMENT input EMPTY> <!-- form control -->
-<!ATTLIST input
- %attrs;
- type %InputType; "text"
- name CDATA #IMPLIED
- value CDATA #IMPLIED
- checked (checked) #IMPLIED
- disabled (disabled) #IMPLIED
- readonly (readonly) #IMPLIED
- size CDATA #IMPLIED
- maxlength %Number; #IMPLIED
- src %URI; #IMPLIED
- alt CDATA #IMPLIED
- usemap %URI; #IMPLIED
- tabindex %Number; #IMPLIED
- accesskey %Character; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- onselect %Script; #IMPLIED
- onchange %Script; #IMPLIED
- accept %ContentTypes; #IMPLIED
- align %ImgAlign; #IMPLIED
- >
-
-<!ELEMENT select (optgroup|option)+> <!-- option selector -->
-<!ATTLIST select
- %attrs;
- name CDATA #IMPLIED
- size %Number; #IMPLIED
- multiple (multiple) #IMPLIED
- disabled (disabled) #IMPLIED
- tabindex %Number; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- onchange %Script; #IMPLIED
- >
-
-<!ELEMENT optgroup (option)+> <!-- option group -->
-<!ATTLIST optgroup
- %attrs;
- disabled (disabled) #IMPLIED
- label %Text; #REQUIRED
- >
-
-<!ELEMENT option (#PCDATA)> <!-- selectable choice -->
-<!ATTLIST option
- %attrs;
- selected (selected) #IMPLIED
- disabled (disabled) #IMPLIED
- label %Text; #IMPLIED
- value CDATA #IMPLIED
- >
-
-<!ELEMENT textarea (#PCDATA)> <!-- multi-line text field -->
-<!ATTLIST textarea
- %attrs;
- name CDATA #IMPLIED
- rows %Number; #REQUIRED
- cols %Number; #REQUIRED
- disabled (disabled) #IMPLIED
- readonly (readonly) #IMPLIED
- tabindex %Number; #IMPLIED
- accesskey %Character; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- onselect %Script; #IMPLIED
- onchange %Script; #IMPLIED
- >
-
-<!--
- The fieldset element is used to group form fields.
- Only one legend element should occur in the content
- and if present should only be preceded by whitespace.
--->
-<!ELEMENT fieldset (#PCDATA | legend | %block; | form | %inline; | %misc;)*>
-<!ATTLIST fieldset
- %attrs;
- >
-
-<!ENTITY % LAlign "(top|bottom|left|right)">
-
-<!ELEMENT legend %Inline;> <!-- fieldset label -->
-<!ATTLIST legend
- %attrs;
- accesskey %Character; #IMPLIED
- align %LAlign; #IMPLIED
- >
-
-<!--
- Content is %Flow; excluding a, form, form controls, iframe
--->
-<!ELEMENT button %button.content;> <!-- push button -->
-<!ATTLIST button
- %attrs;
- name CDATA #IMPLIED
- value CDATA #IMPLIED
- type (button|submit|reset) "submit"
- disabled (disabled) #IMPLIED
- tabindex %Number; #IMPLIED
- accesskey %Character; #IMPLIED
- onfocus %Script; #IMPLIED
- onblur %Script; #IMPLIED
- >
-
-<!-- single-line text input control (DEPRECATED) -->
-<!ELEMENT isindex EMPTY>
-<!ATTLIST isindex
- %coreattrs;
- %i18n;
- prompt %Text; #IMPLIED
- >
-
-<!--======================= Tables =======================================-->
-
-<!-- Derived from IETF HTML table standard, see [RFC1942] -->
-
-<!--
- The border attribute sets the thickness of the frame around the
- table. The default units are screen pixels.
-
- The frame attribute specifies which parts of the frame around
- the table should be rendered. The values are not the same as
- CALS to avoid a name clash with the valign attribute.
--->
-<!ENTITY % TFrame "(void|above|below|hsides|lhs|rhs|vsides|box|border)">
-
-<!--
- The rules attribute defines which rules to draw between cells:
-
- If rules is absent then assume:
- "none" if border is absent or border="0" otherwise "all"
--->
-
-<!ENTITY % TRules "(none | groups | rows | cols | all)">
-
-<!-- horizontal placement of table relative to document -->
-<!ENTITY % TAlign "(left|center|right)">
-
-<!-- horizontal alignment attributes for cell contents
-
- char alignment char, e.g. char=':'
- charoff offset for alignment char
--->
-<!ENTITY % cellhalign
- "align (left|center|right|justify|char) #IMPLIED
- char %Character; #IMPLIED
- charoff %Length; #IMPLIED"
- >
-
-<!-- vertical alignment attributes for cell contents -->
-<!ENTITY % cellvalign
- "valign (top|middle|bottom|baseline) #IMPLIED"
- >
-
-<!ELEMENT table
- (caption?, (col*|colgroup*), thead?, tfoot?, (tbody+|tr+))>
-<!ELEMENT caption %Inline;>
-<!ELEMENT thead (tr)+>
-<!ELEMENT tfoot (tr)+>
-<!ELEMENT tbody (tr)+>
-<!ELEMENT colgroup (col)*>
-<!ELEMENT col EMPTY>
-<!ELEMENT tr (th|td)+>
-<!ELEMENT th %Flow;>
-<!ELEMENT td %Flow;>
-
-<!ATTLIST table
- %attrs;
- summary %Text; #IMPLIED
- width %Length; #IMPLIED
- border %Pixels; #IMPLIED
- frame %TFrame; #IMPLIED
- rules %TRules; #IMPLIED
- cellspacing %Length; #IMPLIED
- cellpadding %Length; #IMPLIED
- align %TAlign; #IMPLIED
- bgcolor %Color; #IMPLIED
- >
-
-<!ENTITY % CAlign "(top|bottom|left|right)">
-
-<!ATTLIST caption
- %attrs;
- align %CAlign; #IMPLIED
- >
-
-<!--
-colgroup groups a set of col elements. It allows you to group
-several semantically related columns together.
--->
-<!ATTLIST colgroup
- %attrs;
- span %Number; "1"
- width %MultiLength; #IMPLIED
- %cellhalign;
- %cellvalign;
- >
-
-<!--
- col elements define the alignment properties for cells in
- one or more columns.
-
- The width attribute specifies the width of the columns, e.g.
-
- width=64 width in screen pixels
- width=0.5* relative width of 0.5
-
- The span attribute causes the attributes of one
- col element to apply to more than one column.
--->
-<!ATTLIST col
- %attrs;
- span %Number; "1"
- width %MultiLength; #IMPLIED
- %cellhalign;
- %cellvalign;
- >
-
-<!--
- Use thead to duplicate headers when breaking table
- across page boundaries, or for static headers when
- tbody sections are rendered in scrolling panel.
-
- Use tfoot to duplicate footers when breaking table
- across page boundaries, or for static footers when
- tbody sections are rendered in scrolling panel.
-
- Use multiple tbody sections when rules are needed
- between groups of table rows.
--->
-<!ATTLIST thead
- %attrs;
- %cellhalign;
- %cellvalign;
- >
-
-<!ATTLIST tfoot
- %attrs;
- %cellhalign;
- %cellvalign;
- >
-
-<!ATTLIST tbody
- %attrs;
- %cellhalign;
- %cellvalign;
- >
-
-<!ATTLIST tr
- %attrs;
- %cellhalign;
- %cellvalign;
- bgcolor %Color; #IMPLIED
- >
-
-<!-- Scope is simpler than headers attribute for common tables -->
-<!ENTITY % Scope "(row|col|rowgroup|colgroup)">
-
-<!-- th is for headers, td for data and for cells acting as both -->
-
-<!ATTLIST th
- %attrs;
- abbr %Text; #IMPLIED
- axis CDATA #IMPLIED
- headers IDREFS #IMPLIED
- scope %Scope; #IMPLIED
- rowspan %Number; "1"
- colspan %Number; "1"
- %cellhalign;
- %cellvalign;
- nowrap (nowrap) #IMPLIED
- bgcolor %Color; #IMPLIED
- width %Pixels; #IMPLIED
- height %Pixels; #IMPLIED
- >
-
-<!ATTLIST td
- %attrs;
- abbr %Text; #IMPLIED
- axis CDATA #IMPLIED
- headers IDREFS #IMPLIED
- scope %Scope; #IMPLIED
- rowspan %Number; "1"
- colspan %Number; "1"
- %cellhalign;
- %cellvalign;
- nowrap (nowrap) #IMPLIED
- bgcolor %Color; #IMPLIED
- width %Pixels; #IMPLIED
- height %Pixels; #IMPLIED
- >
-
-<!-- BEGIN MOWGLI extension -->
-<!ELEMENT mowgli:latest-news EMPTY>
-<!ELEMENT mowgli:approaching-deadlines EMPTY>
-<!ELEMENT mowgli:date EMPTY>
-<!-- END MOWGLI extension -->
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE news [
- <!ELEMENT news (event*)>
- <!ELEMENT event (date,header?,description,who?)>
- <!ELEMENT date (#PCDATA)>
- <!ELEMENT header (#PCDATA)>
- <!ELEMENT description (#PCDATA|a)*>
- <!ELEMENT who EMPTY>
- <!ATTLIST who
- file CDATA #REQUIRED>
-
- <!-- Small subset of XHTML -->
- <!ELEMENT a (#PCDATA)>
- <!ATTLIST a
- target CDATA #REQUIRED
- href CDATA #REQUIRED>
-]>
-
-<news>
- <event>
- <date>20020320</date>
- <description>
- New: the
- <a href="http://mowgli.cs.unibo.it/mailman/listinfo/mowgli-adm" target="content">administrative mailing list</a> has been set up
- (members only).
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020320</date>
- <description>
- The MOWGLI Kick-Off was held in Golm the 15th of March.
- MOWGLI members can find a
- <a href="members/kick-off.html" target="content">report</a> of the
- meeting in the members area.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020311</date>
- <description>
- <a href="people/dfki/libbrecht.html" target="content">Paul Libbrecht</a>
- contributes a much improved PDF file for the MOWGLI proposal in the
- member area.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020306</date>
- <description>
- The agenda of the
- <a href="mowgli-events/kick-off.html" target="content">MOWGLI Kick-Off meeting</a>
- has been detailed.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020226</date>
- <description>
- The site is now available in two versions: with and without
- frames. Please, try
- <a href="http://mowgli.cs.unibo.it/html_no_frames" target="_top">the one
- without frames</a> and give us some feedback.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020222</date>
- <description>
- The MOWGLI Kick-Off is approaching. Find out more
- informations under MOWGLI Events.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020222</date>
- <description>
- MOWGLI Web Site announced. MKM03 added to events.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020214</date>
- <header>Valentine's Day</header>
- <description>
- New fancy colours, improved layout, especially for I.E. (bleah), main page
- generated automatically.
- </description>
- <who file="bologna/padovani"/>
- </event>
-
- <event>
- <date>20020212</date>
- <description>
- Site moved into CVS. XSLT stylesheets are used to generate
- HTML pages from XML sources.
- </description>
- <who file="bologna/sacerdoti"/>
- </event>
-
- <event>
- <date>20020119</date>
- <description>
- First Web pages created.
- </description>
- <who file="bologna/padovani"/>
- </event>
-
-</news>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE events [
- <!ELEMENT events (event*)>
- <!ELEMENT event (name,url,description?,where?,when,deadline*)>
- <!ELEMENT name (#PCDATA)>
- <!ELEMENT url (#PCDATA)>
- <!ELEMENT description (#PCDATA)>
- <!ELEMENT where (#PCDATA)>
- <!ELEMENT when (begin,end)>
- <!ELEMENT begin (#PCDATA)>
- <!ELEMENT end (#PCDATA)>
- <!ELEMENT deadline (description,date)>
- <!ATTLIST deadline
- kind (submission|notification|registration|camera-ready) #REQUIRED>
- <!ELEMENT date (#PCDATA)>
-]>
-
-<events>
- <event>
- <name>6th European Conference on Research and Advanced Technology for
- Digital Libraries (ECDL2002)</name>
- <url>http://www.ecdl2002.org</url>
- <where>Rome, Italy</where>
- <when>
- <begin>20020916</begin>
- <end>20020918</end>
- </when>
- <deadline kind="submission">
- <description>Deadline for ALL the proposals</description>
- <date>20020501</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance for tutorials and workshops</description>
- <date>20020515</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance for papers, panels and posters</description>
- <date>20020615</date>
- </deadline>
- <deadline kind="submission">
- <description>Camera ready papers due</description>
- <date>20020701</date>
- </deadline>
- </event>
- <event>
- <name>Sixth International Conference on Typed Lambda Calculi and Applications (TLCA '03)</name>
- <url>http://www.tcs.informatik.uni-muenchen.de/~mhofmann/tlca03cfp.html</url>
- <where>Valencia, Spain</where>
- <when>
- <begin>????</begin>
- <end>????</end>
- </when>
- <deadline kind="submission">
- <description>Papers due</description>
- <date>20021129</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance</description>
- <date>20030130</date>
- </deadline>
- <deadline kind="submission">
- <description>Full papers due</description>
- <date>20030315</date>
- </deadline>
- </event>
-
- <event>
- <name>Third International Workshop on Logical Frameworks and
- Meta-Languages</name>
- <url>http://www.cs.cmu.edu/~lfm02</url>
- <description>A FLoC'02 affiliated workshop</description>
- <where>Copenhagen, Denmark</where>
- <when>
- <begin>20020726</begin>
- <end>20020726</end>
- </when>
- <deadline kind="submission">
- <description>Papers due</description>
- <date>20020415</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance</description>
- <date>20020513</date>
- </deadline>
- <deadline kind="submission">
- <description>Full papers due</description>
- <date>20020603</date>
- </deadline>
- </event>
-
- <event>
- <name>Internet Accessible Mathematical Computation</name>
- <url>http://www.SymbolicNet.org/conferences/iamc02</url>
- <description>a Workshop at ISSAC 2002</description>
- <where>Lille, France</where>
- <when>
- <begin>20020707</begin>
- <end>20020707</end>
- </when>
- <deadline kind="submission">
- <description>Abstract due</description>
- <date>20020512</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance</description>
- <date>20020527</date>
- </deadline>
- <deadline kind="submission">
- <description>Description of the software required for demos due.</description>
- <date>20020610</date>
- </deadline>
- <deadline kind="submission">
- <description>Full papers due</description>
- <date>20020627</date>
- </deadline>
- </event>
-
- <event>
- <name>Calculemus 2002</name>
- <url>http://www.ags.uni-sb.de/~calculemus2002/</url>
- <description>10th Symposium on the Integration of Symbolic Computation and
- Mechanized Reasoning</description>
- <where>Marseille, France</where>
- <when>
- <begin>20020701</begin>
- <end>20020715</end>
- </when>
- <deadline kind="submission">
- <description>Papers due</description>
- <date>20020308</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance</description>
- <date>20020402</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Camera-ready papers due</description>
- <date>20020419</date>
- </deadline>
- </event>
-
- <event>
- <name>MKM 2001</name>
- <url>http://www.risc.uni-linz.ac.at/institute/conferences/MKM2001</url>
- <description>First International Workshop on Mathematical Knowledge
- Management. Special Issue for Annals of Mathematics and Artificial
- Intelligence to appear in Fall 2002</description>
- <where>RISC, A-4232 Schloss Hagenberg</where>
- <when>
- <begin>20010924</begin>
- <end>20010926</end>
- </when>
- <deadline kind="notification">
- <description>Notification of acceptance for the special issue on
- Annals of Mathematics and Artificial Intelligence.</description>
- <date>20020228</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Final version of papers for the special issue.</description>
- <date>20020531</date>
- </deadline>
- </event>
-
- <event>
- <name>International Congress of Mathematical Software 2002</name>
- <url>http://www.mathsoftware.org</url>
- <description>Satellite conference of ICM.</description>
- <where>Beijing</where>
- <when>
- <begin>20020817</begin>
- <end>20020819</end>
- </when>
- <deadline kind="submission">
- <description>Papers due</description>
- <date>20020215</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance for papers</description>
- <date>20020331</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Camera-ready due</description>
- <date>20020515</date>
- </deadline>
- </event>
-
- <event>
- <name>Find and Post Mathematics in the Web</name>
- <url>http://icms.math.tsinghua.edu.cn</url>
- <description>A workshop on Electronic Information and Communication in Mathematics. Satellite conference of ICM.</description>
- <where>Beijing</where>
- <when>
- <begin>20020829</begin>
- <end>20020831</end>
- </when>
- <deadline kind="submission">
- <description>Abstracts due</description>
- <date>20020331</date>
- </deadline>
- </event>
-
- <event>
- <name>MathML 2002</name>
- <url>http://www.mathmlconference.org</url>
- <where>Chicago</where>
- <when>
- <begin>20020628</begin>
- <end>20020630</end>
- </when>
- <deadline kind="submission">
- <description>Abstracts for papers and panel proposals due</description>
- <date>20020218</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance for papers and panels</description>
- <date>20020311</date>
- </deadline>
- <deadline kind="submission">
- <description>Poster abstracts and demo proposals due</description>
- <date>20020315</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance for posters and demos</description>
- <date>20020329</date>
- </deadline>
- <deadline kind="registration">
- <description>Last day for early registration</description>
- <date>20020517</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Deadline for full papers for JSC special issue</description>
- <date>20020626</date>
- </deadline>
- </event>
-
- <event>
- <name>6th International Conference on Electronic Publishing (ELPUB 2002)</name>
- <url>http://www.tu-chemnitz.de/elpub02/</url>
- <where>Karlovy Vary, Czech Republic</where>
- <when>
- <begin>20021106</begin>
- <end>20021109</end>
- </when>
- <deadline kind="submission">
- <description>Abstracts due</description>
- <date>20020215</date>
- </deadline>
- <deadline kind="submission">
- <description>Full papers due</description>
- <date>20020628</date>
- </deadline>
- </event>
-
- <event>
- <name>TPHOLS 2002</name>
- <url>http://shemesh.larc.nasa.gov/tphols2002</url>
- <where>Hampton (Virginia)</where>
- <when>
- <begin>20020820</begin>
- <end>20020823</end>
- </when>
- <deadline kind="submission">
- <description>Category A papers due</description>
- <date>20020222</date>
- </deadline>
- <deadline kind="notification">
- <description>Category A notification of acceptance</description>
- <date>20020422</date>
- </deadline>
- <deadline kind="submission">
- <description>Category B papers due</description>
- <date>20020517</date>
- </deadline>
- <deadline kind="submission">
- <description>Category A camera-ready copy due</description>
- <date>20020524</date>
- </deadline>
- <deadline kind="notification">
- <description>Category B notification of acceptance</description>
- <date>20020617</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Category B camera-ready copy due</description>
- <date>20020705</date>
- </deadline>
- </event>
- <event>
- <name>WWW-2002: Semantic Web Workshop</name>
- <url>http://semanticweb2002.aifb.uni-karlsruhe.de</url>
- <description>Workshop associated to WWW2002</description>
- <where>Hawaii</where>
- <when>
- <begin>20020507</begin>
- <end>20020507</end>
- </when>
- <deadline kind="submission">
- <description>Paper submission</description>
- <date>20020301</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification of acceptance</description>
- <date>20020401</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Deadline for final contributions</description>
- <date>20020415</date>
- </deadline>
- </event>
- <event>
- <name>Extreme 2002</name>
- <url>http://www.extrememarkup.com</url>
- <where>Montreal Canada</where>
- <when>
- <begin>20020806</begin>
- <end>20020809</end>
- </when>
- <deadline kind="submission">
- <description>Paper Submission</description>
- <date>20020403</date>
- </deadline>
- <deadline kind="notification">
- <description>Speakers Notified</description>
- <date>20020513</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Revised Papers Due</description>
- <date>20020611</date>
- </deadline>
- </event>
- <event>
- <name>35 Years of Automath</name>
- <url>http://www.cee.hw.ac.uk/~fairouz/automath2002/</url>
- <where>Edinburgh</where>
- <when>
- <begin>20020410</begin>
- <end>20020413</end>
- </when>
- <deadline kind="submission">
- <description>Submission deadline of papers in special issue of an international journal.</description>
- <date>20020510</date>
- </deadline>
- <deadline kind="submission">
- <description>Submission deadline of special edited book celebrating de Bruijn's 85th anniversary.</description>
- <date>20020710</date>
- </deadline>
- </event>
-
- <event>
- <name>Second International Conference on Mathematical Knowledge Management (MKM 2003)</name>
- <url>http://www.cs.unibo.it/MKM03</url>
- <where>Bertinoro (IT)</where>
- <when>
- <begin>20030216</begin>
- <end>20030218</end>
- </when>
- <deadline kind="submission">
- <description>Papers due</description>
- <date>20020901</date>
- </deadline>
- <deadline kind="notification">
- <description>Notification</description>
- <date>20021101</date>
- </deadline>
- <deadline kind="camera-ready">
- <description>Camera-ready due</description>
- <date>20021122</date>
- </deadline>
- </event>
-</events>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Ian</name>
- <surname>Kelley</surname>
- <position>Programmer</position>
- <e-mail>ikelley@aei-potsdam.mpg.de</e-mail>
-</person>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Dennis</name>
- <surname>Pollney</surname>
- <qualification>Dr.</qualification>
- <e-mail>pollney@aei-potsdam.mpg.de</e-mail>
- <url>http://www.aei.mpg.de/cgi-bin/interface/people.cgi?key=pollney</url>
- <address>
- Max-Planck-Institut für Gravitationsphysik,
- Albert-Einstein-Institut,
- Am Mühlenberg 1,
- 14476 Golm
- </address>
- <telephone>+49 (331) 567-7367</telephone>
- <fax>+49 (331) 567-7298</fax>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Bernard F.</name>
- <surname>Schutz</surname>
- <qualification>Prof.</qualification>
- <position>Institute Director</position>
- <position>Editor-in-Chief</position>
- <position>Member of the Project Coordination Committee
- of the European IST project MOWGLI</position>
- <e-mail>schutz@aei-potsdam.mpg.de</e-mail>
- <url>http://www.aei-potsdam.mpg.de/cgi-bin/interface/people.cgi?key=schutz</url>
- <curriculum>
- <p>Prof. Bernard Schutz (born in 1946 in the USA) is director of the Max
- Planck Institute for Gravitational Physics (Albert Einstein Institute),
- heading the Astrophysical Relativity Division of the Institute, and
- Professor at Cardiff University. In acknowledgement of pioneering
- scientific work in gravitational physics he has been elected Fellow of
- the American Physical Society. He invented the ``Living Reviews'' concept
- in 1996 and acts as the journal's Editor-in-chief. Bernard Schutz has
- served on the Editorial Board of Classical and Quantum Gravity between
- 1988 and 1990, and since 1998 is member of the Editorial Board of the
- monograph series Studies In High Energy Physics, Cosmology and Gravitation
- (Institute of Physics Publishing, Bristol, UK).</p>
- </curriculum>
- <selected-publication file="others/cup_s"/>
- <selected-publication file="others/cup_s2"/>
- <selected-publication file="others/jep_ws"/>
- <selected-publication file="others/jep_wwsw"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Theresa</name>
- <surname>Velden</surname>
- <position>Executive Director, CIM</position>
- <e-mail>velden@zim.mpg.de</e-mail>
- <url>http://www.zim.mpg.de</url>
- <address>Heinz Nixdorf Zentrum fuer
- Informationsmanagement in der
- Max-Planck-Gesellschaft (ZIM)
- Boltzmannstrasse 2/ITER Gebaeude
- D- 85748 Garching</address>
- <telephone>+49(0)89-3299-1550</telephone>
- <fax>+49(0)89-3299-1555</fax>
- <curriculum>
- <p>Theresa Velden (born in 1970 in Germany) graduated in Physics
- from Bielefeld University in 1997 after having completed a diploma
- thesis on Mathematical Relativity at the Max Planck Institute
- for Gravitational Physics. Since 1998 she has been leading the
- editorial team of <em>Living Reviews in Relativity</em> as Managing
- Editor, organizing the editorial process and supervising the
- development of software for electronic publishing and journal
- management.</p>
- <p>In September 2001 she moved to the Max
- Planck Society's new Heinz Nixdorf Center for Information Management,
- where she is acting as executive director.</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Bernd</name>
- <surname>Wegner</surname>
- <qualification>Prof.</qualification>
- <position>Full Professor of Mathematics</position>
- <position>Editor-in-chief of Zentralblatt MATH, the most comprehensive
- literature information service in mathematics, with Web access under
- EMIS</position>
- <position>Member of the advisory board for MATHDI, an information data base on
- education in mathematics</position>
- <position>Scientific Coordinator of EMIS, the European Mathematical
- Information Service, providing a mathematics portal with an electronic
- library as the main conten</position>
- <position>Leader of the TU-group for the EULER-project, which has developed a
- prototype for an integrated access to Web-based mathematical documents,
- funded by Telematics for Libraries, and supported by a small TAKEUP-project
- for the transition to a regular Web service</position>
- <position>Scientific Director of the LIMES-project (Large Infrastructures in
- Mathematics - Enhanced Services) which is designed to transform Zentralblatt
- MATH into European cooperation with Web-based input structures, funded by the
- Fifth Framework Programme</position>
- <position>Director of the ERAM-project (Electronic Research Archive in
- Mathematics),funded by Deutsche Forschungsgemeinschaft and designed to build
- up a digital archive of classical mathematics, capturing the Jahrbuch ueber
- die Fortschritte in database as a pre-Zentalblatt access facility to the
- archive</position>
- <position>Chairman of the Electronic Publishing Committee of EMS (European
- Mathematical Society)</position>
- <position>member of the Database Committee of the EMS</position>
- <position>associated with project Euclid (Cornell University, Ithaka, U.S.A.),
- establishing a non-profit (electronic) publication facility for
- mathematics</position>
- <position>member of the board of IWI (Institute for Scientific Information in
- Osnabrueck)</position>
- <position>Exploitation Manager of the European IST Project MOWGLI</position>
- <e-mail>wegner@math.TU-Berlin.DE</e-mail>
- <url>http://www.zblmath.fiz-karlsruhe.de/people/wegner.html</url>
- <curriculum>
- <p>He has participated with one or more talks at about 20 events on electronic
- information and communication in 2000, including continental congresses in
- Lisbon, Barcelona, Rio de Janeiro, Havanna, Moscow, and Manila. He has been
- elected as member of the scientific committee for several conferences on
- the subject in 2001: (Crimea, Athens, Coimbra, Linz, Guatemala City) and
- received invitations for plenary lectures at additional conferences.</p>
- <p>These activities give an excellent background to organise the information
- dissemination and exploitation activities for the project.</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Christina</name>
- <surname>Weyher</surname>
- <e-mail>weyher@aei-potsdam.mpg.de</e-mail>
- <url>http://www.aei.mpg.de/cgi-bin/interface/people.cgi?key=weyher</url>
- <address>
- Max-Planck-Institut für Gravitationsphysik,
- Albert-Einstein-Institut,
- Am Mühlenberg 1,
- 14476 Golm
- </address>
- <telephone>+49 (331) 567-7441</telephone>
- <fax>+49 (331) 567-7449</fax>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Andrea</name>
- <surname>Asperti</surname>
- <qualification>Prof.</qualification>
- <position>Full Professor of Formal Languages and Compilers</position>
- <position>Member of the Advisory Committee of the World Wide Web</position>
- <position>Former Director of the Undergraduate Program in Computer Science
- of the University of Bologna</position>
- <position>Responsible of the Bologna site for the European TMR Project
- LINEAR</position>
- <position>Former Responsible of the Bologna site for the WG-21836
- CONFER-II</position>
- <position>Main Responsible for the Nation Research Project Linear Logic and
- beyond</position>
- <position>Project Manager of the European IST Project MOWGLI</position>
- <e-mail>asperti@cs.unibo.it</e-mail>
- <url>http://www.cs.unibo.it/~asperti</url>
- <address>Dipartimento di Scienze dell'Informazione, Mura Anteo Zamboni 7, Bologna, Italy</address>
- <telephone>+39 51 35 45 05</telephone>
- <curriculum>
- <p>Andrea Asperti was born in Italy, in 1961. He was awarded a Ph.D in
- Computer Science by the University of Pisa in 1989. In the same year
- he obtained a post-doc position at INRIA-Rocquencourt, where he was
- employed as a researcher in 1991. In 1992 he obtained the chair
- of Formal Languages and Compilers at the Department of
- Computer Science of the University of Bologna, becoming
- Full Professor in year 2000.
- He is currently teaching courses on Programming Languages,
- Theoretical Computer Science and Human-Computer Interaction.</p>
- </curriculum>
- <research-interests>
- <p>The research interests of Andrea Asperti are focused on forms,
- formats and methods of knowledge representation and elaboration.
- This covers Markup Languages, Information Processing,
- Programming Languages, Interpreters and
- Compilers, Type Systems, Higher-order Logics, Linear Logic, Category
- Theory. He is author of over 40 international publications on formal
- aspects of the theory of Computing, and several books.</p>
- <p>He has been member of the Programme Committees of several
- International Conferences, comprising CONCUR'98, RTA'99,
- LICS'99, PPDP'00, CSL'01, MKM'01 (First International Workshop
- on Mathematical Knowledge Management).</p>
- <p>His recent scientific activity has been mostly focused on the
- HELM Project, aimed to build the technological infrastructure
- for an Hypertextual Electronic Library of Mathematics.</p>
- </research-interests>
- <selected-publication file="others/extreme2001_apss"/>
- <selected-publication file="others/tphols2001_apss"/>
- <selected-publication file="others/crimea2001_apss"/>
- <selected-publication file="others/mathml2000_apss"/>
- <selected-publication file="others/category_al"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Ferruccio</name>
- <surname>Guidi</surname>
- <position>Ph.D. Student</position>
- <e-mail>fguidi@cs.unibo.it</e-mail>
- <url>http://www.cs.unibo.it/~fguidi</url>
- <address>Dipartimento di Scienze dell'Informazione, Mura Anteo Zamboni 7, Bologna, Italy</address>
- <telephone>+39 51 20 94 871</telephone>
- <selected-publication file="others/extreme2001_apss"/>
- <selected-publication file="others/tphols2001_apss"/>
- <selected-publication file="others/crimea2001_apss"/>
- <selected-publication file="others/mathml2000_apss"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Luca</name>
- <surname>Padovani</surname>
- <position>Ph.D. Student</position>
- <position>Member of Math-WG</position>
- <e-mail>lpadovan@cs.unibo.it</e-mail>
- <url>http://www.cs.unibo.it/~lpadovan</url>
- <address>Dipartimento di Scienze dell'Informazione, Mura Anteo Zamboni 7, Bologna, Italy</address>
- <telephone>+39 51 20 94 871</telephone>
- <selected-publication file="others/extreme2001_apss"/>
- <selected-publication file="others/tphols2001_apss"/>
- <selected-publication file="others/crimea2001_apss"/>
- <selected-publication file="others/mathml2000_apss"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Claudio</name>
- <surname>Sacerdoti Coen</surname>
- <position>Ph.D. Student</position>
- <position>Leader of the ``Transformation'' Work-Package of the European
- IST project MOWGLI</position>
- <e-mail>sacerdot@cs.unibo.it</e-mail>
- <url>http://www.cs.unibo.it/~sacerdot</url>
- <address>Dipartimento di Scienze dell'Informazione, Mura Anteo Zamboni 7, Bologna, Italy</address>
- <telephone>+39 51 20 94 871</telephone>
- <selected-publication file="others/extreme2001_apss"/>
- <selected-publication file="others/tphols2001_apss"/>
- <selected-publication file="others/crimea2001_apss"/>
- <selected-publication file="others/mathml2000_apss"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Irene</name>
- <surname>Schena</surname>
- <position>Ph. Doctor in Computer Science</position>
- <position>Member of Math-WG</position>
- <e-mail>schena@cs.unibo.it</e-mail>
- <url>http://www.cs.unibo.it/~schena</url>
- <address>Dipartimento di Scienze dell'Informazione, Mura Anteo Zamboni 7, Bologna, Italy</address>
- <telephone>+39 51 20 94 871</telephone>
- <selected-publication file="others/extreme2001_apss"/>
- <selected-publication file="others/tphols2001_apss"/>
- <selected-publication file="others/crimea2001_apss"/>
- <selected-publication file="others/mathml2000_apss"/>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>George</name>
- <surname>Goguadze</surname>
- <position>Ph.D. Student</position>
- <e-mail>george@activemath.org</e-mail>
- <url>http://www.activemath.org/~george/</url>
- <address>
- Faculty of Computer Science,
- University of Saarland,
- Im.Stadwald 36.1,
- 66123, Saarbruecken,
- Germany
- </address>
- <telephone>+-49 (681) 302 5322</telephone>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Michael</name>
- <surname>Kohlhase</surname>
- <qualification>Dr.</qualification>
- <e-mail>kohlhase@cs.cmu.edu</e-mail>
- <url>http://www.ags.uni-sb.de/~kohlhase/</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Paul</name>
- <surname>Libbrecht</surname>
- <position>Ph.D. Student</position>
- <e-mail>paul@activemath.org</e-mail>
- <url>http://www.activemath.org/~paul/</url>
- <address>AG Siekmann, DFKI, Stuhlsatzenhausweg 3, 66123 Saarbrücken,
- Germany</address>
- <telephone>+49 681 302 4628</telephone>
- <fax>+49 681 302 5076</fax>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Erica</name>
- <surname>Melis</surname>
- <qualification>PD. Dr.</qualification>
- <position>Senior Researcher at the German Research Center for Artificial
- Intelligence (DFKI GmbH)</position>
- <e-mail>melis@dfki.de</e-mail>
- <url>http://www.ags.uni-sb.de/~melis</url>
- <curriculum>
- <p>Erica Melis is a Senior Researcher at the German
- Research Center for Artificial Intelligence (DFKI GmbH). She was a
- research scientist at the School of Computer Science of Carnegie Mellon
- University and at the Department of AI at the University of Edinburgh.
- Later she has been an Assistant Professor at the University of Saarland
- and is member of a Sonderforschungsbereich in Saarbruecken. She served on
- numerous programme committees. Erica Melis is the editor of proceedings
- and the co/author of numerous scientific papers in journals, conferences,
- and collections in areas such as deduction, planning, case-based
- reasoning, intelligent tutor systems.</p>
- <p>Currently, her research interests focus proof planning and on the
- application of Artificial Intelligence technology in intelligent learning
- environments.</p>
- <p>She is a member of AAAI and GI.</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Markus</name>
- <surname>Moschner</surname>
- <qualification>Dr.</qualification>
- <position>Member of the Project Exploitation Board
- of the European IST project MOWGLI</position>
- <e-mail>moschm@ags.uni-sb.de</e-mail>
- <address>
- Dept. Computer Science,
- Saarland University,
- Im Stadtwald,
- PF 151 150,
- D-66041 Saarbruecken
- </address>
- <telephone>+49 0681/302/5003</telephone>
- <fax>+49 0681/302/5076</fax>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Joerg</name>
- <surname>Siekmann</surname>
- <qualification>Prof.</qualification>
- <position>Professor of Computer Science</position>
- <position>Director of the Deduction and Multiagent Systems research
- department at the DFKI</position>
- <e-mail>Joerg.Siekmann@dfki.de</e-mail>
- <url>http://www.dfki.de/~siekmann</url>
- <curriculum>
- <p>Prof. Dr. Joerg Siekmann is Professor of Computer
- Science and Director of the Deduction and Multiagent Systems research
- department at the DFKI. He studied at the University of Goettingen
- (Mathematics and Physics, 1972) and the University of Essex (M.Sc. in
- Computer Science, 1973, and Ph.D. in Computer Science, 1976). From 1976
- to 1983 he was a research assistant at the University of Karlsruhe.
- From 1983 to 1991 he was Professor of Computer Science at the University
- of Kaiserslautern and since 1991 he has a joint position as professor for
- Computer Science at the Universitaet des Saarlandes and as one of the
- directors at the DFKI. He has published widely in AI, Automated Reasoning
- and Unification Theory and served on many programme committees and was
- programme chairman of various conferences (such as CADE, KI etc.). He is
- editor of several logic and AI oriented scientific journals (such
- as Journal of Automated Reasoning, Journal of Artificial Intelligence,
- Journal of Logic and Computation etc). His biography is included
- in most international Whos Who, as one of the founders of AI in
- Germany.</p>
- </curriculum>
-</person>
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- </from>
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+++ /dev/null
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-
-<!DOCTYPE person SYSTEM "../person.dtd">
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-<person>
- <name>Ahmed</name>
- <surname>Amerkad</surname>
- <e-mail>Ahmed.Amerkad@inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Ahmed.Amerkad</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Yves</name>
- <surname>Bertot</surname>
- <position>Researcher</position>
- <e-mail>Yves.Bertot@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Yves.Bertot</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Laurent</name>
- <surname>Chicli</surname>
- <position>Ph.D. Student</position>
- <e-mail>Laurent.Chicli@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Laurent.Chicli</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>David</name>
- <surname>Delahaye</surname>
- <position>Ph.D. Student</position>
- <e-mail>David.Delahaye@inria.fr</e-mail>
- <url>http://pauillac.inria.fr/~delahaye</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Hugo</name>
- <surname>Herbelin</surname>
- <qualification>Prof.</qualification>
- <position>Associate Professor at University Paris 10</position>
- <position>Seconded at INRIA</position>
- <position>Member of the Project Exploitation Board
- of the European IST project MOWGLI</position>
- <e-mail>Hugo.Herbelin@inria.fr</e-mail>
- <url>http://pauillac.inria.fr/~herbelin</url>
- <address>Domaine de Voluceau, 78153 Rocquencourt Cedex, France</address>
- <telephone>+33 (0) 1 39 63 53 77</telephone>
- <curriculum>
- <p>Born June 9, 1967.</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Hanane</name>
- <surname>Naciri</surname>
- <position>Ph.D. Student</position>
- <e-mail>Hanane.Naciri@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Hanane.Naciri</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Loic</name>
- <surname>Pottier</surname>
- <position>Researcher</position>
- <position>Leader of the ``Interfaces'' Work-Package of the European
- IST project MOWGLI</position>
- <e-mail>Loic.Pottier@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Loic.Pottier</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Laurence</name>
- <surname>Rideau</surname>
- <position>Researcher</position>
- <position>Member of the Project Coordination Committee
- of the European IST project MOWGLI</position>
- <e-mail>Laurence.Rideau@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Laurece.Rideau</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Laurent</name>
- <surname>Thery</surname>
- <position>Researcher</position>
- <e-mail>Laurent.Thery@sophia.inria.fr</e-mail>
- <url>http://www-sop.inria.fr/lemme/Laurente.Thery</url>
-</person>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Benjamin</name>
- <surname>Werner</surname>
- <qualification>Dr.</qualification>
- <position>Permanent researcher at INRIA.</position>
- <position>Teaching a graduate course at Université Paris 7 and
- undergraduate course at ENSTA.</position>
- <e-mail>Benjamin.Werner@inria.fr</e-mail>
- <url>http://logical.inria.fr/~werner/</url>
- <curriculum>
- <p>Benjamin Werner was born in 1966. He graduated from Ecole Polytechnique
- in 1989 and was awarded a PhD in computer science form université
- Paris 7 in 1994. He is since a researcher at INRIA-Rocquencourt,
- working on logical formalisms, type theory and the proof system Coq.</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Henk</name>
- <surname>Barendregt</surname>
- <qualification>Prof.</qualification>
- <position>Full Professor, Nijmegen</position>
- <e-mail>henk@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~henk</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Ernesto Reinaldo</name>
- <surname>Barreiro</surname>
- <position>Ph.D. Student, Eindhoven</position>
- <e-mail>ereinald@win.tue.nl</e-mail>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Arjeh</name>
- <surname>Cohen</surname>
- <qualification>Prof.</qualification>
- <position>Full Professor, Eindhoven</position>
- <e-mail>A.M.Cohen@tue.nl</e-mail>
- <url>http://www.win.tue.nl/~amc</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Luís</name>
- <surname>Cruz-Filipe</surname>
- <position>Ph.D. Student, Nijmegen</position>
- <e-mail>lcf@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~lcf</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Herman</name>
- <surname>Geuvers</surname>
- <qualification>Prof.</qualification>
- <position>Associate Professor in Foundations of Mathematics and Computer
- Science</position>
- <position>Responsible for the Nijmegen-Utrecht site of the EC Thematic
- Network ``TYPES'' (Computer Assisted Reasoning Based on Type Theory),
- IST-1999-29001</position>
- <position>President of the education committee of the Sub-faculty of
- Computer Science at the University of Nijmegen</position>
- <position>Former member of the Management Board of the Dutch
- research school IPA (Institute for Programming Research and
- Algorithmics)</position>
- <position>Member of the Project Coordination Committee and of the
- Project Exploitation Board of the European IST project MOWGLI</position>
- <position>Leader of the ``Requirement Analysis'' and ``Testing'' Work-Packages
- of the European IST project MOWGLI</position>
- <e-mail>herman@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~herman</url>
- <address>Faculteit NWI, KUN, Toernooiveld 1, 6525 ED Nijmegen, NL</address>
- <telephone>+31 243 652603</telephone>
- <curriculum>
- <p>Herman Geuvers studied Mathematics at the University of Nijmegen and
- got his Ph.D. in Mathematics and Computer Science in 1993 at the same
- University. In the same year he became assistant professor in computer
- science at the Eindhoven University of Technology in the Formal
- Methods group. From January 1st 2000, he is associate professor at the
- Department of Computer Science of the University of Nijmegen in the
- Foundations group. He is currently teaching in Formal Languages and
- Computability and Type Theory.</p>
- </curriculum>
- <research-interests>
- <p>The research interests of Herman
- Geuvers are: Formalization of Mathematics, Interactive Theorem
- Proving, Higher-order Logics, Communicating Formal Mathematics, Type
- Theory and lambda-calculus. His recent scientific activities range from
- the study of formal theories (especially typed lambda-calculi) to
- doing large theory developments in theorem provers, notably the
- formalization of the fundamental theorem of algebra in Coq.</p>
- </research-interests>
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- <selected-publication file="others/tcs2001_og"/>
- <selected-publication file="others/har_bg"/>
- <selected-publication file="others/jlp2001_scg"/>
-</person>
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-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Milad</name>
- <surname>Niqui</surname>
- <position>Ph.D. student, Nijmegen</position>
- <e-mail>milad@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~milad</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Jasper</name>
- <surname>Stein</surname>
- <position>Ph.D. Student, Nijmegen</position>
- <e-mail>jasper@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~jasper</url>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Dan</name>
- <surname>Synek</surname>
- <position>Programmer, Nijmegen</position>
- <e-mail>synek@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~synek</url>
-</person>
+++ /dev/null
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-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Freek</name>
- <surname>Wiedijk</surname>
- <qualification>Dr.</qualification>
- <position>Post Doc Researcher, Nijmegen</position>
- <e-mail>freek@cs.kun.nl</e-mail>
- <url>http://www.cs.kun.nl/~freek</url>
-</person>
+++ /dev/null
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+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Dominique</name>
- <surname>Bolignano</surname>
- <position>Chairman and Chief Executive Officer of Trusted Logic</position>
- <position>Part-time Full Professor at the Université Paris-Dauphine</position>
- <!-- <e-mail>Dominique.Bolignano@trusted-logic.fr</e-mail> -->
- <e-mail>mowgli@trusted-logic.fr</e-mail>
- <curriculum>
- <p>Dominique Bolignano is Chairman and Chief Executive Officer of
- Trusted Logic. He also teaches security and languages as a part-time
- full professor (Professeur Associé) at the Université Paris-Dauphine.
- From 1996 to 1999, Dominique Bolignano worked with Dyade, a joint
- venture between Bull and INRIA (French National Research Institute
- in Computer Science and Control), as Director, Responsible for
- technology transfer in security, electronic commerce, and smart cards,
- and Project Director in the following areas : formal verification of
- electronic commerce protocols (and more generally cryptographic protocols),
- evaluation or design of security architectures (mainly for secure
- embedded systems, such as smart cards, payment terminals, GSM phones,
- etc.), development of highly secure Java Virtual Machines (Bull Odyssey
- JavaCard, payment terminals), formal methods for ITSEC and Common
- Criteria security evaluations (participation to various security
- evaluations including some on smart cards operating systems).
- Before that, Dominique Bolignano was the head of a research group
- in the Corporate Research Centre of Bull and he has acquired, from
- 1982 to 1996, a deep experience in industry software development and
- formal verification systems (distributed systems, security protocols).
- Dominique Bolignano takes part in the Java Card Forum. He also is a
- Member of the newly created IFIP Working group on Foundations of Security
- Analysis and Design. He has been an invited speaker at MFPS'98, CAV'99,
- CARI'98, CIRM'98, JFMM'98, RTCS'96, Cartier'96, FemSys'97, and to many
- security or formal methods symposia and presented invited tutorials at
- Forte'98, Cartier'96, Forte'93. Dominique Bolignano also acted as a PhD
- advisor, as a reviewer and evaluator for European Community programs.
- He is a reviewer in several journals (Journal of Theoretical
- Computer Science (TCS), TSI, ...) and has been a reviewer and/or
- a member of the Program Committee in international
- conferences (SESS'93, FME'96,VDM 91 et FORTE 92, SaS'94, ...)</p>
- </curriculum>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Eduardo</name>
- <surname>Gimenez</surname>
- <qualification>Dr.</qualification>
- <!-- <e-mail>Eduardo.Gimenez@trusted-logic.fr</e-mail> -->
- <e-mail>mowgli@trusted-logic.fr</e-mail>
- <url>http://pauillac.inria.fr/~gimenez/</url>
- <address>5, rue du Bailliage 78000 Versailles FRANCE</address>
- <telephone>+33 - 1 30 97 25 13</telephone>
- <fax>+33 - 1 30 97 25 19</fax>
- <research-interests>
- <p>The keywords of my work are : formal methods, program specification and
- program certification, type theory, proof environments, Java cards,
- information security.</p>
- <p>My work concerns the application of type theory as a programming logic for
- developping certified programs. I am specially interested in verifying
- security properties concerning open embedded systems like Java smart
- cards.</p>
- </research-interests>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE person SYSTEM "../person.dtd">
-
-<person>
- <name>Claire</name>
- <surname>Loiseaux</surname>
- <!-- <e-mail>Claire.Loiseaux@trusted-logic.fr</e-mail> -->
- <e-mail>mowgli@trusted-logic.fr</e-mail>
- <position>Member of the Project Coordination Committee
- of the European IST project MOWGLI</position>
- <position>Member of the Project Exploitation Board
- of the European IST project MOWGLI</position>
- <address>5, rue du Bailliage 78000 Versailles FRANCE</address>
- <telephone>+33 - 1 30 97 25 00</telephone>
- <fax>+33 - 1 30 97 25 19</fax>
-</person>
+++ /dev/null
-<?xml version="1.0"?>
-
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-
-<project>
- <full_title>Mathematics On the Web: Get it by Logic and Interfaces</full_title>
- <acronym>MOWGLI</acronym>
- <type>Information Society Technologies Programme</type>
- <type_acronym>IST</type_acronym>
- <proposal_contract_no>IST-2001-33562 MOWGLI</proposal_contract_no>
- <operative_commencement_of_contract>20020301</operative_commencement_of_contract>
- <proposal>
- <ul>
- <li><a href="proposal/project-summary.html">Summary</a></li>
- <li><a href="proposal/project-objectives.html">Objectives</a></li>
- <li><a href="proposal/project-management.html">Management</a></li>
- <li><a href="proposal/contribution.html">Contribution to programme/key action objectives</a></li>
- <li><a href="proposal/innovation.html">Innovation</a></li>
- <li><a href="proposal/EC-contribution.html">Contribution to policies of the European Community</a></li>
- <li><a href="proposal/econ-scient-tech-prospects.html">Economic development and Scientific and Technological Prospects</a></li>
- <li><a href="proposal/project-planning.html">Project Planning and timetable</a></li>
- <li><a href="proposal/project-components.html">Graphical presentation of projects components</a></li>
- </ul>
- </proposal>
-
-</project>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Contribution to policies of the European Community</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="innovation.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="econ-scient-tech-prospects.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Community added value and contribution to EC policies</h1>
- <p>The Project relies in an essential way on the convergence of information
- processing, communication and new media, meeting the main policy issue of
- the IST programme. In fact, due to its very nature, mathematical
- information is particularly suited to an integrated analysis under the
- different perspectives of elaboration, communication and (hyper)media
- publishing, providing a main arena for innovative experiments and
- solutions, especially in view of the new technological frontier of the
- Semantic Web.</p>
- <p>The Project also tries to answer to a clear need for wider
- interoperability and coherence in the realm of mathematics over the Web,
- especially for educational, scientific and commercial purposes.</p>
- <p>Electronic textbooks are rapidly becoming a main tool for education and
- knowledge dissemination. Electronic textbooks must be interactive,
- allowing intercommunication between the text and scientific software and
- graphics. This is very hard to achieve starting form a mere presentational
- description of the information, clearly requiring a sophisticated
- semantical description of the content.</p>
- <p>Similarly, the academic and commercial research communities generate large
- volume of dense scientific material. Increasingly, research publications
- are being stored in databases, especially for those areas of physics and
- mathematics where academic journal prices have been growing at an
- unsustainable rate. Still, however, the information is stored in a format
- which is machine readable but not machine understandable; in particular it
- is not suitable for any form of elaboration other than its rendering.
- MOWGLI's content and metadata levels are exactly meant to address complex
- elaboration requirements, and to facilitate the maintenance and
- operability of large document collections, for which automatic searching
- and indexing are crucial.</p>
- <p>Corporate and academic scientists and engineers also use technical
- documents in their work to collaborate, to record results of experiments
- and computer simulations, and to verify calculations. The Web is,
- potentially, the natural media for sharing this information; MOWGLI is
- meant to provide the basic technology to transform this potentiality into
- an actual possibility.</p>
- <p>Commercial publishers are also involved with mathematics on the Web at all
- levels from electronic versions of printed books to interactive textbooks
- and academic journals. In this case, MOWGLI offers support for advanced
- capabilities, such as browsing, interactivity, presentational and
- stylistic customisation, and advanced searching and retrieving
- features.</p>
- <p>The project deals with problems traditionally belonging to different
- scientific communities: digital libraries, Web publishing, automation of
- mathematics and computer aided reasoning. Any serious solution needs a
- coordinated effort of all these groups and a synergy of their different
- expertise. The members of the consortium have been also carefully chosen
- for their experience in the above mentioned areas. From this interaction,
- we expect to develop new technologies and solutions, <i>fostering
- innovation</i> towards the construction of the Semantic Web.</p>
- <p>MOWGLI contributes in the <i>spread of information and know-how</i>, since
- new information technologies will be applied to realms such as education
- and publishing, which are traditionally not very inclined to innovation.
- More <i>competitiveness</i> will be acquired both by the end users of the
- system and by the technology providers, which will eventually profit by
- the expertise gained by applying new and emerging technologies to the huge
- and compelling problem of the management of mathematical documents over
- the Web.</p>
- <p>By opening new perspectives in the domains of interactive publishing and
- education, MOWGLI suggests <i>new job-profiles</i> in these domains, and
- <i>increases job opportunities</i> in the Information Society sector.</p>
- <p>Finally, the <i>social and cultural cohesion</i> of Europe is eventually
- strengthened by the creation of a large distributed repositories of
- scientific knowledge.</p>
-
- <h1>Contribution to Community Social Objectives</h1>
- <p>The quality of life, in a civilised country, strictly depends on the
- quality of its services, and in particular on the attention devoted to
- those services aimed to preserve, increase and make accessible to a wider
- audience its cultural and scientific heritage. Building a user friendly
- Information Society, with particular emphasis on digital heritage,
- cultural content and education is indeed a main social objective of the
- European Community.</p>
- <p>The new Information Society is essentially based on the convergence of
- information, communication and networking technologies and takes
- advantage of infrastructures like the Internet and the Web.</p>
- <p>Our project builds on these grounds, to create the technological
- infrastructure required for the creation and maintenance of a digital
- knowledge base of <i>structured</i> mathematical information, universally
- and seamlessly accessible to all people, and in particular to students and
- professionals, through interoperable, dependable and affordable products
- and services.</p>
- <p>From the educational point of view, our system could easily become a main
- tool for a wider and more friendly dissemination of mathematical
- knowledge. Indeed, its interactive nature, and the possibility to access
- single information units, and possibly applying them, provides a more
- operational and far less abstract comprehension of mathematical entities,
- and should naturally induce the user to play with the knowledge base,
- assembling components in the development of new theorems and results.
- From the educational point of view, our system could easily become a main
- tool for a wider and more friendly dissemination of mathematical
- knowledge. Indeed, its interactive nature, and the possibility to access
- single information units, and possibly applying them, provides a more
- operational and far less abstract comprehension of mathematical entities,
- and should naturally induce the user to play with the knowledge base,
- assembling components in the development of new theorems and results.</p>
- <p>From the point of view of employment and development of individual skills,
- there are two different aspects to be considered, according to the
- <i>objectives</i> and the <i>methodology</i> of the project.</p>
- <p>From the methodological point of view, the project makes an essential use
- of technologies which are the very foundations of the information society,
- driving their development, enhancing their applicability, and accelerating
- their take up in Europe. In particular, we shall build on most of the
- recent recommendations of the World Wide Web Consortium (W3C), like XML,
- DOM, XSL, XLL, MathML, RDF, etc. testing their applicability to the
- definition of a comprehensive, integrated description of a given field of
- knowledge.</p>
- <p>This kind of tools and techniques is of crucial importance in the
- development of the Web and of the Information Technology of the next
- years, and our project could play a major role in their dissemination in
- Europe, and in training people in their use.</p>
- <p>On the other side, MOWGLI itself could become a major source of
- inspiration for the re-invention of existing activities, and in particular
- for the exploitation of new business in the publishing market. Currently,
- digital journals just offer purely textual objects: our project could
- help to define new market possibility for content-based publishing (i.e.
- structured, possibly formal mathematical developments), with all the
- potentialities offered by this approach, from browsing facilities, to the
- personalisation of the style, from enhanced forms of searching, to more
- or less arbitrarily complex forms of elaboration.</p>
- <p>Our system also opens new perspectives on the mechanisation of mathematics
- and the automation of formal reasoning. The growing complexity of advanced
- technological projects (in the areas of electronic and avionic
- engineering, for example) has recently arose a renewed interest in formal
- methods. From this respect, our project contributes to build an essential
- infrastructure for the exploitation of these methods, providing a major
- help for professionals, and fostering their skills.</p>
- <p>Let us finally remark that the project has no negative impact on the
- natural environment. We could even claim a few benefits, related to the
- electronic distribution of documents, such as the minimisation in the use
- of means of conveyance and the saving of paper.</p>
- <p>The possible customisation via suitable style-sheets of <i>structured</i>
- electronic documents could also meet the needs of particular users, such
- as disabled (in particular, disabled students) or elderly (as retired
- researchers who would like to continue their professional activity),
- providing at the same time comfortable working conditions (e.g. at home).
- Another general design requirement is the ability to render mathematical
- material in other media such as speech or braille, which is extremely
- important for the visually impaired.</p>
- <p>In conclusion, the aim of our work is to contribute to the creation of the
- next generation of user-friendly, dependable and interoperable
- general-interest services, meeting user demands for flexible access, for
- everybody, from anywhere, at any time.</p>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="innovation.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="econ-scient-tech-prospects.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- </body>
-</html>
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-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Contribution to programme/key action objectives</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-management.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="innovation.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Contribution to programme/key action objectives</h1>
- <p>The Project contributes to build a user friendly information society, and
- in particular it meets the following general objectives of this
- program:</p>
- <ol>
- <li>(multimedia content) confirming Europe as a leading force in this field,
- realizing the potential of its creativity and culture;</li>
- <li>(essential technologies and infrastructure) enabling technologies which
- are the foundations of the information society, driving their
- development, enhancing their applicability, and accelerating their take
- up in Europe.</li>
- </ol>
- <p>As a matter of fact, the project is based in an essential way on the use
- of most part of the recent recommendations of the World Wide Web
- Organization for Web publishing and human-computer interaction (XML, XSL,
- XLL, Namespaces, MathML, RDF, etc.). In particular, we aim to prove how
- all these specifications naturally fit together, when trying to build a
- full, integrated description (comprising content, notation, metadata,
- etc.) of a given field of knowledge. At our knowledge, the project is the
- first of the kind, and could become a paradigmatic example in the
- integrated use of these technologies.</p>
- <p>The project also addresses most of the issues of the multimedia content
- key action, namely: electronic publishing, digital heritage and cultural
- content, education, information access, filtering and handling. Actually,
- all these aspects are and must be covered in our project, in order to
- reach our objectives. In particular, the educational potential of our
- system should not be neglected either: it could become an essential tool
- for a wider and more friendly dissemination of mathematical knowledge. For
- instance, if supported by a suitable technology, proving theorems in a
- proof assistant could be as amusing as playing a video game. We imagine
- bunches of young researchers contributing to the free development of the
- library for the mere gratification of seeing their name as actual editor
- (or, why not, original author) of a specific fragment.</p>
- <p>Finally, the project is particularly related to the specific key-action
- III.2.3 (access to scientific and cultural heritage). In fact, the aim
- of our system is exactly to improve access by students and professionals
- to the fast-growing mathematical knowledge base, allowing mathematical
- documents to be retrieved, served, and processed directly on the Web. More
- over, our system is meant to be compatible with most of the existing tools
- for the mechanisation of mathematics and the automation of formal
- reasoning (proof assistants and logical frameworks). The possibility to
- build coherent sub-libraries of formal mathematical developments would
- provide an essential (and unique) added value to the library itself,
- making of Europe a leader in this area.</p>
- <p>Maybe, having the possibility to process, analyse and elaborate
- mathematical structures as data, the time will come when we shall finally
- be able to start a completely new and exciting field of research on
- mathematics: namely a scientific, empirical study on the <i>real</i>
- structure of mathematical entities, and the ``way of thinking'' of
- mathematicians.</p>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-management.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="innovation.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- </body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Economic development and Scientific and Technological Prospects</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="EC-contribution.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="project-planning.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Economic development and Scientific and Technological Prospects</h1>
-
- <h2>Identification of exploitable results</h2>
- <p>MOWGLI is meant to develop, evaluate, fine-tune and deliver a complete
- prototype supporting friendly and interactive access to huge, distributed
- repositories of content-based mathematical knowledge. The purpose of the
- project is to overcome some of the main obstacles that currently hinder a
- wider dissemination of Information Technologies in the mathematical and
- research community (comprising both professionals and students). This is
- intended as a public service for the whole community of users, and we
- expect no direct commercial profit by our work.</p>
- <p>Of course, the core technologies and languages developed in MOWGLI may be
- exploited in a lot of different ways, according to the nature and
- exploitation plan of each partner.</p>
- <p>In particular, it should be clear that having a coherent, distributed
- library of structured mathematical knowledge, saved in a clearly defined,
- well documented and application independent format, is just the starting
- point of a wider, potentially enormous process. Building on the grounds
- provided by MOWGLI, a lot of different services can be imagined, and
- independently developed by different organisations. Inside the project, we
- shall just give a few hints in this direction, supporting advanced and
- interactive forms of searching and navigation, as well as automatic
- validation facilities, for suitable fragments of the library.</p>
-
- <h2>Target Market</h2>
- <p>The main target market of MOWGLI is education. Here, the potentiality
- offered by a semantic description of the information for the development
- of interactive, electronic textbooks are enormous. In particular, the
- MOWGLI prototype could become an essential tool for a wider and more
- friendly dissemination of mathematical knowledge.</p>
- <p>A second, potential market is Publishing. Digital libraries currently
- suffers from clear limitations due to the machine-readable but not
- machine understandable encoding of the information. No other kind of
- elaboration than displaying or printing is usually possible. There is no
- possibility of cut-and paste, formal checking, complex searching. For
- instance, we cannot write a spider going around searching for a proof with
- a given template, because there is not structure, and in particular no
- semantics inside the text.</p>
- <p>A third market are industries specialised in formal verification and
- security. These industries are usually asked to check a given system or
- protocol for security issues or formal validation of functional/temporal
- behaviour. The result of the formalisation work and its automatic
- validation is typically in an internal format which is obscure even to
- experts. Studying the possibility to automatically generate a more
- friendly presentation in usual mathematical notation is thus a major
- topic.</p>
-
- <h2>Consortium's Dissemination and Exploitation Strategy</h2>
- <p>According to the Project Workplan, a considerable effort will be devoted
- to the dissemination/exploitation of the results. During the first six
- months, the consortium will undertake the development and execution of a
- workplan to achieve successful dissemination of the project results. In
- particular, the very nature of the project suggests to involve the
- largest community of professionals during the modelling phase. Here, we
- shall be open to any contribution, even soliciting them, still keeping
- final technical decisions inside the Project.
- <br/>
- The foreseen dissemination steps include:</p>
-
- <ol>
- <li>Preparation of an ``information pack'', including a folder and CDROM
- with demos.</li>
- <li>Presentation of MOWGLI to national and international conferences on
- I.T.Technologies.</li>
- <li>Presentation of MOWGLI to thematic conferences on Education, Digital
- Libraries, Formal Verification and so on.</li>
- <li>Advertising to actors/institutions which may be direct users or may
- channel the information to final users (such as the World Wide Web
- Consortium).</li>
- <li>Technical papers and articles to be sent to specialised reviews.</li>
- <li>Management of the MOWGLI Web site.</li>
- <li>Dissemination of technical achievements in specific scientific
- communities, such as XML-related interests groups.</li>
- </ol>
-
- <p>Management of the Exploitation and Dissemination activities is a specific
- Work-package that will be lead by the Project Exploitation Board. It is
- planned that all partners will nominate qualified persons as exploitation
- managers to coordinate their own exploitation activities. The Exploitation
- Board will be in charge of the preparation of the exploitation and
- dissemination plan.</p>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="EC-contribution.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
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- <a href="project-planning.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- </body>
-</html>
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-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Innovation</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="contribution.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="EC-contribution.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Innovation</h1>
- <p>The main technical novelty of the project is in its synergy of different
- scientific communities and research topics: digital libraries, Web
- publishing, logical environments.</p>
-
- <img border="0" alt="Architecture" src="./../../images/logo.png" />
-
- <p>From the point of view of Web publishing, our project is the first attempt
- to provide a comprehensive description, from content to metadata, of a
- given field of knowledge (in our case mathematics), in order to enhance
- its accessibility, exchange and elaboration via the World Wide Web. To
- this aim, we shall put to use most of the technologies recently introduced
- by the W3C: XML, DOM, XSL, XLL, Namespaces, MathML, RDF, etc. From this
- respect, the project is first of all a complex test for all these
- technologies, and should hopefully become an example of ``best practice''
- in their use. Note that the final architecture is likely to be extendible
- to other fields of structured information: the emphasis on mathematics is
- motivated by the fact that, due to its complex interplay between content,
- structure and notation, it provides a major case study for Web-based
- information systems (it is not a case that MathML has been one of few
- instances of XML completely developed under the aegis of the World Wide
- Web Consortium).</p>
- <p>From the point of view of digital libraries, our work is aimed at
- exploiting all the potential functionalities offered by the Web, and in
- particular a more integrated use of its browsing and searching facilities.
- The library is not merely seen as a more or less structured collection of
- texts, but as a virtual structure inside which we can freely navigate,
- jumping for instance from an entity to its definition, or peeping inside
- some information at deeper and deeper levels of details (such as different
- levels of detail of a proof). This is similar to what we currently do
- with HTML texts, but in order to enhance the effectiveness of the
- consultation, we clearly need a good metadata model of the information.
- Moreover, in such an integrated view, it is hardly conceivable to just
- apply some ``general purpose'' metadata model (like the Dublin Core
- system, say): the metadata model must be eventually specialised to the
- actual structure of the information it is supposed to model (and more
- structure we have on the information, more relevant metadata we can
- usually infer on the document). For instance, metadata could contain the
- whole signature of a given module of mathematical knowledge. The usual
- motivation for keeping metadata simple and general is that it is usually
- difficult to add this information by hand; but in our case a large part of
- the metadata is supposed to be extracted automatically by the (structured)
- text itself, allowing for pretty complex metadata models.</p>
- <p>Finally, a main aspect of our project is the integration with current
- tools for the automation of formal reasoning and mechanisation of
- mathematics (proof assistants and logical frameworks). This integration
- has a mutual benefit. From the point of view of the mathematical library,
- the first and fundamental role of these systems is that of providing
- friendly authoring tools (for instance, our ``core'' library will be
- automatically extracted from existing libraries of these systems). The
- relevance of this point should not be underestimated: as a matter of fact,
- the main reason for the failure of complex markup modellings is usually
- the lack of suitable authoring tools (it is often painful to add the
- markup by hand). Of course, they can also provide other functionalities
- (like automatic proof checking) on fragments of the library (typically,
- the fragments generated by the tool itself, in its specific logical
- dialect). These additional functionalities may be especially relevant for
- industrial applications, e.g. in the context of IT security evaluation
- standards like the Common Criteria standard (see
- <a href="./../publications/others/cc.html">others/cc</a>). In its highest
- assurance level, this standard requires the development of formal models
- of the IT product under evaluation, as well as mechanized proofs that it
- meets its security objectives. Such models and proofs must be published in
- a format that can be easily readable and understood by security
- evaluators. Hence, there is a strong need from software industry to be
- able to produce such documentation directly from the models introduced in
- the proof assistant, and to link it with documents describing the IT
- product, etc.</p>
- <p>On the other side, there is a compelling need of integration between the
- current tools for automation of formal reasoning and mechanisation of
- mathematics and the most recent technologies for the development of Web
- applications and electronic publishing. XML, which is rapidly imposing as
- a pivotal technology in the future development of all Internet
- applications, and the main tool for representation, manipulation, and
- exchange of structured information in the networked age, looks as a
- natural, almost mandatory, choice for modelling the information.</p>
- <p>In this way, we just obey to the very primitive commandment of the Web:
- make your information available. Currently, libraries in logical
- frameworks are usually saved in two formats: a textual one, in the
- specific tactical language of the proof assistant, and a compiled (proof
- checked) one in some internal, concrete representation language. Both
- representations are obviously unsatisfactory, since they are too oriented
- to the specific application: they restrict the access of the libraries to
- the users of the given application, and at the same time they are too
- sensible to the evolution and the maintenance of the application itself.
- On the other side, as soon as the information is put in a standard format
- on the Web, <i>any</i> kind of research becomes virtually possible, and
- <i>anybody</i> could start developing his own <i>spider</i> for
- implementing his own searching requirements. This is clearly a major
- improvement w.r.t. the present situation. Currently, you must not only
- rely on the searching facilities offered by the specific applications, but
- even if you would wish to implement your own searching algorithm, you
- would be prevented by the simple reason that the information is not
- accessible (in any reasonable sense of the word).</p>
- <p>The project builds on the solid ground provided by several existing
- XML-based languages for the management of mathematical documents such as
- MathML, OpenMath and OMDoc. Each of these markup languages covers a
- different aspect of the information. Our aim is not to propose a new
- language, but to study and to develop the technological infrastructure
- required to integrate all these languages together, in order to take
- advantage of the specific features of each of them.</p>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="contribution.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="EC-contribution.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- </body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Graphical presentation of projects components</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-planning.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="../project.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Graphical presentation of projects components</h1>
-
- <br/>
-
- <img border="0" alt="Architecture" src="./../../images/pert_new.png" />
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-planning.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="../project.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- </body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE management [
- <!ELEMENT management (head-links,introduction,main,other-infos,tail-links)>
- <!ELEMENT main (project-manager,exploitation-manager,
- work-package-leaders,
- technical-contributors,
- project-coordination-committee,
- project-exploitation-board,
- work-package-teams)>
- <!ELEMENT project-coordination-committee (chair,member+,mandate)>
- <!ELEMENT project-exploitation-board (chair,member+,mandate)>
- <!ELEMENT work-package-leaders (mandate)>
- <!ELEMENT technical-contributors (mandate)>
-
- <!ELEMENT project-manager (mandate)>
- <!ATTLIST project-manager
- site CDATA #REQUIRED
- file CDATA #REQUIRED>
-
- <!ELEMENT exploitation-manager (mandate)>
- <!ATTLIST exploitation-manager
- site CDATA #REQUIRED
- file CDATA #REQUIRED>
-
- <!ELEMENT work-package-teams (mandate)>
-
- <!ELEMENT chair EMPTY>
- <!ATTLIST chair
- site CDATA #REQUIRED
- file CDATA #REQUIRED>
-
- <!ELEMENT member EMPTY>
- <!ATTLIST member
- site CDATA #REQUIRED
- file CDATA #REQUIRED>
-
- <!ELEMENT mandate (#PCDATA)>
-
- <!ELEMENT introduction (p|dl|ul)*>
- <!ELEMENT other-infos (p|dl|ul)*>
- <!ELEMENT head-links (p|dl|ul)*>
- <!ELEMENT tail-links (p|dl|ul)*>
-
-
- <!-- A subset of XHTML -->
- <!ELEMENT p (#PCDATA|em|a)*>
- <!ELEMENT em (#PCDATA)>
- <!ELEMENT a (#PCDATA)>
- <!ATTLIST a
- href CDATA #REQUIRED>
- <!ELEMENT dl (dt|dd)+>
- <!ELEMENT dt (#PCDATA)>
- <!ELEMENT dd (#PCDATA)>
- <!ELEMENT ul (li)+>
- <!ELEMENT ol (li)+>
- <!ELEMENT li (#PCDATA)>
- <!ELEMENT h1 (#PCDATA)>
- <!ELEMENT h2 (#PCDATA)>
-]>
-
-<management>
- <head-links>
- <table width="550">
- <tr>
- <td>
- <a href="project-objectives.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="contribution.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
- <br/>
- </head-links>
- <introduction>
- <h1>Project Management</h1>
- <p>The Project management will be assured by the following relevant
- roles:</p>
- <ol>
- <li>Project Manager</li>
- <li>Exploitation manager</li>
- <li>Work-package Leaders</li>
- <li>Technical Contributors</li>
- </ol>
- <p>and by the following Project Bodies:</p>
- <ol>
- <li>Project Coordination Committee (PCC)</li>
- <li>Project Exploitation Board</li>
- <li>Work-package Teams.</li>
- </ol>
- </introduction>
- <main>
- <project-manager site="bologna" file="asperti">
- <mandate>
- The mandate of the Project Manager is to represent the Project, report to
- the Commission, monitor overall performance of the project, ensure
- accomplishment of the technical objectives, promote project visibility,
- promote dissemination of project results in the relevant international
- forums, promote acceptance of project results, administer
- project resources and monitor project spending.
- </mandate>
- </project-manager>
- <exploitation-manager site="aei" file="wegner">
- <mandate>
- He is responsible for coordinating exploitation activities undertaken
- by the Project Exploitation Board (PEB) in close cooperation with the
- Project Coordination Committee (PCC).
- </mandate>
- </exploitation-manager>
- <work-package-leaders>
- <mandate>
- They are responsible for the performance of
- Work-packages, and they must be committed to the Work-package for at
- least five man months per year.
- </mandate>
- </work-package-leaders>
- <technical-contributors>
- <mandate>
- Technical Contributors are specialised
- staff provided by the partners. They could be either people active on
- a stable basis into a Work-package, or people who contribute from time
- to time on specific tasks related to the work-plan (external
- contributors).
- </mandate>
- </technical-contributors>
- <project-coordination-committee>
- <chair site="bologna" file="asperti"/>
- <member site="bologna" file="asperti"/>
- <member site="dfki" file="kohlhase"/>
- <member site="nijmegen" file="geuvers"/>
- <member site="aei" file="schutz"/>
- <member site="trusted-logic" file="loiseaux"/>
- <member site="inria" file="rideau"/>
- <mandate>
- The PCC is chaired by the Project
- Manager and constituted by one representative from each Partner, and
- is the main decision body of the Consortium. It is in charge
- of all formal decisions regarding technical direction of the work,
- proper interrelation between Work-packages,
- relations with IST Office, policies for promotion of results,
- administrative arrangements.
- </mandate>
- </project-coordination-committee>
- <project-exploitation-board>
- <chair site="aei" file="wegner"/>
- <member site="bologna" file="asperti"/>
- <member site="dfki" file="moschner"/>
- <member site="nijmegen" file="geuvers"/>
- <member site="aei" file="wegner"/>
- <member site="trusted-logic" file="loiseaux"/>
- <member site="inria" file="herbelin"/>
- <mandate>
- The PEB is chaired by the
- Project Exploitation Manager, and composed by the Exploitation
- Managers of each partner. It monitors the state of the art in
- the domains of content-based information technologies, W3C activities,
- Web publishing, and digital libraries. It is responsible for
- planning the dissemination and exploitation strategies for the
- consortium, to be approved by the PCC.
- </mandate>
- </project-exploitation-board>
- <work-package-teams>
- <mandate>
- They are constituted of the technical contributors.
- Each team is chaired by a Work-package Leader, and it is in
- charge of carrying out the technical work described in
- each Work-Package.
- </mandate>
- </work-package-teams>
- </main>
- <other-infos>
- <h2>Decision Process</h2>
- <p>Decisions is normally taken by seeking consensus. However,
- after a reasonable amount of time has been allowed to illustrate
- and defend of conflicting positions, in order to avoid deadlock
- in project operational progress, the approval of two-third majority
- of the partners is sufficient. If the decision being taken
- is unacceptable
- to partners found in the minority positions, the resolution of the
- conflict will be elevated to each partner's higher executive level.
- If no resolution is possible, than the standard ``red flag'' procedure
- will be used, as a last resort. Either the PCC or the Project Manager
- can initiate the conflict resolution procedure.</p>
-
- <h2>Information Flow</h2>
- <p>Information flow within the Project is ensured by exchange of
- internal technical papers, notification of relevant new publications
- technologies or standards, and reports from external meetings.
- All technical documentation generated by the project should be
- exchangeable in electronic format, according to a set of guidelines
- agreed at project start-up. The project Manager enforces
- adherence to these guidelines. Only strictly formal correspondence
- is exchanged by ordinary mail and telefax. Urgent correspondence
- over e-mail is sent with a request for explicit acknowledgement.</p>
- <p>The Coordinating Partner is responsible to prepare and maintain
- a Web page of the project and a CVS repository (also available via Web).
- The CVS repository is meant to keep the trace of the overall
- progress of the Project, and it is used by the PCC to monitor
- the state of advancement of the work. Each partner periodically
- submit reports to the prime contractor, listing all technical
- contributions, publications, meeting attendance and other information
- which may help in understanding the provided effort and cost figures.</p>
- <p>The Project has established a high quality Web site for internal and
- external communications. It has been operational as from one month of
- the commencement date and will be maintained during the project duration.
- The ``members only'' area includes e.g. all private deliverables,
- progress and management reports, and cost statements. The open area
- includes the project presentation as defined in Appendix 2 of the
- ``Guidelines
- for Contract Preparation'' document, all public deliverables, and any
- relevant information suggested by the Project Exploitation Board.</p>
-
- <h2>Quality Procedures</h2>
- <p>For all deliverables, the following review procedure
- is adopted: release by the Work-Package Leader, two-week review
- period for comments by the PCC, two-week amendment period to incorporate
- PCC recommendations, one-week balloting period for approval by the
- PCC.</p>
-
- <h2>Confidentiality and IPR handling</h2>
- <p>Matters related to Confidentiality and IPR handling have been defined
- in the ``Consortium Agreement''. As regards literature papers
- originated from work in the Project, there are two
- categories of papers:</p>
- <ol>
- <li>Project Endorsed Publications, requiring notification and approval by
- the PCC.</li>
- <li>Project-related publications, only requiring notification to
- the PCC. They must contain an acknowledgement of support by the
- project Consortium and, if required by the PCC, a disclaimer that
- the views are not necessarily those of the Consortium.</li>
- </ol>
- <p>Concerning possible contributions to Standards, they are
- directly submitted by project members.</p>
- </other-infos>
- <tail-links>
- <br/>
- <table width="550">
- <tr>
- <td>
- <a href="project-objectives.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
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- </td>
- </tr>
- </table>
- </tail-links>
-</management>
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-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Project Objectives</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-summary.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
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- </td>
- <td>
- <a href="project-management.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Project Objectives</h1>
- <p>The new frontier of Content Based Information Systems is the so called
- ``Semantic Web'' (see
- <a href="./../publications/others/w3c_bl98.html">others/w3c_bl98</a>).
- Associating meaning with content or establishing a layer of machine
- understandable data will allow automated agents, sophisticated search
- engines and interoperable services and will enable higher degree
- of automation and more intelligent applications. The ultimate goal of the
- Semantic Web is to allow machines to share and exploit knowledge in the
- Web way, i.e. without central authority, with few basic rules, in a
- scalable, adaptable, extensible manner. However, the actual development
- of the Semantic Web and its technologies has been hindered so far by the
- lack of large scale, distributed repositories of structured, content
- oriented information. The case of Mathematical knowledge, the most
- rigorous and condensed form of knowledge, is paradigmatic. The World Wide
- Web is already now the largest single resource of mathematical knowledge,
- and its importance will be exponentiated by the emerging display
- technologies like MathML. However, almost all mathematical documents
- available on the Web are marked up only for presentation (in this respect,
- current practice in MathML improves on, but does not fundamentally differ
- from the older paper-oriented markup schemes like LaTeX or Postscript).
- A consequence of this is that the online material is machine-readable, but
- not machine-understandable, severely crippling the possibility to offer
- added-value services like</p>
- <ul>
- <li>Preservation of the real informative content in a highly structured and
- machine understandable format, suitable for transformation, automatic
- elaboration and processing.</li>
- <li>Cut and paste on the level of computation (take the output from a Web
- search engine and paste it into a computer algebra system).</li>
- <li>Automatic proof checking of published proofs.</li>
- <li>Semantical search for mathematical concepts (rather than keywords).</li>
- <li>Classification: given a concrete mathematical structure, is there a
- general theory for it?</li>
- </ul>
- <p>Due to its rich notational, logical and semantical structure, mathematical
- knowledge is thus a main case study for the development of the new
- generation of semantic Web systems. The aim of the proposed project is
- both to help in this process, as well as pave the way towards a really
- useful virtual, distributed, hyper-textual resource for the working
- mathematician, scientist or engineer. All modern sciences have a
- strongly mathematicised core, and will benefit. The real market and
- application area for the techniques developed in this project, apart from
- the obvious realm of education, lies with high-tech and engineering
- corporations that rely on huge formula databases. Currently, both the
- content markup as well as the added-value services alluded to above are
- very underdeveloped, limiting the usefulness of the vital knowledge. The
- infrastructure and knowhow needed for mining this information treasure
- and obtaining a competitive edge in development is exactly what we are
- attempting to develop in our project.</p>
- <p>Several languages have been already proposed for the management of
- mathematical information on the Web, both for publishing, communication
- and archiving purposes: most notably,
- <a href="http://www.w3.org/TR/MathML2/">MathML</a>,
- <a href="http://www.nag.co.uk/projects/openmath/omsoc/">OpenMath</a>,
- <a href="http://www.mathweb.org/omdoc/">OMDoc</a>. Other languages
- must be also considered for definition and specification of Metadata,
- such as the <a href="http://purl.org/dc/">Dublin Core</a> System, or
- the Resource Description Framework
- [<a href="http://www.w3.org/RDF/">RDF</a>].
- All these languages, which tend to cover different and orthogonal aspects
- of the management of mathematical documents, must be eventually taken into
- account for the ambitious goal of our project. One of our aims is actually
- the definition of a modular architecture which could exploit the
- distinctive potentialities of each one of these languages, integrating
- them into a single application. The integration is in this case
- facilitated by the fact that all the languages mentioned are particular
- instances of XML, providing the opportunity to use standard XML
- technology, and in particular XSL Transformations or
- stylesheets [<a href="http://www.w3.org/TR/xslt">XSLT</a>], to pass from
- one language to the other.</p>
-
- <img border="0" alt="Architecture" src="./../../images/arch.png" />
-
- <p>The fact of encoding also the microscopic, logical level of mathematics
- opens the possibility to have completely formalised subsystems of the
- library, which could be checked automatically by standard tools for the
- automation of formal reasoning and the mechanisation of mathematics
- (proof assistants and logical frameworks, see
- <a href="./../publications/others/cup_hp91.html">others/cup_hp91</a> and
- <a href="./../publications/others/cup_hp93.html">others/cup_hp93</a>). At
- the same time, any of these tools could be used as an authoring system for
- documents of the library, by simply exporting their internal libraries
- into XML, and using stylesheets to transform the output into a standard,
- machine-understandable representation, such as MathML content markup or
- OpenMath.</p>
- <p>The precise formal content can still be preserved by the machinery of
- <a href="http://www.w3.org/TR/xlink/">Xlinks</a>. Moreover, stylesheets
- can be also used to solve the annoying notational problem that usually
- afflicts formal mathematics, providing a simple way for adding
- user-defined styles and notations.</p>
-
- <p>So, our approach leads to a natural integration of proof assistant tools
- and the Web. In this integration, the emphasis is just on ``content'':
- we do not try to link directly the specific applications to the Web,
- that would be a major mistake, for obvious modularity reasons. On the
- contrary, we adopt XML as a neutral specification language, and then we
- merely work on XML-documents, forgetting the underlying application. In
- this way, similar software tools can be applied to different logical
- dialects, regardless of their concrete nature. Moreover, if having a
- common representation layer is not the ultimate solution to all
- inter-operability problems between different applications, it is
- however a first and essential step in this direction. Finally, this
- ``standardisation'' process should naturally lead to a substantial
- simplification and re-organisation of the current, ``monolithic''
- architecture of logical frameworks. All the many different and often
- loosely connected functionalities of these complex programs (proof
- checking, editing, search and consulting, program extraction, and so on)
- could be clearly split in more or less autonomous tasks, and could be
- developed by different teams, in totally different languages. This is
- the new, ``content-based'' architectural design of future systems.</p>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="project-summary.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
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- </td>
- </tr>
- </table>
-
- </body>
-</html>
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-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Project Planning and timetable</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="econ-scient-tech-prospects.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
- <td>
- <a href="../project.html" target="content">Index</a>
- </td>
- <td>
- <a href="project-components.html" target="content"><img src="./../../images/NextArrow.gif" width="26" height="26" border="0" alt="Next Page"/></a>
- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Project Planning and timetable</h1>
-
- <br/>
-
- <img border="0" alt="Architecture" src="./../../images/gantt_new.png" />
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="econ-scient-tech-prospects.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
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- </td>
- </tr>
- </table>
-
- </body>
-</html>
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-<?xml version="1.0"?>
-
-<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
-
-<html>
- <head>
- <title>Project Summary</title>
- </head>
- <body>
-
- <table width="550">
- <tr>
- <td>
- <a href="../project.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
- </td>
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- </td>
- </tr>
- </table>
-
- <br/>
-
- <h1>Project Summary</h1>
-
- <h2>Objectives</h2>
- <p>The World Wide Web is already the largest resource of mathematical
- knowledge, and its importance will be exponentiated by emerging display
- technologies like MathML. However, almost all mathematical documents
- available on the Web are marked up only for presentation, severely
- crippling the potentialities for automation, interoperability,
- sophisticated searching mechanisms, intelligent applications,
- transformation and processing. The goal of the project is to overcome
- these limitations, passing form a machine-readable to a
- machine-understandable representation of the information, and developing
- the technological infrastructure for its exploitation. MOWGLI builds on
- previous ``standards'' for the management and publishing of mathematical
- documents (MathML, OpenMath, OMDoc), integrating them with different XML
- technology (XSLT, RDF, ...).</p>
-
- <h2>Description of Work</h2>
- <p>The goal of the project is to provide a comprehensive description, from
- content to metadata, of a given field of knowledge (in our case
- mathematics), in order to enhance its accessibility, exchange and
- elaboration via the World Wide Web. MOWGLI will make an essential use of
- standard XML technology and aspires to become an example of ``best
- practice'' in its use, and a leading project in the new area of the
- Semantic Web.</p>
- <p>In particular, we shall deeply explore the potentialities of XML in the
- following directions:</p>
-
- <dl>
- <dt>Publishing</dt>
- <dd>XML offers sophisticated publishing technologies (Stylesheets, MathML,
- SVG, ...) which can be profitably used to solve, in a standard way, the
- annoying notational problems that traditionally afflict
- content based and machine-understandable encodings of the
- information.</dd>
-
- <dt>Searching and Retrieving</dt>
- <dd>Metadata will play a major role in MOWGLI. New W3C languages such as
- the Resource Description Framework or XML Query are likely to produce
- major innovative solutions in this field.</dd>
-
- <dt>Interoperability</dt>
- <dd>Disposing of a common, machine understandable layer is a major and
- essential step in this direction.</dd>
-
- <dt>Distribution</dt>
- <dd>All XML technology is finally aimed to the access of the Web as a
- single, distributed resource, with no central authority and few,
- simple rules.</dd>
- </dl>
-
- <p>MOWGLI builds on the solid ground already provided by previous European
- projects (Such as OpenMAth and Euler) and several XML dialects for the
- management of mathematical documents (MathML, OpenMath, OMDoc, ...).
- All these languages cover different and orthogonal aspects of the
- information; our aim is not to propose a new standard, but to study and
- to develop the technological infrastructure required for taking advantage
- of the potentialities of all of them.</p>
-
- <h2>Milestones and Expected Results</h2>
- <dl>
- <dt>First MOWGLI prototype (month 18)</dt>
- <dd>Supporting browsing, rendering and on-line consultation of large
- repositories of (content-based) mathematical knowledge. The translation
- from content to presentation will be done via suitable notational
- stylesheets.</dd>
-
- <dt>Advanced MOWGLI prototype (month 24)</dt>
- <dd>Supporting distribution, indexing, searching and retrieval (based on a
- sophisticated metadata model).</dd>
-
- <dt>Final MOWGLI prototype (month 30)</dt>
- <dd>Result of validation.</dd>
- </dl>
-
- <br/>
-
- <table width="550">
- <tr>
- <td>
- <a href="../project.html" target="content"><img src="./../../images/PreviousArrow.gif" width="26" height="26" border="0" alt="Previous Page"/></a>
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- </td>
- </tr>
- </table>
-
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-</html>
-
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-<?xml version="1.0"?>
-
-<!DOCTYPE publications [
- <!ELEMENT publications (project,related)>
- <!ELEMENT project (entry*)>
- <!ELEMENT related (entry*)>
- <!ELEMENT entry EMPTY>
- <!ATTLIST entry file CDATA #REQUIRED>
-]>
-
-<publications>
- <project>
- <entry file="crimea2002_aw"/>
- </project>
- <related>
- <entry file="cup_s2"/>
- <entry file="jep_wwsw"/>
- <entry file="category_al"/>
- <entry file="extreme2001_apss"/>
- <entry file="jlp2001_scg"/>
- <entry file="tcs2001_og"/>
- <entry file="crimea2001_apss"/>
- <entry file="har_bg"/>
- <entry file="mathml2000_apss"/>
- <entry file="tphols2000_gwz"/>
- <entry file="cup_s"/>
- <entry file="jep_ws"/>
- <entry file="mscs_gb"/>
- <entry file="tphols2001_apss"/>
- <entry file="w3c_bl98"/>
- <entry file="cup_hp91"/>
- <entry file="cup_hp93"/>
- <entry file="cc"/>
- </related>
-</publications>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "../others/publication.dtd">
-
-<publication>
- <title>MOWGLI - A New Approach for the Content Description in Digital
- Documents</title>
- <author file="bologna/asperti"/>
- <author file="aei/wegner"/>
- <where>To be presented at the Nineth International Conference on
- New Technologies and New Forms of Cooperation",
- Autonomous Republic of Crimea, Ukraine</where>
- <html file="crimea2002_aw_on_line"/>
-</publication>
+++ /dev/null
-<html>
-<head>
- <title>MOWGLI - A New Approach for the Content Description in Digital
- Documents</title>
- <link rel="stylesheet" href="../../../style/mowgli.css" type="text/css" />
-</head>
-<body>
-<h1 style="text-align: center">MOWGLI - A New Approach for the Content Description in Digital Documents</h1>
-
-<h2 style="text-align: center">Andrea Asperti, University of Bologna, and Bernd Wegner, TU Berlin</h2>
-
-
-<h2>Abstract:</h2>
-
-<div style="font-style: italic">
-<p>The acronym MOWGLI stands for "Mathematics On the Web: Get it by Logic and
-Interfaces". MOWGLI is an European Project founded by the European Community
-in the ``Information Society Technologies'' (IST) Programme. The partners are
-the University of Bologna, INRIA (Rocquencourt), the German Research Centre
-for Artificial Intelligence (DFKI, Saarbruecken), the Katholieke Universiteit
-Nijmegen, the Max Planck Institute for Gravitational Physics (Albert Einstein
-Institute, Golm), Trusted Logic (Paris) and TU Berlin.</p>
-
-<p>The aim of the project is the study and the development of a technological
-infrastructure for the creation and maintenance of a virtual, distributed,
-hypertextual library of mathematical knowledge based on a content description
-of the information. Currently, almost all mathematical documents available on
-the Web are marked up only for presentation, severely crippling the
-potentialities for automation, interoperability, sophisticated searching
-mechanisms, intelligent applications, transformation and processing. The goal
-of MOWGLI is to overcome these limitations, passing from a machine-readable to
-a machine-understandable representation of the information, and developing the
-technological infrastructure for its exploitation.</p>
-
-<p>The project deals with problems traditionally belonging to different
-scientific communities: digital libraries, Web publishing, automation of
-mathematics and computer aided reasoning. Any serious solution to the complex
-problem of mathematical knowledge management needs a co-ordinated effort of
-all these groups and a synergy of their different expertise. MOWGLI attempts
-to build a solid co-operation environment between these communities. The
-current paper will concentrate on the aspects related to digital libraries.</p>
-</div>
-
-
-<h2>1. Aims and mission of MOWGLI</h2>
-
-<p>After a ten years period of electronic publishing in mathematics we are still
-confronted with slightly enhanced electronic versions of printed publications.
-Almost all mathematical documents available on the Web are marked up only for
-presentation, if such an enhancement is available at all. Only a minority of
-documents try to care about some of the potentialities for automation,
-interoperability, sophisticated searching mechanisms, intelligent
-applications, transformation and processing. But these approaches could be
-considered as first preliminary steps towards an electronic document providing
-all these facilities. Hence, the goal of MOWGLI is to overcome these
-limitations, passing form a machine-readable to a machine-understandable
-representation of the information, and developing the technological
-infrastructure for its exploitation.</p>
-
-<p>In order to reach this goal MOWGLI has to deal with problems traditionally
-belonging to different scientific communities: digital libraries, Web
-publishing, automation of mathematics and computer aided reasoning. To our
-knowledge, MOWGLI is the first attempt to build a solid co-operation
-environment between these communities. In principle, any serious approach for
-providing good tools for mathematical knowledge management needs a
-co-ordinated effort of several partners from the above mentioned communities
-and a synergy of
-their different expertise. The choice of partners for the took this condition
-into account, as can be seen below.</p>
-
-<p>The goals of MOWGLI largely overlap with the aims of the so called "Semantic
-Web" <a href="#14">[14]</a>.
-Associating meaning with content or establishing a layer of machine
-understandable data will allow automated agents, sophisticated search engines
-and interoperable services and will enable higher degree of automation and
-more intelligent applications. The ultimate goal of the Semantic Web is to
-allow machines to share and exploit knowledge in the Web way, i.e. without
-central authority, with few basic rules, in a scalable, adaptable, extensible
-manner. However, the actual development of the Semantic Web and its
-technologies has been hindered so far by the lack of large scale, distributed
-repositories of structured, content oriented information. The case of
-mathematical knowledge, the most rigorous and condensed form of knowledge, is
-paradigmatic. The World Wide Web is already now the largest single resource of
-mathematical knowledge, and its importance hopefully be increased by the
-emerging display technologies like MathML.</p>
-
-<p>Machine understandable information will make possible to offer added-value
-services like:
-<ul>
- <li>Preservation of the real informative content in a highly structured and
- machine understandable format, suitable for transformation, automatic
- elaboration and processing.</li>
- <li>Cut and paste on the level of computation (take the output from a Web
- search engine and paste it into a computer algebra system).</li>
- <li>Automatic proof checking of published proofs.</li>
- <li>Semantic search for mathematical concepts (rather than keywords).</li>
- <li>Indexing and Classification.</li>
-</ul>
-</p>
-
-<p>Due to its rich notational, logical and semantic structure, mathematical
-knowledge is a main case study for the development of the new generation of
-semantic Web systems. The aim of the MOWGLI project is both to help in this
-process, as well as pave the way towards a really useful virtual, distributed,
-hyper-textual resource for the working mathematician, scientist or engineer.</p>
-
-
-<h2>2. Standards and Tools</h2>
-
-<p>Current standards for electronic publishing in mathematics are mainly
-presentation oriented. New tools for the management and publishing of
-mathematical documents are in development like MathML
-<a href="#3">[3]</a>, OpenMath, OMDoc
-(<a href="#17">[17]</a>,<a href="#18">[18]</a>) and integrated with different
-XML technology <a href="#7">[7]</a> (XSLT <a href="#8">[8]</a>, RDF
-<a href="#4">[4]</a>, <a href="#5">[5]</a>, SOAP <a href="#6">[6]</a>, ...).
-All these languages cover different and orthogonal
-aspects of the information and its management; our aim is not to propose a new
-standard, but to study and to develop the technological infrastructure
-required for taking advantage of the potentialities of all of current
-standards and those which are likely to be established in the near future.</p>
-
-<p>MOWGLI makes an essential use of standard XML technology and aspires to
-become an example of ``best practice'' in its use, and a pioneering leading
-project in the new area of the Semantic Web <a href="#12">[12]</a>.
-In particular, the potentialities of
-XML will be deeply explored in the following directions:
-<ul>
- <li>Publishing. XML offers sophisticated publishing technologies (Stylesheets,
- MathML, SVG, etc.) which can be profitably used to solve, in a standard way,
- the annoying notational problems that traditionally afflict content based and
- machine-understandable encodings of the information.</li>
- <li>Searching and Retrieving. Metadata will play a major role in MOWGLI. New
- W3C languages such as the Resource Description Framework or XML Query are
- likely to produce major innovative solutions in this field.</li>
- <li>Interoperability. Disposing of a common, machine understandable layer is a
- major and essential step in this direction.</li>
- <li>Distribution. All XML technology is finally aimed to the access of the Web
- as a single, distributed resource, with no central authority and few, simple
- rules.</li>
-</ul>
-</p>
-
-<p>MathML <a href="#3">[3]</a>, introducing for the first time a content markup
-layer in parallel
-with a presentational one, has indubitably been a pioneering project towards
-the mining of the mathematical treasure available on the web. Still, its
-limitations are evident as well:
-<ul>
- <li>MathML is merely focused on mathematical expressions. However, in order to
-bring the idea of a Semantic Web of Mathematics to its full potentialities,
-other layers of mathematical information must be considered as well. In
-particular, we need a clean, microscopic description of proofs, a markup for
-mathematichal "objects" (Theorems, Lemmas, Corollaries, Examples, etc.), a
-markup for "structured collections" of these objects (Documents, Theories,
-etc.), possibly "functors" between these collections, and finally a good
-"metadata" layer.</li>
- <li>MathML is just an (important) piece in a much wider technological puzzle.
-Passing from content to a good presentational format requires sophisticated
-operations; on the other side, these transformations are themselves a basic
-component of the whole mathematical knowledge (like mathematical fonts). XSLT
-<a href="#8">[8]</a> provides here the right technology, opening the way to
-the creation of well maintained and documented libraries of mathematical
-stylesheets <a href="#11">[11]</a>.</li>
-</ul>
-</p>
-
-<p>Similarly, the creation and maintenance of the library as a distributed
-repository, and the crucial aspect of managing the information in the ``web
-way'' requires a light but powerful communication protocol, overcoming some of
-the limitations of HTTP (SOAP <a href="#6">[6]</a> looks as a promising
-solution).</p>
-
-<p>Metadata will eventually require a fairly sophisticated model, much beyond
-what is currently offered by typical metadata models as the Dublin-Core system
-<a href="#1">[1]</a>. Here, RDF (Resource Description Framework)
-(<a href="#4">[4]</a>, <a href="#5">[5]</a>) looks as the right
-framework for developing the model, providing a general architectural model
-for expressing metadata and a precise syntax for the encoding and interchange
-of these metadata over the Web.</p>
-
-<p>The fact of encoding also the microscopic, logical level of mathematics opens
-the possibility to have completely formalised subsystems of the library
-(<a href="#9">[9]</a>,<a href="#10">[10]</a>), which could be checked
-automatically by standard tools for the
-automation of formal reasoning and the mechanisation of mathematics (proof
-assistants and logical frameworks
-(<a href="#15">[15]</a>,<a href="#16">[16]</a>). At the same time, any of these
-tools could be used as an authoring system for documents of the library, by
-simply exporting their internal libraries into XML, and using stylesheets to
-transform the output into a standard, machine-understandable representation,
-such as MathML content markup or OpenMath. In MOWGLI we shall use the COQ
-Proof Assistant of INRIA <a href="#13">[13]</a> as a paradigmatic example of
-these applications.</p>
-
-<p>An alternative route for the creation of content-based mathematical
-information from standard digital repositories by means of a suitable
-LaTeX-based authoring system will be explored by the Albert Einstein
-Institute. They publish the "Living Reviews in Relativity"
-<a href="#2">[2]</a>, a solely
-electronic journal on the Web, which provides refereed, regularly updated
-review articles on all areas of gravitational physics. AEI will develop a
-LaTeX-based authoring tool interfacing with MOWGLI, and serve as a showcase to
-demonstrate how content-mark-up in mathematics improves the usability and
-information depth of electronic science journals.</p>
-
-
-<h2>3. A minimal technological infrastructure</h2>
-
-<p>It is clear that the creation and maintenance of large repositories of
-content-based mathematical knowledge can only be conceived as a cooperative
-and distributed process, comprising not only the creation of documents, but
-also libraries of notational rules, metadata and management tools. The crucial
-point is to build a minimal infrastructure to start up this process, so that
-more and more tools can be added by interested parties. All these
-considerations lead to two requirements for the developments in MOWGLI:
-<ul>
- <li>Information must be accessible with few basic rules an no central
- authority (the web way).</li>
- <li>Make extensive use of standard XML technology and tools, even when it would
- be easier or more efficient just to develop an ad-hoc solution.</li>
-</ul>
-</p>
-
-<p>In this way, we put no barrier to third party development and, every time a
-standard technology or tool is improved, we can simply benefit of the new
-implementation with minimal effort.</p>
-
-<p>The MOWGLI architecture is essentially based on three components, which are
-distribution sites, standard browsers and plug-outs, and active components,
-such as XSLT processors, to elaborate the information. Distribution sites are
-simply HTTP and FTP servers, widespread throughout the world; user browsers
-are HTTP clients and run on the user host. We do not require any other
-components to run on a specific host. Active components must provide answers
-to browsers, requiring an HTTP server interface; they must also ask data to
-distribution sites, acting as HTTP clients. Hence, MOWGLI is essentially
-conceived as an HTTP pipeline.</p>
-
-<p>The module client of the distribution sites is the "getter", which maps URIs
-to URLs and hence documents, offering functionalities similar to the APT
-packet management system
-(<a href="http://www.debian.org">http://www.debian.org</a>).</p>
-
-<p>The main active component is the XSLT stylesheet manager, whose typical
-functionality is the application of a list of stylesheets (each one with the
-respective list of parameters) to a document. However, other components may be
-added in a completely modular way. This is exactly the content-based
-architectural design of future web system enabled by XML technology.</p>
-
-
-<h2>4. The contributions from the participants</h2>
-
-<p>The concrete background for the work in MOWGLI is represented by the
-activities at the participating institutions. Though details could easily be
-obtained from the MOWGLI web-page
-(<a href="http://mowgli.cs.unibo.it">http://mowgli.cs.unibo.it</a>) some short
-remarks on this background should be made here.</p>
-
-<p>The Department of Computer Science at the University of Bologna is the only
-educational institution in Italy to be affiliated to W3C. They care about the
-coordination of the project. The HELM project (Hypertextual Electronic Library
-of Mathematics,
-<a href="http://www.cs.unibo.it/helm">http://www.cs.unibo.it/helm</a>, see also
-<a href="#12">[12]</a>) is active in
-Bologna since 1999. It is one of the systems of reference mentioned in the
-previous section.</p>
-
-<p>INRIA (Institut National de Recherche en Informatique et Automatique) is a
-French institution located in Rocquencourt. They pursue two projects of
-importance for MOWGLI: the Lemme project, introducing and developing formal
-methods for use in writing scientific computing software, and the LogiCal
-project, which developed the Coq proof assistant (see
-<a href="#13">[13]</a>).</p>
-
-<p>The German Research Center for Artificial Intelligence (DFKI) is based in
-Kaiserslautern and Saarbruecken. Its main mission is technology transfer, i.e.
-to move innovations in Artificial Intelligence from the lab to the market
-place. Its main MOWGLI-related prototypical product so far has been the
-Web-based learning environment ActiveMath that integrates several external services.</p>
-
-<p>The Subfaculteit Informatica of Katholieke Universiteit Nijmegen hosts a
-broad experience in logic, formal methods and theorem proving. They are
-involved in several research activities in this domain as the EC sponsored
-Network "TYPES", the FTA project (Fundamental Theorem of Algebra), the EC
-Working group Calculemus which also deals with OpenMath et al.</p>
-
-<p>The role of the Albert Einstein Institute (MPG, Golm) near Potsdam has been
-described above already. They provide a test bed with the Living Reviews which
-will represent the important link to the domain of mathematical publishing.
-This also is the main concern of the partner TU Berlin which is formally
-associated to AEI caring about the exploitation and information dissemination
-for MOWGLI.</p>
-
-<p>Trusted Logic makes the group complete. This is a French start-up company,
-which offers a wide range of efficient and secure solutions of smart cards and
-terminals in a wide range of areas. Their development methodology includes a
-permanent concern of quality and security aspects.</p>
-
-<p>As it is common for projects like MOWGLI the cooperation between the partners
-is regulated by workpackages and a time schedule for the deliveries. But the
-project started formally in March 2002. Hence these things are still theory,
-and it will be subject of the next report on MOWGLI to describe, how theory
-came into practise.</p>
-
-
-<h2>BIBLIOGRAPHY</h2>
-
-<dl>
- <dt><a name="1"></a>[1]</dt>
- <dd>The Dublin Core Metadata Inititiative. <a href="http://purl.org/dc/">http://purl.org/dc/</a></dd>
-
- <dt><a name="2"></a>[2]</dt>
- <dd>Living Reviews in Relativity.
- <a href="http://www.livingreviews.org">http://www.livingreviews.org.</a></dd>
-
- <dt><a name="3"></a>[3]</dt>
- <dd>Mathematical Markup Language (MathML) 2.0 W3C Recommendation, 21 February
-2001. <a href="http://www.w3.org/TR/MathML2/">http://www.w3.org/TR/MathML2/.</a>
- </dd>
-
- <dt><a name="4"></a>[4]</dt>
- <dd>Resource Description Framework (RDF) Model and Syntax Specification, W3C
-Recommendation 22 February 1999.
- <a href="http://www.w3.org/TR/1999/REC-rdf-syntax-19990222">/http://www.w3.org/TR/1999/REC-rdf-syntax-19990222/</a></dd>
-
- <dt><a name="5"></a>[5]</dt>
- <dd>Resource Description Framework (RDF) Schema Specification 1.0, W3C
- Candidate Recommendation 27 March 2000.
- <a href="http://www.w3.org/TR/rdf-schema/">http://www.w3.org/TR/rdf-schema/</a></dd>
-
- <dt><a name="6"></a>[6]</dt>
- <dd>SOAP Version 1.2 Part 0: Primer. W3C Working Draft 17 December 2001.
- <a href="http://www.w3.org/TR/2001/WD-soap12-part0-20011217">http://www.w3.org/TR/2001/WD-soap12-part0-20011217</a>.</dd>
-
- <dt><a name="7"></a>[7]</dt>
- <dd>Extensible Markup Language (XML) Specification. Version 1.0. W3C
- Recommendation, 10 February 1998.
- <a href="http://www.w3.org/TR/REC-xml">http://www.w3.org/TR/REC-xml</a>
- </dd>
-
- <dt><a name="8"></a>[8]</dt>
- <dd>XSL Transformations (XSLT). Version 1.0, W3C Recommendation, 16 November
- 1999. <a href="http://www.w3.org/TR/xslt">http://www.w3.org/TR/xslt</a>.</dd>
-
- <dt><a name="9"></a>[9]</dt>
- <dd>Asperti, A.; Padovani, L.; Sacerdoti Coen C.; Schena, I.: Formal
-Mathematics in MathML. Proceedings of the First International Conference on
-MathML and Math on the Web, October 20-21 2000, University of Illinois at Urbana-Champaign.</dd>
-
- <dt><a name="10"></a>[10]</dt>
- <dd>Asperti, A.; Padovani, L.; Sacerdoti Coen, C.; Schena, I.: Formal
-Mathematics on the Web. Proceedings of the Eighth International Conference on
-Libraries and Associations in the Transient World: New Technologies and New
-Forms of Cooperation, June 9-17, 2001, Sudak, Autonomous Republic of Crimea, Ukraine.</dd>
-
- <dt><a name="11"></a>[11]</dt>
- <dd>Asperti, A.; Padovani, L.; Sacerdoti Coen, C.; Schena, I.: XML,
-Stylesheets and the re-mathematization of Formal Content. Proceedings of
-Extreme Markup Languages 2001 Conference, August 12-17, 2001, Montreal, Canada.</dd>
-
- <dt><a name="12"></a>[12]</dt>
- <dd>Asperti, A.; Padovani, L.; Sacerdoti Coen, C.; Schena, I.: HELM and the
-semantic Math-Web. Proceedings of the 14th International Conference on Theorem
-Proving in Higher Order Logics (TPHOLS 2001), 3-6 September 2001,
-Edinburgh, Scotland.</dd>
-
- <dt><a name="13"></a>[13]</dt>
- <dd>B. Barras et al.:The Coq Proof Assistant Reference Manual, version 6.3.1,
- <a href="http://pauillac.inria.fr/coq">http://pauillac.inria.fr/coq</a></dd>
-
- <dt><a name="14"></a>[14]</dt>
- <dd>Tim Berner's Lee: The Semantic Web. W3C Architecture Note, 1998. </dd>
-
- <dt><a name="15"></a>[15]</dt>
- <dd>G. Huet, G. Plotkin (eds): Logical Frameworks. Cambridge University</dd>
-Press. 1991.
-
- <dt><a name="16"></a>[16]</dt>
- <dd>G. Huet, G. Plotkin (eds): Logical Environments. Cambridge University
-Press. 1993.</dd>
-
- <dt><a name="17"></a>[17]</dt>
- <dd>Kohlase, M.: OMDoc: Towards an Internet Standard for the Administration,
-Distribution and Teaching of mathematical Knowledge. Proceedings of Artificial
-Intelligence and Symbolic Computation, Springer LNAI, 2000. </dd>
-
- <dt><a name="18"></a>[18]</dt>
- <dd>Kohlase, M.: OMDoc: An Infrastructure for OpenMath Content Dictionary
-Information. Bulletin of the ACM Special Interest Group for Algorithmic
-Mathematics SIGSAM, 2000.</dd>
-</dl>
-
-<p>
-Prof. Dr. Andrea Asperti<br />
-Dipartimento di Scienze dell Informazione<br />
-Universita degli Studii di Bologna<br />
-Via di mura Anteo Zamboni VII<br />
-I - 40127 Bologna<br />
-Italy
-</p>
-
-<p>
-Prof. Dr. Bernd Wegner<br />
-Fakultaet II, Institut fuer Mathematik<br />
-TU Berlin, Sekr. MA 8-1<br />
-Strasse des 17. Juni 135<br />
-D - 10623 Berlin<br />
-Germany
-</p>
-</body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Categories, Types and Structures. An introduction to Category
- Theory for the Working Computer Scientist.</title>
- <author file="bologna/asperti"/>
- <author>
- <name>Giuseppe</name>
- <surname>Longo</surname>
- </author>
- <where>Foundation of Computing Series, Massachusetts Institute of Technology
- Press, ISBN 0 262 01125-5, 1991</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Common Criteria for Information Technology Security Evaluation</title>
- <where>Part 1, 2, 3, Version 2.1. CCIMB-99-031, August 1999</where>
-</publication>
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Formal Mathematics on the Web</title>
- <author file="bologna/asperti"/>
- <author file="bologna/padovani"/>
- <author file="bologna/sacerdoti"/>
- <author file="bologna/schena"/>
- <where>Proceedings of the Eighth International Conference on
- "Libraries and Associations in the Transient World:
- New Technologies and New Forms of Cooperation", June 9-17, 2001,
- Sudak, Autonomous Republic of Crimea, Ukraine</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Logical Frameworks</title>
- <author>
- <name>G.</name>
- <surname>Huet</surname>
- </author>
- <author>
- <name>G.</name>
- <surname>Plotkin</surname>
- </author>
- <where>Cambridge University Press, 1991</where>
-</publication>
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Logical Environments</title>
- <author>
- <name>G.</name>
- <surname>Huet</surname>
- </author>
- <author>
- <name>G.</name>
- <surname>Plotkin</surname>
- </author>
- <where>Cambridge University Press, 1993</where>
-</publication>
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>A First Course in General Relativity</title>
- <author file="aei/schutz"/>
- <where>Cambridge University Press, Cambridge (1985)</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Geometrical methods of mathematical physics</title>
- <author file="aei/schutz"/>
- <where>Cambridge University Press, Cambridge, (1980)</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>XML, Stylesheets and the re-mathematization of Formal Content</title>
- <author file="bologna/asperti"/>
- <author file="bologna/padovani"/>
- <author file="bologna/sacerdoti"/>
- <author file="bologna/schena"/>
- <where>Proceedings of ``Extreme Markup Languages 2001 Conference'',
- August 12-17, 2001, Montr'eal, Canada.</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Proof Assistants using Dependent Type Systems</title>
- <author file="nijmegen/barendregt"/>
- <author file="nijmegen/geuvers"/>
- <where>to appear as a chapter of the Handbook of Automated Reasoning, eds.
- A. Robinson and A. Voronkov, Elsevier 2001</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Making an Electronic Journal Live</title>
- <author>
- <name>J.</name>
- <surname>Wheary</surname>
- </author>
- <author file="aei/schutz"/>
- <where>Journal of Electronic Publishing, vol.3, is. 1, September (1997). (http://www.press.umich.edu/jep/03-01/LR.html)</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Thinking and Developing Electronically</title>
- <author>
- <name>J.</name>
- <surname>Wheary</surname>
- </author>
- <author>
- <name>L.</name>
- <surname>Wild</surname>
- </author>
- <author file="aei/schutz"/>
- <author>
- <name>C.</name>
- <surname>Weyher</surname>
- </author>
- <where>Journal of Electronic Publishing, vol.4, is. 2, December (1998).
- (http://www.press.umich.edu/jep/04-02/wheary2.html)</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>The logic and mathematics of occasion sentences</title>
- <author>
- <name>P.A.M.</name>
- <surname>Seuren</surname>
- </author>
- <author>
- <name>Venanzio</name>
- <surname>Capretta</surname>
- </author>
- <author file="nijmegen/geuvers"/>
- <where>The logic and mathematics of occasion sentences, to appear in the
- Journal of Linguistics and Philosophy, 2001</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Formal Mathematics in MathML</title>
- <author file="bologna/asperti"/>
- <author file="bologna/padovani"/>
- <author file="bologna/sacerdoti"/>
- <author file="bologna/schena"/>
- <where>First MathML International Conference, October 20-21, 2000,
- Urbana-Champaign, IL, USA.</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Some logical and syntactical observations concerning the first
- order dependent type system lambda P</title>
- <author file="nijmegen/geuvers"/>
- <author>
- <name>E.</name>
- <surname>Barendsen</surname>
- </author>
- <where>Mathematical Structures in Computer Science, vol. 9-4, 1999,
- pp. 335 -- 360</where>
-</publication>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!ELEMENT publication (title,author*,where,html?)>
-<!ELEMENT title (#PCDATA)>
-
-<!-- name,surname must be provided iff the "file" attribute is not provided -->
-<!ELEMENT author (name,surname)?>
-<!ATTLIST author
- file CDATA #IMPLIED>
-
-<!ELEMENT where (#PCDATA)>
-<!ELEMENT name (#PCDATA)>
-<!ELEMENT surname (#PCDATA)>
-
-<!ELEMENT html EMPTY>
-<!ATTLIST html
- file CDATA #REQUIRED>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Proof by Computation in the Coq system</title>
- <author>
- <name>M.</name>
- <surname>Oostdijk</surname>
- </author>
- <author file="nijmegen/geuvers"/>
- <where>To appear in Theoretical Computer Science, 2001</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>Equational Reasoning via Partial Reflection</title>
- <author file="nijmegen/geuvers"/>
- <author file="nijmegen/wiedijk"/>
- <author>
- <name>J.</name>
- <surname>Zwanenburg</surname>
- </author>
- <where>Theorem Proving for Higher Order Logics, TPHOL 2000, Portland OR, USA,
- eds. M. Aagaard and J. Harrison, LNCS 1869, pp. 162 -- 178</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>HELM and the semantic Math-Web</title>
- <author file="bologna/asperti"/>
- <author file="bologna/padovani"/>
- <author file="bologna/sacerdoti"/>
- <author file="bologna/schena"/>
- <where>Proceedings of the 14th International Conference on Theorem
- Proving in Higher Order Logics (TPHOLS 2001), 3-6 September 2001,
- Edinburgh, Scotland</where>
-</publication>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE publication SYSTEM "publication.dtd">
-
-<publication>
- <title>The Semantic Web</title>
- <author>
- <name>Tim</name>
- <surname>Berners-Lee</surname>
- </author>
- <where>W3C Architecture Note, 1998</where>
-</publication>
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <subsite>
- <name>Max Planck Institute for Gravitational Physics (Albert Einstein
- Institute)</name>
- <country>Germany</country>
- <url>http://www.aei.mpg.de</url>
- <address>Am Muhlenberg 1, 14476 Golm, Germany</address>
- <responsible file="aei/schutz"/>
- <description>
- <p>Since 1998 the Max Planck Institute for Gravitational Physics, which is
- devoted to basic research in relativity, publishes one of the most
- innovative electronic science journals,
- <a target="_top" href="http://www.livingreviews.org">Living Reviews in
- Relativity</a>. Its mission is to build the
- journal into a primary reference point in the field, exploiting new and
- cutting edge Web technologies to maximise use, transparency, and depth
- of the information provided. The Institute has a number of staff who
- are exceptionally skilled in computing, and many of them contributed to
- the development of software that has made the journal's Web site one of
- the most advanced in the world of electronic publishing. Further
- background information on the journal can be found at
- <a target="_top" href="http://www.livingreviews.org/Project/index.html">http://www.livingreviews.org/Project/index.html</a>. Fast and effective
- international dissemination of the Web journal is provided by the
- European Mathematical Society's Information Service, which maintains a
- network of more than 30 mirror servers worldwide</p>
- <p>The Institute has close connections to the newly founded Center for
- Information Management of the Max Planck Society that will act as a
- central service to the more than 80 Max Planck Institutes, to improve
- their ability to access and to publish information on the Internet. It
- is further cooperating with the leading European publisher of original
- research in gravitational physics, the Institute of Physics Publishing
- (Bristol, UK) with its journal <em>Classical and Quantum Relativity</em>.</p>
- <p>The Max Planck Institute for Gravitational Physics will join forces
- with Professor Bernd Wegner at the Technical University in Berlin.
- Both parties are currently cooperating in the dissemination and
- mirroring of electronic journals like
- <em>Living Reviews in Relativity</em>.</p>
- </description>
- <member file="aei/schutz"/>
- <member file="aei/kelley"/>
- </subsite>
- <subsite>
- <name>Center for Information Management in the Max Planck Society</name>
- <country>Germany</country>
- <url>http://www.zim.mpg.de</url>
- <address>c/o Max Planck Society, Hofgartenstrasse 8, PF 10 10 62,
- D-80084 Munich, Germany</address>
- <responsible file="aei/velden"/>
- <description>
- <p>The mission of the new Center for Information Management of the Max
- Planck Society is to allow the Society with its more than 80
- specialized research Institutes to keep pace with and eventually play
- a leadership role in Europe in the management of scientific information.
- It will be staffed with 6 employees and start operating in September
- 2001. The project will be advised by a commission of MPG Institute
- directors and Rick Luce, the Director of the Los Alamos National
- Laboratory's "Library Without Walls".</p>
- </description>
- <member file="aei/velden"/>
- </subsite>
- <subsite>
- <name>TU Berlin</name>
- <country>Germany</country>
- <url>http://www.emis.de</url>
- <address>Fachbereich Mathematik, Technische Universität Berlin,
- Straße des 17. Juni 135, D - 10623 Berlin</address>
- <responsible file="aei/wegner"/>
- <description>
- <p>The Technische Universität Berlin, with some 28 300 students,
- is the largest technical universities in Germany. In
- contrast to most other such institutions it offers a wide range
- of subjects. In addition to the core subjects in natural
- sciences and engineering, the TU Berlin also has faculties and
- institutes specialising in planning, humanities, social sciences
- and economics. In the Berlin region it offers the widest range
- of engineering options.</p>
- </description>
- <member file="aei/wegner"/>
- </subsite>
-</site>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <name>University of Bologna (Italy), Department of Computer Science</name>
- <country>Italy</country>
- <url>http://www.cs.unibo.it</url>
- <address>Via di mura Anteo Zamboni VII, 40127, Bologna, ITALY</address>
- <responsible file="bologna/asperti"/>
- <description>
- <p>The Department of Computer Science of Bologna is the
- only educational institution in Italy to be affiliated
- to the World Wide Web Consortium (and one of the few
- members of this category in Europe). This affiliation
- testifies the interest, both technical and didactic,
- traditionally devoted by our Department to Web technologies,
- Internet and, more generally, distributed computing.
- This is joined to a solid expertise in programming
- languages, algorithms, theory and formal methods,
- that provides a very stimulating and dialectical environment
- for research.
- The Department is in charge of an undergraduate
- Program in Computer Science, with more than three hundreds new
- students a year, and a graduate Ph.D. Program, currently
- comprising sixteen students.</p>
- </description>
- <project>
- <name>Hypertextual Library of Mathematics</name>
- <acronym>HELM</acronym>
- <url>http://www.cs.unibo.it/helm</url>
- <member file="bologna/asperti"/>
- <member file="bologna/padovani"/>
- <member file="bologna/schena"/>
- <member file="bologna/guidi"/>
- <member file="bologna/sacerdoti"/>
- <description>
- <p>The <em>Hypertextual Electronic Library of Mathematics</em> Project
- is active in Bologna since 1999. Its aim is the development of a suitable
- technology for the creation and maintenance of a virtual, distributed,
- hypertextual library of formal mathematical knowledge. As a subsidiary
- goal, HELM is meant to integrate the current tools for the automation of
- formal reasoning and the mechanisation of mathematics (proof assistants
- and logical frameworks) with the most recent technologies for the
- development of Web applications and electronic publishing, taking
- advantage of the potentiality offered by XML Technologies.
- The Project is developed in tight cooperation with the W3C
- MathML Working Group, which we are a member of.</p>
- </description>
- </project>
-</site>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <name>German Research Center for Artificial Intelligence, GmbH, DFKI</name>
- <country>Germany</country>
- <url>http://www.dfki.uni-sb.de</url>
- <address>
- DFKI GmbH,
- Stuhlsatzenhausweg 3,
- D-66123 Saarbrücken
- </address>
- <responsible file="dfki/kohlhase"/>
- <description>
- <p>The German Research Center for Artificial Intelligence
- GmbH, DFKI was founded in 1988. Today, DFKI is one of the largest
- non-profit contract research institutes in the field of innovative
- software technology based on Artificial Intelligence (AI) methods. DFKI
- is focusing on the complete cycle of innovation - from world-class basic
- research and technology development through leading-edge demonstrators
- and prototypes to product functions and commercialization. Based in
- Kaiserslautern and Saarbrücken, the German Research Center for
- Artificial Intelligence ranks among the important ``Centers of
- Excellence'' worldwide. The key directors of DFKI are Prof. Dr. Wolfgang
- Wahlster (CEO) and Dr. Walter G. Olthoff (CFO).DFKI's mission is
- technology transfer, that is to move innovations in AI as quickly as
- possible from the lab into the marketplace by maintaining research
- projects at the forefront of science. Expertise and experience of the
- company DFKI has strong expertise in each of the following domains:</p>
- <ul>
- <li>Information Management and Document Analysis (Director: Prof. Dr.
- Andreas Dengel)</li>
- <li>Intelligent Visualization and Simulation Systems
- (Director: Prof. Dr. Hans Hagen)</li>
- <li>Deduction and Multiagent Systems (Director: Prof.
- Dr. Jorg Siekmann)</li>
- <li>Language Technology (Director: Prof. Dr. Hans Uszkoreit)</li>
- <li>Intelligent User Interfaces (Director: Prof. Dr.
- Wolfgang Wahlster)</li>
- </ul>
- <p>DFKI is involved in numerous industrial, academian
- projects including projects in the current EC IST programme dealing with
- research and development in the broad areas of intelligent interface
- agents, and multiagent systems for applications in supply-chain
- management, virtual enterprises, e-commerce and advanced information
- systems. The partners of the DFKI are leading large-scale
- concerns such as DaimlerChrysler, SAP, and Alcatel, plus the two
- universities of Kaiserlautern and Saarbrucken. In the range of
- medium-sized firms INSIDERS, IDS Scheer, Tecmath and KIBG are to be added.
- Finally, the two most important large-scale research centers on
- international level, i.e. the Fraunhofer Society and GMD, round off the
- circle of partners. DFKI is part of several European Networks of
- Excellence such as AgentLink and CompuLog.</p>
- <p>Recently, an Education Technology Group of DFKI, headed
- by Prof. J.H. Siekmann, has been established. It has carried out basic
- research and applications in several fields of AI, including presentation
- planning (for education material), user modeling, proof planning,
- knowledge representation (for educational and mathematical Web-documents)
- and integration of (mathematical services). Its main prototypical product
- so far has been the Web-based, user-adaptive, generative learning
- environment ActiveMath that integrates several external services.
- Members of the group are actively involved in the international academic
- life by organizing or contributing to conferences and workshops.</p>
- </description>
- <member file="dfki/siekmann"/>
- <member file="dfki/kohlhase"/>
- <member file="dfki/melis"/>
- <member file="dfki/moschner"/>
- <member file="dfki/goguadze"/>
- <member file="dfki/libbrecht"/>
-</site>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <name>Institut National de Recherche en Informatique et Automatique (INRIA)
- Rocquencourt</name>
- <country>France</country>
- <url>http://www.inria.fr</url>
- <address>Domaine de Voluceau, 78153 Rocquencourt Cedex, France</address>
- <responsible file="inria/herbelin"/>
- <description>
- <p>INRIA (National Institute for Research in Computer Science and
- Control) is a French public-sector scientific and technological
- institute operating under the dual authority of the Ministry of
- Research and the Ministry of Industry. INRIA's missions are ``to
- undertake basic and applied research, to design experimental systems,
- to ensure technology and knowledge transfer, to organise international
- scientific exchanges, to carry out scientific assessments, and to
- contribute to standardisation''.</p>
- <p>The research carried out at INRIA brings together experts from the
- fields of computer science and applied mathematics covering the
- following areas: Networks and Systems; Software Engineering and
- Symbolic Computing; Man-Machine Interaction; Image Processing, Data
- Management, Knowledge Systems; Simulation and Optimisation of Complex
- Systems.</p>
- <p>INRIA gathers in its premises around 2 100 persons including 1 600
- scientists , many of which belong to partner organisations (CNRS,
- industrial labs, universities) and are assigned to work in common
- ``projects''. On INRIA's budget, around 500 full-time equivalent R&D
- positions can be accounted for.</p>
- <p>A large number of INRIA senior researchers are involved in teaching
- and their PhD students (about 550) prepare their thesis within the
- different INRIA research projects (currently 74).</p>
- <p>Its budget is roughly 90 MEuro, 20% of which comes from research and
- development contracts, royalties and sales. Industrial relations are
- strategic for INRIA:</p>
- <dl>
- <dt>Industrial contracts and European Projects.</dt>
- <dd>Numerous industrial partners contract with the Institute for
- collaborative research. They are French or foreign
- companies, of all sizes. 400 such contracts are presently
- active. Roughly 40% of these contracts are European funded
- ones. Since 1984, 250 European Framework-Programme (FP)
- projects have been executed.</dd>
-
- <dt>Technology companies.</dt>
- <dd>As the ultimate step in technology transfer, researchers are party to
- the setting up of companies in order to implement their
- technology on the market. Thirty seven spin-off companies
- have been created since 1984. In 1999, INRIA has launched
- two subsidiaries to promote high-tech start-up companies:
- INRIA-TRANSFERT deals with early accompaniment of the
- future companies, whereas I-SOURCE GESTION provides for
- ``seed-money''.</dd>
- </dl>
- <p>INRIA is a member of ERCIM EEIG, European Research Consortium for
- Computer Science and Mathematics. Outside Europe, INRIA also has a
- significant activity: it has created joint research laboratories
- (Russia and China), signed cooperation agreements (NSF, India, Brazil,
- etc.) and promotes intensive scientific exchanges.</p>
- </description>
- <project>
- <name>Lemme</name>
- <url>http://www-sop.inria.fr/lemme</url>
- <member file="inria/rideau"/>
- <member file="inria/naciri"/>
- <member file="inria/pottier"/>
- <member file="inria/bertot"/>
- <member file="inria/amerkad"/>
- <member file="inria/thery"/>
- <member file="inria/chicli"/>
- <description>
- <p>The purpose of the Lemme project is to introduce and develop formal
- methods for use in writing scientific computing software. In scientific
- computing, algorithms and mathematics are at the forefront. We are thus
- developing tools and methods to help producing correct programs starting
- from the usual mathematical descriptions of data, algorithms, properties
- and proofs, structured into four research themes:</p>
- <ul>
- <li>Proof environments (development of the Pcoq system in Java and its
- compatibility with XML/MathML).</li>
- <li>Formalisation of mathematical theories (algebraic geometry, elementary
- algebra and analysis).</li>
- <li>Certified implementation of scientific computing algorithms (computer
- algebra, arithmetics, logic).</li>
- <li>Proofs on semantics of programming languages (Javacard).</li>
- </ul>
- <p>The project belongs to the European working group Types, and to the
- French action AOC (Arithm\'etique des Ordinateurs Certifiée). It keeps
- up industrial collaborations with Dassault-Aviation (program proof
- environments), Alcatel Space Industry (certified numerical code), and
- GemPlus (Javacard certification), and also collaborates with teachers at
- university on the use of formal proofs and Web-based environments in
- mathematics courses.</p>
- </description>
- </project>
- <project>
- <name>LogiCal</name>
- <url>http://www.logical.inria.fr</url>
- <member file="inria/herbelin"/>
- <member file="inria/delahaye"/>
- <description>
- <p>The LogiCal team of INRIA is working on theoretical and practical
- aspects of mathematical proofs. It develops the Coq proof assistant,
- an implementation of an expressive formalism called Calculus of
- Inductive Constructions. Coq is used both for development of formal
- mathematics and for certification of programs, especially protocols
- and critical systems.</p>
- <p>The LogiCal project is a joint project with University Paris 11. It
- is involved in the European TYPES working group and in several French
- actions. Especially, it is involved in the S-Java action aiming at
- certifying safety properties for JavaCard programs, in a project
- aiming at certifying algorithms used in computer algebra
- systems. LogiCal collaborates also on proof automation with France
- Telecom.</p>
- </description>
- </project>
-</site>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <name>Katholieke Universiteit Nijmegen</name>
- <country>The Netherlands</country>
- <url>http://www.cs.kun.nl</url>
- <address>Subfaculteit Informatica,
- Faculteit Natuurwetenschappen, Wiskunde en Informatica,
- Katholieke Universiteit Nijmegen,
- Toernooiveld 1, 6525 ED Nijmegen, The Netherlands</address>
- <responsible file="nijmegen/geuvers"/>
- <description>
- <p>The Sub-faculty of Computer Science at the University of Nijmegen hosts
- a broad experience in logic, formal methods and theorem proving. The
- Faculty of Mathematics and Computer Science of Eindhoven University of
- Technology is strong in computer algebra, theorem proving and applying
- Web technology to mathematics. Nijmegen and Eindhoven have a long
- history in cooperation on topics related to this FET proposal, notably
- type theory, theorem proving and combining various computer
- mathematics applications, especially using OpenMath. This cooperation
- was mainly taking place between the research groups of Geuvers and
- Barendregt in Nijmegen and the research group of Cohen in Eindhoven.</p>
- <p>The research group of Geuvers and Barendregt is part of the EC
- sponsored Thematic Network ``TYPES'' (IST-1999-29001) and of its
- ancestor, the EC Working Group ``Types for Proofs and Programs'',
- which testifies there interest in theorem proving, especially using
- type theory based theorem provers. The FTA project (Fundamental
- Theorem of Algebra), started in 1999 and to be finished in 2001, has
- as its main goal to formalize (in Coq) a large body of undergraduate
- mathematics (algebra and analysis), culminating in a proof of the
- fundamental theorem of algebra. The formalization of the mathematics
- is now finished and the next step is to make the formalization
- accessible and usable by others, preferably through the World Wide
- Web.</p>
- <p>The research group in Nijmegen and the research group of Cohen in
- Eindhoven are both part of the EC Working Group Calculemus, which aims
- at bridging the gap between different mathematical computer
- applications, like computer algebra systems and theorem provers. One
- of the vehicles for doing so is the definition of OpenMath as an
- intermediate language for the exchange of mathematical objects among
- computer applications.
- The research group of Cohen is part of the
- IST Thematic Network ``OpenMath'' (IST-2000-28719) and its ancestor,
- the OpenMath Esprit project (see <a target="_top" href="http://www.openmath.org/">http://www.openmath.org/</a>).</p>
- </description>
- <member file="nijmegen/geuvers"/>
- <member file="nijmegen/cohen"/>
- <member file="nijmegen/barendregt"/>
- <member file="nijmegen/wiedijk"/>
- <member file="nijmegen/barreiro"/>
- <member file="nijmegen/cruz-filipe"/>
- <member file="nijmegen/niqui"/>
- <member file="nijmegen/stein"/>
- <member file="nijmegen/synek"/>
-
-</site>
+++ /dev/null
-<?xml version="1.0" encoding="iso-8859-1"?>
-
-<!ENTITY % in_site "(name,country,url,address,responsible,description,member*,project*)">
-
-<!ELEMENT site (%in_site;|subsite+)>
-<!ELEMENT subsite %in_site;>
-<!ELEMENT name (#PCDATA)>
-<!ELEMENT country (#PCDATA)>
-<!ELEMENT url (#PCDATA)>
-<!ELEMENT address (#PCDATA)>
-<!ELEMENT responsible EMPTY>
-<!ATTLIST responsible
- file CDATA #REQUIRED>
-<!ELEMENT description (p|dl|ul)+>
-<!ELEMENT project (name,acronym?,url,member+,description)>
-<!ELEMENT acronym (#PCDATA)>
-<!ELEMENT member EMPTY>
-<!ATTLIST member
- file CDATA #REQUIRED>
-
-<!-- A subset of XHTML -->
-<!ELEMENT p (#PCDATA|em|a)*>
-<!ELEMENT em (#PCDATA)>
-<!ELEMENT a (#PCDATA)>
-<!ATTLIST a
- target CDATA #IMPLIED
- href CDATA #REQUIRED>
-<!ELEMENT dl (dt|dd)+>
-<!ELEMENT dt (#PCDATA)>
-<!ELEMENT dd (#PCDATA)>
-<!ELEMENT ul (li)+>
-<!ELEMENT li (#PCDATA)>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE site SYSTEM "site.dtd">
-
-<site>
- <name>Trusted Logic</name>
- <country>France</country>
- <url>http://www.trusted-logic.fr</url>
- <address>
- 5 rue du Bailliage,
- 78000 Versailles,
- FRANCE
- </address>
- <responsible file="trusted-logic/bolignano"/>
- <description>
- <p>Created in January 1999, TRUSTED LOGIC S.A. is a french start-up company,
- which presents a unique combination of expertise in embedded
- software challenges and in formal methods analysis.
- TRUSTED LOGIC offers a wide range of efficient and secure solutions for
- smart cards and terminals in the following areas : open systems for smart
- cards (Java Card,Windows SmartCards, Multos), open systems for terminals
- (mobile phones, PDA, bank terminals, etc), e-commerce, remote secured
- access to intranets, and secured networks infrastructures (home or car
- control).</p>
- <p>The development methodology, inside Trusted Logic S.A., includes a
- permanent concern of quality and security aspects (formal specification
- and proofs) that provides a software which is efficient, reliable and
- ready to face high level Common Criteria evaluations when needed</p>
- <p>The main actors in the smart card and in the embedded software industry
- are among its customers : Sun Microsystems Inc., Bull, Gemplus, Oberthur,
- Schlumberger, ST Microelectronics, VISA International, Carte Bleue, GIE
- Cartes Bancaires, ActivCard, Proton World International, etc.</p>
- </description>
- <member file="trusted-logic/bolignano"/>
-</site>
+++ /dev/null
-<?xml version="1.0"?>
-
-<html xmlns="http://www.w3.org/1999/xhtml">
-<head>
- <title>Activities in the Nijmegen - Eindhoven site</title>
-</head>
-<body>
-<H1> MOWGLI Kick-Off Meeting Berlin, March 15, 2002</H1>
-
-<H3>Activities in the Nijmegen - Eindhoven site</H3>
-
-
-<H4>People</H4>
-<B> Nijmegen</B>:
-<UL>
-<LI> Henk Barendregt (prof.) </LI>
-<LI> Herman Geuvers (assoc. prof.) </LI>
-<LI> Freek Wiedijk (post-doc) </LI>
-<LI> Dan Synek (sci. progr.) </LI>
-<LI> Milad Niqui (Ph.D. stud.) </LI>
-<LI> Jasper Stein (Ph.D. stud.) </LI>
-<LI> Luis Cruz-Filipe (Ph.D. stud.) </LI>
-<LI> Georgi Jojgov (Ph.D. stud.) </LI>
-</UL>
-<B> Eindhoven</B>
-<UL>
-<LI> Arjeh Cohen (prof.) </LI>
-<LI> Scott Murray (post-doc) </LI>
-<LI> Ernesto Reinaldo (Ph.D. stud.) </LI>
-</UL>
-<H4>Focus</H4>
-<B> Nijmegen</B>:
-<B>Formalizing Mathematics</B>: To devise and study computer systems
-for formalizing mathematics, which includes mathematical activities as
-defining, computing and proving, but also the
-activities of presenting and editing formalized
-mathematics.
-<BR />
-<B> Eindhoven</B>
-<B>Interactive Mathematical Documents</B>: Mathematical documents on
-the WWW, with interaction possibilities with various
-mathematical applications. Use of OpenMath (resp.
-OmDoc) to represent these documents, in order to have
-semantically meaningful representation of mathematical objects.
-
-<H4> Actual Activities</H4>
-<UL>
-<LI> Study the underlying formal logic of theorem provers. </LI>
-<LI> Formalizing mathematics (Coq: FTA, Analysis, Lin.
-Alg., Reals). </LI>
-<LI> Adding automation/computation facilities to a theorem
-prover (Coq). </LI>
-<LI> Investigate various proof styles, notably by comparing
-various theorem provers (Coq, Mizar, Hol-light). </LI>
-<LI> Develop a benchmark for mathematical theorem provers. </LI>
-<LI> Study the presentation and communication of proof developments. </LI>
-<LI> Development and use of OpenMath as a language for coding
-and communicating `meaningful' mathematical objects. </LI>
-<LI> IDA: Interactive Course Notes Algebra, based on OpenMath/OMDoc. </LI>
-<LI> Develop packages for XML-based interaction between
-math. applications. </LI>
-</UL>
-
-<H4> Interest in Mowgli</H4>
-<UL>
-<LI> Rendering of Libraries of Formalized Mathematics. </LI>
-<LI> Searching/Retrieving information (knowledge) from these Libraries. </LI>
-<LI> Presentation of Formal proof/theory developments. </LI>
-</UL>
-
-<H4> Interest in Mowgli</H4>
-<UL>
-<LI> Rendering of Libraries of Formalized Mathematics. </LI>
-<LI> Searching/Retrieving information (knowledge) from these Libraries. </LI>
-<LI> Presentation of Formal proof/theory developments. </LI>
-</UL>
-
-
-<H4> Planned Contribution to Mowgli</H4>
-<UL>
-<LI> Requirements Analysis: What do we need & What is already there? </LI>
-<LI> Transformation of formal proofs (into MathMl/XML/...). </LI>
-<LI> Generation of Natural Language proofs. (Views on proofs.) </LI>
-<LI> Validation of the system through large math. theory developments. </LI>
-</UL>
-</body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE html [
- <!-- A subset of XHTML -->
- <!ELEMENT html (head,body)>
- <!ELEMENT head (title)>
- <!ELEMENT title (#PCDATA)>
- <!ELEMENT body (h1|p|br)*>
- <!ELEMENT h1 (#PCDATA)>
- <!ELEMENT p (#PCDATA)>
- <!ELEMENT br EMPTY>
-]>
-
-<html>
- <head>
- <title>Software</title>
- </head>
-
- <body>
- <h1>Software</h1>
-
- <p>Nothing has been released yet. Try later.</p>
-
- <br/><br/>
- </body>
-
-</html>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="5">
- <name>Distribution</name>
- <begin>Month 18</begin>
- <end>Month 30</end>
- <leader file="dfki/kohlhase"/>
- <person-month participant="bologna" number="6"/>
- <person-month participant="inria" number="5"/>
- <person-month participant="dfki" number="8"/>
- <person-month participant="nijmegen" number="3"/>
- <person-month participant="aei" number="5"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <p>Overall architectural design of the distribution model,
- its implementation and integration with the consultation
- engine.</p>
- </objectives>
- <description>
- <p>The work is articulated in three, conceptually sequential
- tasks:</p>
- <tasks>
- <task id="T5.1">
- <name>Architectural Design of the Distribution Model.</name>
- <p>The big
- issue it to find the right compromise between two opposite
- requirements: <em>distribution</em> (in the sense of the
- Web: few rules, no central authority) and <em>coherence</em>
- (coherence between different copies of a same document
- and global management of the library as a single rational
- development). Other architectural problems to be solved
- are the management of Uniform Resource Identifiers, their
- mapping to Uniform Resource Locators, and the integration
- of databases in the distribution model. The final aim is
- to have a <em>phisically</em> distributed library with a
- single <em>logical</em> view.</p>
- </task>
- <task id="T5.2">
- <name>Prototype implementation.</name>
- <p>First prototyping implementation
- of the distribution layer.</p>
- </task>
- <task id="T5.3">
- <name>Integration with the Consultation Engine.</name>
- <p>First
- implementation of the library as a distributed repository.
- Distribution should be completely transparent to users of
- the Consultation Engine.</p>
- </task>
- </tasks>
- </description>
- <deliverable file="distribution/d5a"/>
- <deliverable file="distribution/d5b"/>
- <milestones>
- <p>The main milestone is the release of the advanced MOWGLI
- prototype, for the fourth meeting of the project, at month
- 24. The advanced prototype will integrate the previous one
- with the new distribution facilities offered by the
- distribution layer.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-packages [
- <!ELEMENT work-packages (work-package+,description)>
-
- <!ELEMENT work-package EMPTY>
- <!ATTLIST work-package
- file CDATA #REQUIRED>
-
- <!ELEMENT description (p|dl|ul|ol)+>
-
- <!-- A subset of XHTML -->
- <!ELEMENT p (#PCDATA|em|a)*>
- <!ELEMENT em (#PCDATA)>
- <!ELEMENT a (#PCDATA)>
- <!ATTLIST a
- href CDATA #REQUIRED>
- <!ELEMENT dl (dt|dd)+>
- <!ELEMENT dt (#PCDATA)>
- <!ELEMENT dd (#PCDATA)>
- <!ELEMENT ul (li)+>
- <!ELEMENT ol (li)+>
- <!ELEMENT li (#PCDATA)>
-]>
-
-<work-packages>
- <work-package file="project-management"/>
- <work-package file="requirement-analysis"/>
- <work-package file="transformation"/>
- <work-package file="metadata"/>
- <work-package file="interfaces"/>
- <work-package file="distribution"/>
- <work-package file="testing-and-validation"/>
- <work-package file="information-dissemination-and-exploitation"/>
- <description>
- <p>The previous work packages are not strictly sequential.</p>
- <p> WP1 should be reasonably short; apart from a few topics requiring a
- deeper analysis (Tasks 1.3-5), this phase is essentially meant to rapidly
- reach a good level of inter-operability among the different sites.</p>
- <p>Most part of the work is based on the possibility to have at our
- disposal, and as soon as possible, large collections of documents encoded
- with semantic markup. One strategy is the import of material (e.g.
- journal articles) written in LaTeX. The development of a suitable LaTeX
- based authoring tool (Task 4.4) will need to begin immediately, as an
- appropriate semantic encoding in LaTeX has to be developed first.
- The delivery of the first prototype of the authoring tool is scheduled
- for month 18.</p>
- <p>A more rapid way to get meaningful repositories of fully structured
- mathematical knowledge is by exporting them from the available
- libraries of Logical Frameworks and Proof Assistants (Task 2.1).
- The intelligence contained in the exported XML files should reflect the
- requirements defined
- in the previous work package, requiring a deep analysis of the markup
- model. After six months from the beginning of the project we plan to have
- a first prototype of the Exportation Module and a first draft of the
- Document Type Descriptor for thelow, logical level. This is our first
- Milestone.</p>
- <p>At this point we may start the study of the intermediate format of the
- information, and the implementation of the stylesheets performing the
- transformation (tasks T2.2-3). This part of the work is expected to be
- essentially completed after one year (second Milestone). Since a strong
- feedback is expectedwith presentational issues, we plan to begin the
- development of presentational stylesheets around month 9. In turn, the
- need of rapidly have at our disposal good presentational engines suggests
- to begin their development as soon as possible (task 4.1).</p>
- <p>In parallel with these transformation issues, we shall start the study and
- classification of metadata, and their concrete modelling.</p>
- <p>Summing up, at the end of first year we plan to have:</p>
- <ul>
- <li>a formal Document Type Descriptor of the intermediate level;</li>
- <li>a bunch of stylesheet performing the transformation to intermediate
- representation, both for formulae and proofs;</li>
- <li>a detailed report on metadata;</li>
- <li>a first prototype model of metadata (in RDF format);</li>
- <li>a prototype MathML-viewer.</li>
- </ul>
- <p>During the first half of second year we shall perform, in parallel, four
- major activities:</p>
- <ul>
- <li>study and development of presentational stylesheets, both for expressions
- and proofs, and automatic extraction of metadata (tasks T2.4-6).</li>
- <li>architectural design and implementation of the consultation engine (task
- T4.2, requiring the metadata model), and of the functionalities for
- assisted annotation in natural language of the documents (task T4.3,
- requiring both the MathML-viewer, and a detailed description of the
- intermediate level).</li>
- <li>overall architectural design and first prototype implementation of the
- distribution model (task T5.1-T5.2).</li>
- <li>finalize the first prototype of a LaTeX based authoring tool
- (Task 4.4)</li>
- </ul>
- <p>The second half of the second year is devoted to the completion of the
- previous tasks, and to their integration inside a single, compound
- application. Around this time we shall also start a detailed validation
- of the application, according to three pilot applications:</p>
- <ol>
- <li>Formalisation of a full undergraduate course in algebra or analysis for
- didactical purposes.</li>
- <li>Formalization of (part of) the process of loading, verifying and
- executing an applet into a smart card. This application will provide
- a case study close to both information technology (IT) industry and
- Computer Science research, where the presentation and layout needs are
- not exactly the same as in Mathematics. The example concerns the
- representation of different abstract state machines, transition systems,
- typing calculus, and program code. Such concepts are pragmatic use cases
- of the formal concepts that usually appears in security evaluations of
- IT products and Computer Science articles.</li>
- <li>Make maximal use of content marked-up articles in a solely
- electronic scientific physics journal. This will allow us to demonstrate
- the benefits of content mark-up for search, retrieval, and re-use of
- mathematical content, and user customisable content presentation.
- Several articles will be processed to test scope, functionality, and
- user friendliness of the authoring tool developed in Task 4.4. The tool
- will be refined and the mathematical semantics covered extended. The
- suite of articles will be used to show benefits of automated
- annotation and cross-linking between related mathematical concepts.</li>
- </ol>
- <p>The last six months are mainly devoted to testing, debugging, validation,
- dissemination of results and exploitation plans.</p>
- </description>
-</work-packages>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="7">
- <name>Information Dissemination and Exploitation</name>
- <begin>Month 3</begin>
- <end>Month 30</end>
- <leader file="aei/wegner"/>
- <person-month participant="bologna" number="1"/>
- <person-month participant="inria" number="0"/>
- <person-month participant="dfki" number="0"/>
- <person-month participant="nijmegen" number="1"/>
- <person-month participant="aei" number="6"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <p>The work package aims to:</p>
- <ul>
- <li>involve the largest community of professionals in the
- modelling phase.</li>
- <li>promote dissemination of project results in the relevant
- international forums.</li>
- <li>promote the use of the service, both for educational and
- professional purposes. This phase will start after the
- release of the first prototype, at month 18.</li>
- </ul>
- </objectives>
- <description>
- <p>The dissemination of results is in charge of the Project
- Dissemination & Exploitation Committee, which is
- responsible to prepare, during the first six months, a
- detailed dissemination work-plan (D2), and to follow its
- execution during the Project.</p>
- <p>Information dissemination will take place via
- professional journal articles, presentations at conferences,
- international news groups, specific interest groups and so
- on. Relevant reports of the projects will be made publicly
- available on the World Wide Web. For advanced
- releases, we also plan to prepare an ``information pack'',
- including a folder and CDROM with demos.</p>
- </description>
- <deliverable file="information-dissemination-and-exploitation/d7a"/>
- <deliverable file="information-dissemination-and-exploitation/d7b"/>
- <deliverable>Scientific Publications on professional journals
- and conference proceedings.</deliverable>
- <milestones>
- <p>Criteria for evaluating MOWGLI's dissemination and its
- technological impact will be detailed in the Dissemination
- and use Plan. The Project Dissemination & Exploitation
- Committee will be in charge to monitor the state of
- advancement of the Project according to these criteria.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="4">
- <name>Interfaces</name>
- <begin>Month 3</begin>
- <end>Month 24</end>
- <leader file="inria/pottier"/>
- <person-month participant="bologna" number="16"/>
- <person-month participant="inria" number="16"/>
- <person-month participant="dfki" number="5"/>
- <person-month participant="nijmegen" number="4"/>
- <person-month participant="aei" number="14"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <p>This Work-Package is devoted to the design and the
- implementation of the interfaces to the library, covering
- rendering, browsing, searching and retrieving
- functionalities. Some additional functionalities for
- authoring purposes (such as computer assisted annotation of
- proofs) will be also taken into account.</p>
- <p>Our privileged rendering language will be MathML, which is
- likely to be rapidly adopted as the main language for
- representing mathematical notation on the Web.</p>
- </objectives>
- <description>
- <p>The work is organised in the following tasks:</p>
- <tasks>
- <task id="T4.1">
- <name>MathML rendering/browsing engines.</name>
- <p>Our privileged
- rendering language will be MathML. In order to be able to
- test the presentational stylesheets,(Task 2.5) we need a
- MathML compliant browser, that will be developed as a
- part of the project (starting from a previous
- prototype).</p>
- </task>
- <task id="T4.2">
- <name>Consultation Engine (archiving, searching and retrieving).</name>
- <p>The task is devoted to the architectural design and
- implementation of the main functionalities for the
- consultation and the management of the library.</p>
- </task>
- <task id="T4.3">
- <name>Assisted Annotation.</name>
- <p>This cover an additional
- functionality of the interface, aimed to support the user
- in the process of annotating a proof in natural
- language.</p>
- </task>
- <task id="T4.4">
- <name>LaTeX-based authoring tool.</name>
- <p>A tool supporting automatic
- generation of Content-MathML from a suitably
- (macro-)enriched version of LaTeX.</p>
- </task>
- </tasks>
- </description>
- <deliverable file="interfaces/d4a"/>
- <deliverable file="interfaces/d4b"/>
- <deliverable file="interfaces/d4c"/>
- <deliverable file="interfaces/d4d"/>
- <deliverable file="interfaces/d4e"/>
- <milestones>
- <p>The main milestone is the release of the first MOWGLI
- prototype, at month 18.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="3">
- <name>Metadata</name>
- <begin>Month 6</begin>
- <end>Month 21</end>
- <leader file="dfki/melis"/>
- <person-month participant="bologna" number="3"/>
- <person-month participant="inria" number="3"/>
- <person-month participant="dfki" number="8"/>
- <person-month participant="nijmegen" number="3"/>
- <person-month participant="aei" number="3"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <ul>
- <li>Delineation of the basic intelligence to be considered
- for encapsulation in metadata, in order to meet the needs
- delineated during Requirement Analysis (WP1).</li>
- <li>Definition and Development of a specific Markup Model
- in RDF.</li>
- </ul>
- </objectives>
- <description>
- <p>The precise definition of metadata and their actual
- Markup Model are essential aspects for implementing the
- main functionalities of the library, and especially for
- archiving, searching and retrieving issues. The work will
- be articulated in two main, almost sequential, tasks:</p>
- <tasks>
- <task id="T3.1">
- <name>Use, meaning and classification.</name>
- <p>This task, based on the
- previous documents D1 and D2, is aimed to provide a
- precise definition and classification of all metadata
- required for an effective and efficient management of the
- library.</p>
- </task>
- <task id="T3.2">
- <name>Modelling.</name>
- <p>This is devoted to the definition of a precise
- markup model. To this aim, we plan to use the Resource
- Description Framework of W3C.</p>
- </task>
- </tasks>
- </description>
- <deliverable file="metadata/d3a"/>
- <deliverable file="metadata/d3b"/>
- <milestones>
- <p>The definition of the Metadata model is amain milestone,
- since the architectural design and implementation of the
- consultation engine (Task 4.2) will be essentially based on
- it. Similarly, it is required for Task 2.4 (automatic
- extraction of metadata).</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="0">
- <name>Project Management</name>
- <begin>Month 0</begin>
- <end>Month 30</end>
- <leader file="bologna/asperti"/>
- <person-month participant="bologna" number="8"/>
- <person-month participant="inria" number="0"/>
- <person-month participant="dfki" number="0"/>
- <person-month participant="nijmegen" number="0"/>
- <person-month participant="aei" number="0"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <ul>
- <li>General project management and coordination.</li>
- <li>Knowledge and skills transfer between consortium
- members.</li>
- <li>Relation to the European Commission.</li>
- </ul>
- </objectives>
- <description>
- <p>The Project management will be assured by the following
- relevant roles: a) Project Manager, b) Exploitation manager,
- c) Work-package Leaders d)Technical Contributors, and by
- the following Project Bodies: a)Project Coordination
- Committee (PCC), b) Project Exploitation Board (PEB) and e)
- Work-package Teams.</p>
- <p>The {\bf Project Manager} chairs the PCC. The
- mandate of the PCC is to represent the Project, report to
- the Commission, monitor overall performance of the project,
- ensure accomplishment of the technical objectives, promote
- project visibility, promote dissemination of project results
- in the relevant international forums, promote acceptance of
- project results, administer project resources and monitor
- project spending. The {\bf Exploitation Manager} will be
- responsible for coordinating dissemination and exploitation
- activities undertaken by the Project Exploitation Board
- (PEB) in close cooperation with the Project Coordination
- Committee (PCC).</p>
- <p>Information flow within the Project will be ensured by
- exchange of internal technical papers, notification of
- relevant new publications technologies or standards, and
- reports from external meetings. All technical documentation
- generated by the project will be exchangeable in electronic
- format, according to a set of guidelines to be agreed at
- project start-up. The project Manager will enforce
- adherence to these guidelines. Only strictly formal
- correspondence will be exchanged by ordinary mail and
- telefax. Urgent correspondence over e-email will be sent
- with a request for explicit acknowledgement.</p>
- <p>The Coordinating Partner will be responsible to prepare
- and maintain a Web page of the project and a CVS repository
- (also available via Web).</p>
- </description>
- <deliverable>Cost Statements and Project Reports (month 12, 20,
- 30).</deliverable>
- <deliverable file="project-management/d0a"/>
- <deliverable file="project-management/d0b"/>
- <deliverable file="project-management/d0c"/>
- <deliverable file="project-management/d0d"/>
- <milestones>
- <p>Main milestones are the periodic meetings, at month 6, 12,
- 20, 24, 30.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="1">
- <name>Requirement Analysis</name>
- <begin>Month 0</begin>
- <end>Month 6</end>
- <leader file="nijmegen/geuvers"/>
- <person-month participant="bologna" number="3"/>
- <person-month participant="inria" number="4"/>
- <person-month participant="dfki" number="3"/>
- <person-month participant="nijmegen" number="6"/>
- <person-month participant="aei" number="3"/>
- <person-month participant="trusted-logic" number="1"/>
- <objectives>
- <ul>
- <li>Definition of the application scenarios.</li>
- <li>Precise articulation of all the functionalities required
- by the system, and all possible expected interactions
- with documents.</li>
- <li>Overall requirements of the distribution model of the
- library.</li>
- </ul>
- </objectives>
- <description>
- <p>The work plan is naturally organised in subtasks according
- to the different basic kind of interactions and manipulation
- to be considered, namely:</p>
- <tasks>
- <task id="T1.1">
- <name>Mathematics and the Web.</name>
- <p>State of the art, standards and
- tools.</p>
- </task>
- <task id="T1.2">
- <name>Structured and Formal Mathematics.</name>
- <p>Delineation and
- layering of Semantic Components. Requirements for
- the interaction with tools for the automation of formal
- reasoning.</p>
- </task>
- <task id="T1.3">
- <name>Metadata.</name>
- <p>Classification and data mining for content-based
- mathematical documents, and key architectural guidelines
- for the metadata model.</p>
- </task>
- <task id="T1.4">
- <name>Searching and Retrieving.</name>
- <p>State of the art, use cases and
- application scenarios.</p>
- </task>
- <task id="T1.5">
- <name>Distribution.</name>
- <p>Distributed document repositories and
- peer-to-peer interoperability.</p>
- </task>
- <task id="T1.6">
- <name>Document Authoring.</name>
- <p>State of the art, use cases and
- application scenarios.</p>
- </task>
- </tasks>
- <p>Part of the activity, covering Tasks T1.1-2-6 should be
- concluded within the first three months, with the
- preliminary report D1.a. The main aim of this phase is
- to rapidly reach a good level of inter-operability among the
- different sites, by implementing a suitable politic of
- knowledge and skills transfer between the members of the
- consortium (short visits and/or small thematic workshops,
- according to the case).</p>
- <p>However, some delicate issues, such as Metadata, Searching
- and Retrieving and Distribution (Task T1.3-4-5) will
- eventually require a deeper analysis (deliverables D1.b and
- D1.c).</p>
- <p>WP1 will be eventually closed during the first meeting of
- the Project (month six), when all the reports will be
- discussed and approved.</p>
- </description>
- <deliverable file="requirement-analysis/d1a"/>
- <deliverable file="requirement-analysis/d1b"/>
- <deliverable file="requirement-analysis/d1c"/>
- <milestones>
- <p>The preliminary report D1.a is not a realmilestone:
- it should be considered as a first internal draft summarising
- the main functionalities required by the system and the basic
- intelligence to add to documents, as markup and/or metadata,
- to meet these requirements. All these issues will be
- eventually detailed in D1.b and D1.c, which are real
- Milestones, since the rest of the work will be largely
- driven by them.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="6">
- <name>Testing and Validation</name>
- <begin>Month 12</begin>
- <end>Month 30</end>
- <leader file="nijmegen/geuvers"/>
- <person-month participant="bologna" number="5"/>
- <person-month participant="inria" number="6"/>
- <person-month participant="dfki" number="3"/>
- <person-month participant="nijmegen" number="17"/>
- <person-month participant="aei" number="14"/>
- <person-month participant="trusted-logic" number="9"/>
- <objectives>
- <p>The WP intends to measure the system suitability and
- scalability and the satisfaction level of users with the
- service.</p>
- </objectives>
- <description>
- <p>Large scale testing and validation will start after the
- release of the first MOWGLI prototype, at month 18. We
- shall consider three main validation tests:</p>
- <tasks>
- <task id="T6.1">
- <name>Education.</name>
- <p>Full development of a fragment of the library
- covering a typical undergraduate course in algebra of
- analysis.</p>
- </task>
- <task id="T6.2">
- <name>Certified code.</name>
- <p>The aim is to be able to present the
- formalization and the demonstration of some security
- properties related to the code embedded into a smart card.
- The presentation must be in a format understandable by
- the company in charge of the evaluation of the code and
- in accordance with the Common Criteria standard.</p>
- </task>
- <task id="T6.3">
- <name>Electronic Publishing.</name>
- <p>The aim is to test the LaTeX-based
- authoring tool and to demonstrate how an electronic
- physics journal benefits from the exploitation of
- content markup in journal articles.</p>
- </task>
- </tasks>
- </description>
- <deliverable file="testing-and-validation/d6a"/>
- <deliverable file="testing-and-validation/d6b"/>
- <deliverable file="testing-and-validation/d6c"/>
- <deliverable file="testing-and-validation/d6d"/>
- <milestones>
- <p>We expect a lot of feed-back during this phase, that will
- be taken into account for the definition of the advanced and
- final versions of the MOWGLI prototype.</p>
- </milestones>
-</work-package>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!DOCTYPE work-package SYSTEM "work-package.dtd">
-
-<work-package number="2">
- <name>Transformation</name>
- <begin>Month 0</begin>
- <end>Month 21</end>
- <leader file="bologna/sacerdoti"/>
- <person-month participant="bologna" number="13"/>
- <person-month participant="inria" number="4"/>
- <person-month participant="dfki" number="3"/>
- <person-month participant="nijmegen" number="11"/>
- <person-month participant="aei" number="3"/>
- <person-month participant="trusted-logic" number="0"/>
- <objectives>
- <p>This work package is devoted to the complex issue of
- transforming a low level, content description of mathematics
- (understandable by automatic applications for the
- mechanization of mathematics) into a human-readable
- presentational format. It covers both statements and proofs.
- The transformation will be decomposed in a sequence of
- intermediate steps, for modularity reasons. All
- transformations will be implemented by means of
- XSLT-stylesheets. Stylesheets will be simple, modular, and
- easily composable. All the transformation process should be
- independent from any specific application.</p>
- </objectives>
- <description>
- <p>The work package is articulated in the following tasks:</p>
- <tasks>
- <task id="T2.1">
- <name>XML exportation.</name>
- <p>The task is devoted to the translation
- of the standard library of the COQ Proof assistant into a
- suitable XML dialect, and to the definition of a low-level
- DTD for the terms of the Calculus of Inductive
- Construction (the logical system used by COQ).</p>
- </task>
- <task id="T2.2">
- <name>Stylesheets to intermediate representation.</name>
- <p>Implementation of a bunch of stylesheets transforming the
- low-level logical description of COQ-expressions into a
- ``standard'' intermediate, content-level representation
- such as MathML content.</p>
- </task>
- <task id="T2.3">
- <name>Proof transformation.</name>
- <p>Similar to the previous task, but
- for proofs. The delicate point, here, is the fact that no
- ``standard'' intermediate representation currently exists,
- and thus it has to be defined.</p>
- </task>
- <task id="T2.4">
- <name>Automatic extraction of metadata.</name>
- <p>Relevant metadata such
- as list of identifiers in critical positions inside
- statements can be automatically extracted from the fully
- structured representation of mathematical objects. This
- information can then be exploited for searching and
- retrieving. The precise list of metadata will be defined
- in Work Package 3.</p>
- </task>
- <task id="T2.5">
- <name>Presentational Stylesheets.</name>
- <p>Implementation of a bunch of
- stylesheets transforming the intermediate content
- representation into a suitable rendering format (MathML
- presentation, HTML, etc.)</p>
- </task>
- <task id="T2.6">
- <name>Automatic Proof Generation in Natural Language.</name>
- <p>Similar
- to the previous task but for proofs. In this case, a fully
- automated approach is unlikely to produce really
- satisfactory results, and the process should be possibly
- integrated with some mechanism for interactive annotation
- (see Task 4.3).</p>
- </task>
- </tasks>
- </description>
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- <deliverable file="transformation/d2c"/>
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- <deliverable file="transformation/d2e"/>
- <deliverable file="transformation/d2f"/>
- <deliverable file="transformation/d2g"/>
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- <p>The exportation module D2.a. is our first
- milestone: without a large amount of available documents it
- would be impossible to test the transformations. Similarly,
- without a precise definition of the intermediate language,
- and a large sample of documents in this format (D2c-d) we
- cannot start to seriously address the presentational issue.
- Note that the intermediate language is the real core of the
- whole project.</p>
- <p>The development of presentational stylesheets also depends
- in an essential way on the development of rendering/browsing
- engines for the chosen presentational language (in
- particular, for MathML).</p>
- <p>For the end of month 18, we expect to have a first working
- prototype of the whole application.</p>
- </milestones>
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- <dd>
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- </dd>
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-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>
- <xsl:text>Summary of </xsl:text>
- <xsl:value-of select="minutes/about"/>
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-
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- <xsl:text>): </xsl:text>
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- </dt>
- <dd>
- <xsl:copy-of select="description/*|description/text()"/>
- </dd>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>News Archive</title>
- </head>
- <body>
- <h1>News Archive</h1>
- <dl>
- <xsl:apply-templates/>
- </dl>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="event">
- <xsl:param name="small" select="false()"/>
- <dt>
- <b>
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- <div class="small">
- <xsl:call-template name="person-name">
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- </div>
- </a>
- </em>
- </div>
- </xsl:if>
- </dd>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="people">
- <html>
- <head>
- <title>People Directory</title>
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- <body>
- <h1>People</h1>
-
- <table border="0" width="100%">
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-
- <h3><a name="#site">By Site</a></h3>
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-
- </td>
- <td valign="top">
-
- <h3><a name="#alpha">Alphabetical</a></h3>
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- <xsl:sort select="@file"/>
- </xsl:apply-templates>
-
- </td>
- </tr>
- </table>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="person">
- <xsl:variable name="person" select="document(concat('../xml/people/',../@site,'/',@file,'.xml'))/person"/>
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- <xsl:call-template name="person-name">
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-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>
- <xsl:call-template name="qualified-name">
- <xsl:with-param name="qualification"
- select="person/qualification"/>
- <xsl:with-param name="name"
- select="person/name"/>
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- select="person/surname"/>
- </xsl:call-template>
- </title>
- </head>
- <body>
- <xsl:apply-templates/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template name="qualified-name">
- <xsl:param name="qualification" select="/.."/>
- <xsl:param name="name"/>
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- </xsl:if>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>The Project</title>
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- <body>
- <xsl:apply-templates/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="project">
- <h1>
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- <br/>
- <p><xsl:text>More about the Proposal:</xsl:text></p>
- <xsl:copy-of select="proposal/*"/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title><xsl:value-of select="publication/title"/></title>
- </head>
- <body>
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- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="publication">
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- <h2>
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- </h2>
- <p><xsl:value-of select="where"/></p>
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- <p>Download: <a href="{html/@file}.html">[HTML]</a></p>
- </xsl:if>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="publications">
- <html>
- <head>
- <title>List of Publications</title>
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- <body>
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- <a name="related"/>
- <xsl:apply-templates select="related"/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="project">
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-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0"?>
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- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
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-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title><xsl:value-of select="site/name"/></title>
- </head>
- <body>
- <xsl:apply-templates/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="site|subsite">
- <xsl:choose>
- <xsl:when test="subsite">
- <p>This is an aggregate site, whose members are:</p>
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-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>
- <xsl:text>Work Package </xsl:text>
- <xsl:value-of select="work-package/@number"/>
- <xsl:text>: </xsl:text>
- <xsl:value-of select="work-package/name"/>
- </title>
- </head>
- <body>
- <xsl:apply-templates/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="work-package">
- <h1>
- <xsl:text>Work Package </xsl:text>
- <xsl:value-of select="number"/>
- <xsl:text>: </xsl:text>
- <xsl:value-of select="name"/>
- </h1>
- <h2>
- Begin: <xsl:value-of select="begin"/>    
- End: <xsl:value-of select="end"/>
- </h2>
- <h2>
- <xsl:text>Work Package Leader: </xsl:text>
- <a href="../people/{leader/@file}.html">
- <xsl:call-template name="person-name">
- <xsl:with-param name="file" select="leader/@file"/>
- </xsl:call-template>
- </a>
- </h2>
- <h2>Contribution of Each Site (in Man Monthes):</h2>
- <span style="margin-left: 1cm">
- <table>
- <tr>
- <xsl:for-each select="person-month">
- <td>
- <a href="../sites/{@participant}.html">
- <xsl:value-of select="@participant"/>
- </a>
- </td>
- </xsl:for-each>
- </tr>
- <tr>
- <xsl:for-each select="person-month">
- <td align="center"><xsl:value-of select="@number"/></td>
- </xsl:for-each>
- </tr>
- </table>
- </span>
- <h2>Objectives:</h2>
- <xsl:copy-of select="objectives/*"/>
- <h2>Description:</h2>
- <xsl:apply-templates select="description/*"/>
- <h2>Deliverables:</h2>
- <ul>
- <xsl:for-each select="deliverable">
- <li>
- <xsl:choose>
- <xsl:when test="@file">
- <a href="../deliverables/{@file}.html">
- <xsl:variable name="deliverable"
- select="document(concat('../xml/deliverables/',@file,'.xml'))/deliverable"/>
- <xsl:value-of select="$deliverable/@id"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="$deliverable/name"/>
- </a>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </li>
- </xsl:for-each>
- </ul>
- <h2>Milestones and Expected Results:</h2>
- <xsl:copy-of select="milestones/*"/>
-</xsl:template>
-
-<xsl:template match="tasks">
- <dl>
- <xsl:apply-templates/>
- </dl>
-</xsl:template>
-
-<xsl:template match="task">
- <dt>
- <a name="{@id}"/>
- <xsl:value-of select="@id"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="name"/>
- </dt>
- <dd>
- <xsl:copy-of select="*"/>
- </dd>
-</xsl:template>
-
-<xsl:template name="p|ul|dl">
- <xsl:copy-of select="."/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>Work Packages</title>
- </head>
- <body>
- <xsl:apply-templates/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="work-packages">
- <h1>Work Packages</h1>
- <table border="1">
- <thead>
- <tr>
- <td>Work Package:</td>
- <td>Tasks:</td>
- <td>Deliverables:</td>
- </tr>
- </thead>
- <tbody>
- <xsl:apply-templates select="work-package"/>
- </tbody>
- </table>
- <xsl:copy-of select="description/*"/>
-</xsl:template>
-
-<xsl:template match="work-package">
- <xsl:variable name="work-package"
- select="document(concat('../xml/work-packages/',@file,'.xml'))/work-package"/>
- <tr>
- <td valign="top">
- <xsl:value-of select="$work-package/@number"/>.
- <a href="{@file}.html">
- <xsl:value-of select="$work-package/name"/>
- </a>
- </td>
- <td valign="top">
- <xsl:choose>
- <xsl:when test="$work-package/description/tasks">
- <xsl:apply-templates select="$work-package/description/tasks">
- <xsl:with-param name="url" select="concat(@file,'.html')"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise> </xsl:otherwise>
- </xsl:choose>
- </td>
- <td valign="top">
- <xsl:if test="$work-package/deliverable">
- <ul>
- <xsl:for-each select="$work-package/deliverable[@file]">
- <xsl:apply-templates select="document(concat('../xml/deliverables/',@file,'.xml'))/deliverable">
- <xsl:with-param name="url" select="concat('../deliverables/',@file,'.html')"/>
- </xsl:apply-templates>
- </xsl:for-each>
- </ul>
- </xsl:if>
- </td>
- </tr>
-</xsl:template>
-
-<xsl:template match="tasks">
- <xsl:param name="url"/>
- <ul>
- <xsl:apply-templates>
- <xsl:with-param name="url" select="$url"/>
- </xsl:apply-templates>
- </ul>
-</xsl:template>
-
-<xsl:template match="deliverable">
- <xsl:param name="url"/>
- <li>
- <a href="{$url}">
- <xsl:value-of select="@id"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="name"/>
- </a>
- </li>
-</xsl:template>
-
-<xsl:template match="task">
- <xsl:param name="url"/>
- <li>
- <a href="{$url}#{@id}">
- <xsl:value-of select="@id"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="name"/>
- </a>
- </li>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:mowgli="http://mowgli.cs.unibo.it/website">
-
-<xsl:import href="common.xsl"/>
-
-<xsl:output method="html"/>
-
-<xsl:param name="path_to_top" select="'.'"/>
-<xsl:param name="current-date"/>
-<xsl:param name="make_header" select="true()"/>
-<xsl:param name="make_footer" select="true()"/>
-<xsl:param name="use_frames" select="'yes'"/>
-
-<!--CSC: The following mess is due to a bug of xsltproc w.r.t. patterns
- precedence: the less general pattern is sometimes applied ;-( -->
-<xsl:template match="html">
- <xsl:call-template name="html"/>
-</xsl:template>
-
-<xsl:template name="html">
- <html>
- <head>
- <title><xsl:value-of select="head/title"/></title>
- <link rel="stylesheet" href="{$path_to_top}/../style/mowgli.css" type="text/css"/>
- </head>
- <body>
- <xsl:variable name="body">
- <xsl:if test="$make_header">
- <xsl:call-template name="head">
- <xsl:with-param name="path_to_top" select="$path_to_top"/>
- </xsl:call-template>
- </xsl:if>
- <xsl:apply-templates select="*[2]/node()"/>
- <xsl:if test="$make_footer">
- <xsl:call-template name="foot">
- <xsl:with-param name="path_to_top" select="$path_to_top"/>
- </xsl:call-template>
- </xsl:if>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$use_frames = 'yes'">
- <xsl:copy-of select="$body"/>
- </xsl:when>
- <xsl:otherwise>
- <table>
- <tr>
- <td nowrap="true" valign="top">
- <xsl:apply-templates mode="menu" select="document('../xml/menu.xml')/*/*[2]/*"/>
- </td>
- <td width="5%"> </td>
- <td valign="top">
- <xsl:copy-of select="$body"/>
- </td>
- </tr>
- </table>
- </xsl:otherwise>
- </xsl:choose>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="*|text()|@*">
- <xsl:choose>
- <xsl:when test="name(.) = 'html'">
- <xsl:call-template name="html"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:copy>
- <xsl:apply-templates select="*|text()|@*"/>
- </xsl:copy>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="mowgli:latest-news">
- <xsl:copy-of select="document('../html/latest-news.xml')/*/*"/>
-</xsl:template>
-
-<xsl:template match="mowgli:approaching-deadlines">
- <xsl:copy-of select="document('../html/approaching-deadlines.xml')/*/*"/>
-</xsl:template>
-
-<xsl:template match="mowgli:date">
- <xsl:copy-of select="$current-date"/>
-</xsl:template>
-
-<xsl:template match="mowgli:change-frame-settings">
- <br/>
- <p>
- <xsl:choose>
- <xsl:when test="$use_frames = 'yes'">
- [<a href="../html_no_frames" target="_top">No frames</a>]
- </xsl:when>
- <xsl:otherwise>
- [<a href="{$path_to_top}/../html_yes_frames" target="_top">Frames</a>]
- </xsl:otherwise>
- </xsl:choose>
- </p>
-</xsl:template>
-
-<xsl:template name="a_menu">
- <xsl:copy>
- <xsl:choose>
- <xsl:when test="starts-with(@href,'/') or
- starts-with(@href,'http://') or
- starts-with(@href,'mailto:')">
- <xsl:copy-of select="@href"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:attribute name="href">
- <xsl:value-of select="$path_to_top"/>
- <xsl:text>/</xsl:text>
- <xsl:value-of select="@href"/>
- </xsl:attribute>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:value-of select="text()"/>
- </xsl:copy>
-</xsl:template>
-
-<xsl:template mode="menu" match="*|text()|@*">
- <xsl:choose>
- <xsl:when test="name(.) = 'a'">
- <xsl:call-template name="a_menu"/>
- </xsl:when>
- <xsl:when test="name(.) = 'mowgli:change-frame-settings'">
- <xsl:apply-templates select="."/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:copy>
- <xsl:apply-templates mode="menu" select="*|text()|@*"/>
- </xsl:copy>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML">
-
-
-<xsl:template match="term">
- <xsl:choose>
-
- <xsl:when test="@opid="le"">
- <m:apply>
- <m:leq definitionURL="{@uri}"/>
- <xsl:apply-templates select="*"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="exists"">
- <m:apply>
- <m:exists definitionURL="{@uri}"/>
- <m:bvar>
- <m:ci>
- <xsl:value-of select="binder[1]/@var"/>
- </m:ci>
- </m:bvar>
- <m:condition>
- <xsl:apply-templates select="*[1]"/>
- </m:condition>
- <xsl:apply-templates select="*[3]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="all"">
- <m:apply>
- <m:csymbol definitionURL="{@uri}">forall</m:csymbol>
- <m:bvar>
- <m:ci>
- <xsl:value-of select="binder[1]/@var"/>
- </m:ci>
- <m:type>
- <xsl:apply-templates select="*[1]"/>
- </m:type>
- </m:bvar>
- <xsl:apply-templates select="*[3]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="and"">
- <m:apply>
- <m:and definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="or"">
- <m:apply>
- <m:or definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="member"">
- <m:apply>
- <m:in definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="implies"">
- <m:apply>
- <m:implies definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="not"">
- <m:apply>
- <m:not definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="nat"">
- <m:naturalnumbers definitionURL="{@uri}"/>
- </xsl:when>
-
- <xsl:when test="string(@opid)="so_lambda"">
- <m:apply>
- <m:csymbol definitionURL="{@uri}">so_lambda</m:csymbol>
- <xsl:choose>
- <xsl:when test="*[1]=so_variable">
- <m:apply>
- <m:ci>so_variable</m:ci>
- <m:ci>
- <xsl:value-of select="so_variable/@var"/>
- </m:ci>
- </m:apply>
- <!--<xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[3]"/>-->
- <xsl:apply-templates/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="so_apply"">
- <m:apply>
- <m:csymbol definitionURL="{@uri}">so_apply</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="gcd_p"">
- <m:apply>
- <m:ci definitionURL="{@uri}">gcd_p</m:ci>
- <xsl:apply-templates/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="decidable"">
- <m:apply>
- <m:ci definitionURL="{@uri}">decidable</m:ci>
- <xsl:apply-templates/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="int_seg"">
- <m:interval definitionURL="{@uri}">
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:interval>
- </xsl:when>
- <xsl:when test="string(@opid)="ge"">
- <m:apply>
- <m:geq definitionURL="{@uri}"/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
-
- <xsl:when test="string(@opid)="false"">
- <m:false definitionURL="{@uri}"/>
- </xsl:when>
-
- <xsl:when test="string(@opid)="true"">
- <m:true definitionURL="{@uri}"/>
- </xsl:when>
-
- <!-- ALTRE ASTRAZIONI -->
- <xsl:otherwise>
- <m:apply>
- <m:csymbol>app</m:csymbol>
- <m:ci definitionURL="{@uri}">
- <xsl:value-of select="@opid"/>
- </m:ci>
- <xsl:apply-templates/>
- </m:apply>
- </xsl:otherwise>
-
- </xsl:choose>
-
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--***********************************************************************-->
-<!-- XSLT version 0.1 of annotated MathML content to MathML presentation: -->
-<!-- First draft: March 29 2000, Claudio Sacerdoti Coen, Irene Schena -->
-<!--***********************************************************************-->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:helm="http://www.cs.unibo.it/helm">
-
-<xsl:import href="nuprl_mmlextension.xsl"/>
-
-<!-- ANNOTATION -->
-
-<xsl:template match="annotation">
- <xsl:choose>
- <xsl:when test=". = /">
- <m:math><m:mrow helm:xref="{@helm:xref}">
- <xsl:apply-templates/>
- </m:mrow>
- </m:math>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow helm:xref="{@helm:xref}"><xsl:apply-templates/></m:mrow>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="text()">
- <xsl:variable name="text" select="normalize-space(.)"/>
- <xsl:if test="$text != ''">
- <m:mtext><xsl:value-of select="$text"/></m:mtext>
- </xsl:if>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML">
-
-<!--***********************************************************************-->
-<!-- From MathML content to HTML -->
-<!-- HELM Group: Asperti, Padovani, Sacerdoti, Schena, Guidi -->
-<!--***********************************************************************-->
-
-<xsl:param name="CICURI" select="''"/>
-<xsl:param name="type" select="'standalone'"/>
-<xsl:param name="UNICODEvsSYMBOL" select="'symbol'"/>
-<xsl:param name="explode_tactics" select="false()"/>
-
-<xsl:include href="nuprl_html_arith.xsl"/>
-<xsl:include href="nuprl_html_basic.xsl"/>
-
-<xsl:variable name="showcast" select="0"/>
-
-<!--***********************************************************************-->
-<!-- HTML Head and Body -->
-<!--***********************************************************************-->
-
-<!-- <xsl:output method="html" encoding="iso-8859-1"/> -->
-
-<!-- document needs method="xml" and searches locally for the dtd if -->
-<!-- doctype-system is specified (the dtd must exist locally for parsing). -->
-<!-- For having output html must be media-type="html" and for having the -->
-<!-- correct <br /> you must specify at least the remote dtd by means of -->
-<!-- doctype-public -->
-
-<!-- Commentd out by Zack, a try-fix for NuPRL stylesheets with OCaml UWOBO -->
-<!--
-<xsl:output
- method="xml"
- encoding="iso-8859-1"
- media-type="text/html"
- doctype-public="-//W3C//DTD XHTML 1.0 Transitional//EN" />
--->
-<xsl:output
- method="html"
- encoding="iso-8859-1"
- media-type="text/html"
- doctype-public="-//W3C//DTD XHTML 1.0 Transitional//EN" />
-
-<xsl:variable name="framewidth" select="55"/>
-
-<!--forall-->
- <xsl:variable name="forall">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">"</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">∀</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--lambda-->
- <xsl:variable name="lambda">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">l</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">λ</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--prod-->
- <xsl:variable name="prod">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">Õ</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">Π</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--arrow-->
- <xsl:variable name="arrow">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">®</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">→</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--RightArrow-->
- <xsl:variable name="RightArrow">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">Þ</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">⇒</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--product-->
- <xsl:variable name="product">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">S</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">Σ</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--member-->
- <xsl:variable name="member">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">Î</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">∈</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--member-->
- <xsl:variable name="intersection">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">Ç</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">∩</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--integers-->
- <xsl:variable name="integers">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">I</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">Ι</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--naturalnumbers-->
- <xsl:variable name="naturalnumbers">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">N</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">Ν</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--implies-->
- <xsl:variable name="implies">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">î</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">⇒</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-<!--exists-->
- <xsl:variable name="NUPRLexists">
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">$</xsl:when>
- <xsl:when test="$UNICODEvsSYMBOL = 'unicode'">∃</xsl:when>
- <xsl:otherwise>???</xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
-
-
-
-<xsl:template name="mksymbol">
- <xsl:param name="symbol" select="'???'"/>
- <xsl:param name="color" select="'blue'"/>
- <xsl:param name="size" select="''"/>
-
- <xsl:choose>
- <xsl:when test="$UNICODEvsSYMBOL = 'symbol'">
- <FONT FACE="symbol" SIZE="{$size}" COLOR="{$color}">
- <xsl:value-of select="$symbol"/>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <FONT COLOR="{$color}">
- <xsl:value-of select="$symbol"/>
- </FONT>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="/">
- <xsl:param name="current_indent" select="0"/>
- <xsl:choose>
- <xsl:when test="$type = 'standalone'">
- <html>
- <head>
- <title> <xsl:value-of select="$CICURI"/> </title> <!-- FG -->
- <style> A { text-decoration: none } </style>
- <script>
- <xsl:text disable-output-escaping="yes">
- <![CDATA[
- function Hide(which){
- if (!document.getElementById)
- return
- which.style.display="none"
- }
-
- function Show(which){
- if (!document.getElementById)
- return
- which.style.display=""
- }
-
- document.to_be_deleted = new Array();
- ]]>
- </xsl:text>
- </script>
- </head>
- <body bgcolor="white">
- <xsl:attribute name="onLoad">
- if(document.getElementById)
- for(var i=0;i<document.to_be_deleted.length;i++)
- Hide(document.getElementById(document.to_be_deleted[i]));
- </xsl:attribute>
- <xsl:apply-templates>
- <xsl:with-param name="current_indent" select="0"/>
- </xsl:apply-templates>
- </body>
- </html>
- </xsl:when>
- <xsl:otherwise>
- <to_be_embedded>
- <xsl:apply-templates>
- <xsl:with-param name="current_indent" select="0"/>
- </xsl:apply-templates>
- </to_be_embedded>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<!--***********************************************************************-->
-<!-- Indentation -->
-<!--***********************************************************************-->
-
-<xsl:template name="make_indent">
- <xsl:param name="current_indent" select="0"/>
- <xsl:if test="$current_indent > 0">
- <xsl:text> </xsl:text>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent - 1"/>
- </xsl:call-template>
- </xsl:if>
-</xsl:template>
-
-<!-- Syntactic Sugar -->
-<xsl:template match="m:type">
-<xsl:param name="current_indent" select="0"/>
-<xsl:apply-templates>
- <xsl:with-param name="current_indent"
- select="$current_indent"/>
-</xsl:apply-templates>
-</xsl:template>
-
-<xsl:template match="m:condition">
-<xsl:param name="current_indent" select="0"/>
-<xsl:apply-templates>
- <xsl:with-param name="current_indent"
- select="$current_indent"/>
-</xsl:apply-templates>
-</xsl:template>
-
-<xsl:template match="m:math">
-<xsl:param name="current_indent" select="0"/>
-<xsl:apply-templates>
- <xsl:with-param name="current_indent"
- select="$current_indent"/>
-</xsl:apply-templates>
-</xsl:template>
-
-
-
-<!--*********************************************************************-->
-<!-- INLINE MODE -->
-<!--*********************************************************************-->
-
-<!-- href -->
-<xsl:template mode="inline" match="m:ci">
- <xsl:choose>
- <xsl:when test="boolean(@definitionURL)">
- <a href="{@definitionURL}">
- <xsl:apply-templates/>
- </a>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<!-- CSYMBOL -->
-
-<xsl:template match="m:apply[m:csymbol]" mode="inline">
- <xsl:param name="current_indent" select="0"/>
- <xsl:variable name="name">
- <xsl:value-of select="m:csymbol"/>
- </xsl:variable>
- <xsl:variable name="uri"><xsl:value-of select="*[1]/@definitionURL"/></xsl:variable>
- <xsl:choose>
-
- <!-- FUNCTION-DIP (PROD) -->
- <xsl:when test="$name='prod'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$prod"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:if test="m:bvar/m:ci=""">
- <xsl:text>""</xsl:text>
- </xsl:if>
- <xsl:text>:</xsl:text>
- <!--<xsl:if test="m:bvar/m:type/*[*]">
- <xsl:text>( </xsl:text>
- </xsl:if>-->
- <xsl:apply-templates select="m:bvar/m:type"/>
- <!--<xsl:if test="m:bvar/m:type/*[*]">
- <xsl:text>) </xsl:text>
- </xsl:if>-->
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]"/>
- </xsl:when>
-
- <!-- ARROW --> <!-- FUNCTION (IND) -->
- <xsl:when test="$name='arrow'">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$arrow"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[position()=3]"/>
- <xsl:text>)</xsl:text>
- </xsl:when>
-
-
- <!-- FORALL -->
- <xsl:when test="$name='forall'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$forall"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text>:</xsl:text>
- <!--<xsl:if test="count(m:bvar/m:type/m:apply/*) > 1">
- <xsl:text>(</xsl:text>
- </xsl:if>-->
- <xsl:apply-templates select="m:bvar/m:type"/>
- <!--<xsl:if test="count(m:bvar/m:type/m:apply/*) > 1">
- <xsl:text>)</xsl:text>
- </xsl:if>-->
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]"/>
- </xsl:when>
-
-
- <!-- PRODUCT -->
- <xsl:when test="$name='product'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$product"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates mode="inline" select="m:bvar/m:type"/>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]"/>
- </xsl:when>
-
- <!-- PROD_IND -->
- <xsl:when test="$name='product_ind'">
- <FONT color="blue">
- <xsl:text>( </xsl:text>
- </FONT>
- <xsl:apply-templates mode="inline" select="m:type"/>
- <FONT color="blue" size="+2">
- <xsl:text>x</xsl:text>
- </FONT>
- <xsl:apply-templates mode="inline" select="*[position()=3]"/>
- <FONT color="blue">
- <xsl:text> )</xsl:text>
- </FONT>
-
- </xsl:when>
-
- <!-- PAIR -->
- <xsl:when test="$name='pair'">
- <FONT color="blue" size="+1">
- <xsl:text><</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]"/>
- <xsl:text>, </xsl:text>
- <xsl:apply-templates select="*[3]"/>
- <FONT color="blue" size="+1">
- <xsl:text>></xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- UNION -->
- <xsl:when test="$name='union'">
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue" size="+2">
- <xsl:text>+</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
-
- <!-- INL -->
- <xsl:when test="$name='inl'">
- <FONT color="blue">
- <xsl:text>inl (</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- INR -->
- <xsl:when test="$name='inr'">
- <FONT color="blue" size="+1">
- <xsl:text>inr (</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue" size="+1">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- EQUAL -->
- <xsl:when test="$name='equal'">
- <xsl:apply-templates select="*[position()=3]"/>
- <FONT color="blue" size="+1">
- <xsl:text> = </xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=4]"/>
- <xsl:text> </xsl:text>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$member"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
-
- <!-- CONS -->
- <xsl:when test="$name='cons'">
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text>::</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
-
- <!-- REC -->
-
- <xsl:when test="$name='rec'">
- <FONT color="blue">
- <xsl:text>rectype</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text>=</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
-
-
- <!-- SET -->
-
- <xsl:when test="$name='t_set'">
- <FONT color="blue">
- <xsl:text>{</xsl:text>
- </FONT>
- <xsl:choose>
- <xsl:when test="m:bvar/m:ci">
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:otherwise>
- </xsl:choose>
- <FONT color="blue">
- <xsl:text>|</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]"/>
- <FONT color="blue">
- <xsl:text>}</xsl:text>
- </FONT>
-
- </xsl:when>
-
- <!-- ISECT -->
-
- <xsl:when test="$name='isect'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$intersection"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="m:bvar/m:type"/>
- <FONT color="blue">
- <xsl:text>.</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
-
- <!-- QUOTIENT -->
-
- <xsl:when test="$name='quotient'">
- <xsl:apply-templates select="m:bvar[1]"/>
- <xsl:text>,</xsl:text>
- <xsl:apply-templates select="m:bvar[2]"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text>//</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[5]"/>
- </xsl:when>
-
- <!-- SO_LAMBDA -->
- <xsl:when test="$name='so_lambda'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$lambda"/>
- <xsl:with-param name="color" select="'red'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:apply[1]/*[2]"/>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
-
-
- <!-- SO_APPLY -->
-
- <xsl:when test="$name='so_apply'">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[position()=2]"/>
- <xsl:for-each select="*[position()>2]">
- <xsl:text> </xsl:text>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <!-- APP -->
- <xsl:when test="$name='app'">
- <!-- NuPRL rendering -->
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <xsl:if test="count(*) > 2">
- <xsl:text>(</xsl:text>
- <xsl:for-each select="*[position() > 2]">
- <xsl:apply-templates select="." mode="inline"/>
- <xsl:if test="not(position() = last())">
- <xsl:text>,</xsl:text>
- </xsl:if>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- </xsl:if>
- <!-- CIC rendering
- <xsl:text>(</xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <xsl:for-each select="*[position()>2]">
- <xsl:text> </xsl:text>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- -->
- </xsl:when>
- <!-- CAST -->
- <xsl:when test="$name='cast'">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <xsl:text>:></xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=3]"/>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:when test="$name='Prop'">
- <FONT color="violet">Prop</FONT>
- </xsl:when>
- <xsl:when test="$name='Set'">
- <FONT color="violet">Set</FONT>
- </xsl:when>
- <xsl:when test="$name='Type'">
- <FONT color="violet">Type</FONT>
- </xsl:when>
-
- <!-- MUTCASE -->
- <xsl:when test="$name='mutcase'">
- <xsl:text><</xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <xsl:text>> </xsl:text>
- <FONT color="red">CASE </FONT>
- <xsl:apply-templates mode="inline" select="*[position()=3]"/>
- <FONT color="red"> OF </FONT>
-<xsl:for-each select="m:piecewise/m:piece">
-<!--<xsl:for-each select="*[position() mod 2 = 0 and position()>3]">-->
- <xsl:choose>
- <xsl:when test="not(position() = 1)">
- <xsl:text> | </xsl:text>
- </xsl:when>
- </xsl:choose>
-<xsl:apply-templates mode="inline" select="./*[2]"/>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$RightArrow"/>
- <xsl:with-param name="color" select="'green'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates mode="inline"
- select="./*[1]"/>
- </xsl:for-each>
- </xsl:when>
-
- <!-- FIX -->
- <xsl:when test="$name='fix'">
- <FONT color="red">FIX</FONT>
- <xsl:value-of select="m:ci"/>
- <xsl:text>{</xsl:text>
- <xsl:for-each select="m:bvar">
- <xsl:value-of select="m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates mode="inline" select="m:type"/>
- <xsl:text>:=</xsl:text>
- <xsl:apply-templates mode="inline"
- select="following-sibling::*[position() = 1]"/>
- <xsl:choose>
- <xsl:when test="position()=last()">
- <xsl:text>}</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>;</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:for-each>
- </xsl:when>
-
- <!-- COFIX -->
- <xsl:when test="$name='cofix'">
- <xsl:text>COFIX</xsl:text>
- <xsl:value-of select="m:ci"/>
- <xsl:text>{</xsl:text>
- <xsl:for-each select="m:bvar">
- <xsl:value-of select="m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates mode="inline" select="m:type"/>
- <xsl:text>:=</xsl:text>
- <xsl:apply-templates mode="inline"
- select="following-sibling::*[position() = 1]"/>
- <xsl:choose>
- <xsl:when test="position()=last()">
- <xsl:text>}</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>;</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:for-each>
- </xsl:when>
-
- <!-- proof -->
- <xsl:when test="$name='proof' or $name='side_proof'">
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
- <FONT color="red"> proves </FONT>
- <xsl:apply-templates mode="inline" select="*[position()=3]"/>
- </xsl:when>
- <xsl:when test="$name='letin1'">
- <xsl:text>letin1 (inline error)</xsl:text>
- </xsl:when>
- <!-- false_ind -->
- <xsl:when test="$name='false_ind'">
- <xsl:apply-templates mode="inline" select="*[3]"/>
- <FONT color="red">Contradiction.</FONT>
- </xsl:when>
- <!-- and_ind -->
- <xsl:when test="$name='and_ind'">
- <FONT color="red">From </FONT>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="red"> we get</FONT>
- (
- <xsl:apply-templates select="*[3]"/>
- ) 
- <xsl:apply-templates mode="inline" select="*[4]"/>
- <FONT color="red"> and </FONT>
- (
- <xsl:apply-templates select="*[5]"/>
- ) 
- <xsl:apply-templates mode="inline" select="*[6]"/>
- ;
- <FONT color="red"> hence </FONT>
- <xsl:apply-templates mode="inline" select="*[7]"/>
- </xsl:when>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:lambda">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$lambda"/>
- <xsl:with-param name="color" select="'red'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
-
- <!-- IN NuPrl non e' specificato il tipo -->
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:if test="m:bvar[m:mtype]">
- <xsl:text>:</xsl:text>
- <xsl:apply-templates mode="inline" select="m:bvar/m:type"/>
- </xsl:if>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates mode="inline" select="*[position()=2]"/>
-</xsl:template>
-
-<!--*********************************************************************-->
-<!-- NORMAL MODE -->
-<!--*********************************************************************-->
-
-<xsl:template match="m:apply[m:csymbol]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="name">
- <xsl:value-of select="m:csymbol"/>
- </xsl:variable>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="m:csymbol" mode="charcount"/>
- </xsl:variable>
- <xsl:variable name="uri">
- <xsl:value-of select="*[1]/@definitionURL"/>
- </xsl:variable>
-
-
- <xsl:choose>
-
- <!-- FUNCTION-DIP (PROD) -->
- <xsl:when test="$name='prod'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$prod"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:if test="m:bvar/m:ci=""">
- <xsl:text>""</xsl:text>
- </xsl:if>
- <xsl:text>:</xsl:text>
- <!--<xsl:if test="m:bvar/m:type/*[*]">
- <xsl:text>( </xsl:text>
- </xsl:if>-->
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + 2*string-length(m:bvar/m:ci)"/>
- </xsl:apply-templates>
- <!--<xsl:if test="m:bvar/m:type/*[*]">
- <xsl:text>) </xsl:text>
- </xsl:if>-->
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- ARROW --> <!-- FUNCTION IND -->
- <xsl:when test="$name='arrow'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text>arrow</xsl:text>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <!-- -> -->
- <xsl:text> </xsl:text>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$arrow"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:when>
-
- <!-- TYPE_OF -->
- <xsl:when test="$name='type_of'">
- <xsl:value-of select="*[2]"/>
- <xsl:text>:</xsl:text>
- <xsl:if test="count(*[3]/*) > 1">
- <xsl:text>(</xsl:text>
- </xsl:if>
- <xsl:apply-templates select="*[3]"/>
- <xsl:if test="count(*[3]/*) > 1">
- <xsl:text>)</xsl:text>
- </xsl:if>
- </xsl:when>
-
- <!-- AXIOM -->
- <xsl:when test="$name='Ax'">
- <FONT color="blue">
- <xsl:text>Ax</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- VOID -->
- <xsl:when test="$name='void'">
- <FONT color="blue">
- <xsl:text>Void</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- ATOM -->
- <xsl:when test="$name='atom'">
- <FONT color="blue">
- <xsl:text>Atom</xsl:text>
- </FONT>
- </xsl:when>
-
-
-
- <!-- FORALL -->
- <xsl:when test="$name='forall'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <!-- Π -->
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$forall"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + 2*string-length(m:bvar/m:ci)"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- PRODUCT -->
- <xsl:when test="$name='product'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$product"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + 2*string-length(m:bvar/m:ci)"/>
- </xsl:apply-templates><br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- PROD_IND -->
- <xsl:when test="$name='product_ind'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue">
- <xsl:text>( </xsl:text>
- </FONT>
- <xsl:apply-templates select="m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + 2*string-length(m:bvar/m:ci)"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue" size="+1">
- <xsl:text> x </xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <FONT color="blue">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- PAIR -->
- <xsl:when test="$name='pair'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue" size="+1">
- <xsl:text><</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>, </xsl:text>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <FONT color="blue" size="+1">
- <xsl:text>></xsl:text>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- UNION -->
- <xsl:when test="$name='union'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue" size="+1">
- <xsl:text>+</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- INL -->
- <xsl:when test="$name='inl'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue">
- <xsl:text>inl (</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <FONT color="blue">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- INR -->
- <xsl:when test="$name='inr'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue" size="+1">
- <xsl:text>inr (</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <FONT color="blue" size="+1">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- PROP -->
- <xsl:when test="$name='prop'">
- <FONT color="blue">
- <xsl:text>P</xsl:text>
- </FONT>
- <FONT color="blue" size="-2">
- <xsl:apply-templates select="m:cn">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </FONT>
- </xsl:when>
-
- <!-- UNIVERSE -->
- <xsl:when test="$name='universe'">
- <FONT color="blue" size="+1">
- <xsl:text>U</xsl:text>
- </FONT>
- <FONT color="blue" size="2">
- <xsl:apply-templates select="m:cn"/>
- </FONT>
- </xsl:when>
-
- <!-- EQUAL -->
- <xsl:when test="$name='equal'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="blue" size="+1">
- <xsl:text>= </xsl:text>
- </FONT>
- <xsl:apply-templates select="*[position()=4]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <!-- member -->
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$member"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- TOKEN -->
-
- <xsl:when test="$name='token'">
- <FONT color="blue">
- <xsl:text>"</xsl:text>
- </FONT>
- <xsl:apply-templates select="m:ci"/>
- <FONT color="blue">
- <xsl:text>"</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- NIL -->
-
- <xsl:when test="$name='nil'">
- <FONT color="blue">
- <xsl:text>[]</xsl:text>
- </FONT>
- </xsl:when>
-
- <!-- CONS -->
- <xsl:when test="$name='cons'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue">
- <xsl:text>::</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
-
-
- <!-- REC -->
-
- <xsl:when test="$name='rec'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue">
- <xsl:text>rectype</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue">
- <xsl:text>=</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- SET -->
-
- <xsl:when test="$name='t_set'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue">
- <xsl:text>{</xsl:text>
- </FONT>
- <xsl:choose>
- <xsl:when test="m:bvar/m:ci">
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- </xsl:otherwise>
- </xsl:choose>
- <FONT color="blue">
- <xsl:text>|</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
-
- <FONT color="blue">
- <xsl:text>}</xsl:text>
- </FONT>
-
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- ISECT -->
-
- <xsl:when test="$name='isect'">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$intersection"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue">
- <xsl:text>.</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
-
- </xsl:when>
-
- <!-- QUOTIENT -->
-
- <xsl:when test="$name='quotient'">
- <xsl:apply-templates select="m:bvar[1]"/>
- <xsl:text>,</xsl:text>
- <xsl:apply-templates select="m:bvar[2]"/>
- <FONT color="blue">
- <xsl:text>:</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <FONT color="blue">
- <xsl:text>//</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[5]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
-
- </xsl:when>
-
- <!-- IF_THEN_ELSE -->
- <xsl:when test="$name='if_then_else'">
- <xsl:choose>
- <xsl:when test="m:where = 'atom_eq'">
- <FONT color="blue">
- <xsl:text>atom_eq (</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:when test="m:where = 'int_eq'">
- <FONT color="blue">
- <xsl:text>int_eq (</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:when test="m:where = 'less'">
- <FONT color="blue">
- <xsl:text>less (</xsl:text>
- </FONT>
- </xsl:when>
- </xsl:choose>
- <xsl:apply-templates select="*[3]"/>
- <xsl:text>; </xsl:text>
- <xsl:apply-templates select="*[4]"/>
- <xsl:text>; </xsl:text>
- <xsl:apply-templates select="*[5]"/>
- <xsl:text>; </xsl:text>
- <xsl:apply-templates select="*[6]"/>
- <FONT color="blue">
- <xsl:text>)</xsl:text>
- </FONT>
- </xsl:when>
-
-
- <!-- SO_LAMBDA -->
- <xsl:when test="$name='so_lambda'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$lambda"/>
- <xsl:with-param name="color" select="'red'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:apply[1]/*[2]"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
-
- <!-- SO_APPLY -->
-
- <xsl:when test="$name='so_apply'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:for-each select="*[position()>2]">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <!-- APP -->
- <xsl:when test="$name='app'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <!-- NuPRL rendering -->
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:if test="count(*) > 2">
- <xsl:text>(</xsl:text>
- <xsl:for-each select="*[position() > 2]">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:apply-templates select="." mode="inline"/>
- <xsl:if test="not(position() = last())">
- <xsl:text>,</xsl:text>
- </xsl:if>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- </xsl:if>
- <!-- CIC rendering
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:for-each select="*[position()>2]">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- -->
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
- <xsl:when test="$name='cast'">
- <xsl:choose>
- <xsl:when test="$showcast = 1">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates><br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 3"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:when test="$name='Prop'">
- <xsl:text>Prop</xsl:text>
- </xsl:when>
- <xsl:when test="$name='Set'">
- <xsl:text>Set</xsl:text>
- </xsl:when>
- <xsl:when test="$name='Type'">
- <xsl:text>Type</xsl:text>
- </xsl:when>
- <xsl:when test="$name='mutcase'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text><</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>> </xsl:text>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/> </xsl:call-template>
- <xsl:text>CASE </xsl:text>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 8"/>
- </xsl:apply-templates>
- <xsl:text> OF </xsl:text>
- <xsl:for-each select="m:piecewise/m:piece">
- <!-- <xsl:for-each select="*[position() mod 2 = 0 and position()>3]">-->
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:choose>
- <xsl:when test="position() = 1">
- <xsl:text>  </xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>| </xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:apply-templates select="./*[2]"/>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$RightArrow"/>
- <xsl:with-param name="color" select="'green'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:variable name="body_size">
- <xsl:apply-templates
- select="./*[1]/*[1]" mode="charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$body_size > $framewidth">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent"
- select="$current_indent + 8"/>
- </xsl:call-template>
-<xsl:apply-templates
- select="./*[1]">
- <xsl:with-param name="current_indent"
- select="$current_indent + 8"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="./*[1]"
- mode="inline" />
- </xsl:otherwise>
- </xsl:choose>
- </xsl:for-each>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- FIX -->
- <xsl:when test="$name='fix'">
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text>FIX</xsl:text>
- <xsl:value-of select="m:ci"/>
- <xsl:text>{</xsl:text>
- <xsl:for-each select="m:bvar">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:value-of select="m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + string-length(m:ci)"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>:=</xsl:text>
- <xsl:apply-templates select="following-sibling::*[position() = 1]">
- <xsl:with-param name="current_indent" select="$current_indent +2"/>
- </xsl:apply-templates>
- </xsl:for-each>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>}</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- COFIX -->
- <xsl:when test="$name='cofix'">
- <xsl:choose>
- <xsl:when test="($charlength + 10) > $framewidth">
- <xsl:text>COFIX</xsl:text>
- <xsl:value-of select="m:ci"/>
- <xsl:text>{</xsl:text>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:for-each select="m:bvar">
- <xsl:value-of select="m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 5 + string-length(m:ci)"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>:=</xsl:text>
- <xsl:apply-templates select="following-sibling::*[position() = 1]">
- <xsl:with-param name="current_indent" select="$current_indent + 3"/>
- </xsl:apply-templates>
-
- </xsl:for-each>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>}</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="m:type"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:when test="$name='let_in'">
- <xsl:text>let </xsl:text>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text> := </xsl:text>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent+14"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:text>in </xsl:text>
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent+5"/>
- </xsl:apply-templates>
- </xsl:when>
-
- <!-- ***************************************** -->
- <!-- *********** PROOF ELEMENTS ************** -->
- <!-- ***************************************** -->
- <!-- PROOF -->
- <xsl:when test="$name='proof'">
- <xsl:variable name="nonce" select="generate-id()"/>
- <xsl:variable name="freshid1" select="concat('a',$nonce)"/>
- <xsl:variable name="freshid2" select="concat('b',$nonce)"/>
- <xsl:variable name="freshid3" select="concat('c',$nonce)"/>
- <span ID="{$freshid1}">
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
-  
- </span>
- <xsl:choose>
- <xsl:when test="(preceding-sibling::*[1]/text()='letin1') or
- (preceding-sibling::*[1]/text()='rw_step') or
- (name(..)='m:lambda')">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">we proved </FONT>
- </xsl:when>
- <xsl:otherwise>
- <script>
- if(document.getElementById) {
- document.write('\
- <span ID="{$freshid2}">\
- <a style="text-decoration:underline ; color:green" href="" onClick="Show(document.getElementById(\'{$freshid1}\')); Hide(document.getElementById(\'{$freshid2}\'));Show(document.getElementById(\'{$freshid3}\'));return (0==1);">Proof of</a>\
- </span>\
- <span ID="{$freshid3}">\
- <br/>\
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>\
- <a style="text-decoration:underline ; color:red" href="" onClick="Hide(document.getElementById(\'{$freshid1}\')); Show(document.getElementById(\'{$freshid2}\'));Hide(document.getElementById(\'{$freshid3}\'));return (0==1);">we proved</a>\
- </span>\
- ');
- document.to_be_deleted.push('<xsl:value-of select="$freshid1"/>');
- document.to_be_deleted.push('<xsl:value-of select="$freshid3"/>');
- document.write(' ');
- } else {
- document.write('\
- <br/>\
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>\
- <FONT color="red">we proved </FONT>\
- ');
- }
- </script>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 16"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- side_proof -->
- <xsl:when test="$name='side_proof'">
- <xsl:variable name="nonce" select="generate-id()"/>
- <xsl:variable name="freshid1" select="concat('a',$nonce)"/>
- <xsl:variable name="freshid2" select="concat('b',$nonce)"/>
- <xsl:variable name="freshid3" select="concat('c',$nonce)"/>
- <xsl:variable name="freshid4" select="concat('d',$nonce)"/>
- <span ID="{$freshid1}">
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
-  
- </span>
- <script>
- if(document.getElementById) {
- document.write('\
- <span ID="{$freshid2}">\
- <a style="text-decoration:underline ; color:green" href="" onClick="Show(document.getElementById(\'{$freshid1}\')); Hide(document.getElementById(\'{$freshid2}\'));Show(document.getElementById(\'{$freshid3}\'));Show(document.getElementById(\'{$freshid4}\'));return (0==1);">Justification</a>\
- </span>\
- <span ID="{$freshid3}">\
- <br/>\
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>\
- <a style="text-decoration:underline ; color:red" href="" onClick="Hide(document.getElementById(\'{$freshid1}\')); Show(document.getElementById(\'{$freshid2}\'));Hide(document.getElementById(\'{$freshid3}\'));Hide(document.getElementById(\'{$freshid4}\'));return (0==1);">we proved</a>\
- </span>\
- ');
- document.to_be_deleted.push('<xsl:value-of select="$freshid1"/>');
- document.to_be_deleted.push('<xsl:value-of select="$freshid3"/>');
- document.to_be_deleted.push('<xsl:value-of select="$freshid4"/>');
- document.write(' ');
- } else {
- document.write('\
- <br/>\
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>\
- <FONT color="red">we proved </FONT>\
- ');
- }
- </script>
- <span ID="{$freshid4}">
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent + 16"/>
- </xsl:apply-templates>
- </span>
- </xsl:when>
- <!-- eq_chain -->
- <xsl:when test="$name='eq_chain'">
- <FONT color="red">We have the following equality chain:</FONT>
- <xsl:for-each select="*[position() mod 2 = 0]">
- <xsl:variable name="pos" select="position()"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:call-template>
- <xsl:choose>
- <xsl:when test="$pos=1">
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:apply-templates>
- <xsl:text> =</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>= </xsl:text>
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="$pos != last()">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 15"/>
- </xsl:call-template>
- <xsl:apply-templates select="../*[position()=2*$pos +1]">
- <xsl:with-param name="current_indent" select="$current_indent + 15"/>
- </xsl:apply-templates>
- </xsl:if>
- </xsl:for-each>
- </xsl:when>
- <!-- diseq_chain -->
- <xsl:when test="$name='diseq_chain'">
- <FONT color="red">We have the following chain of disequalities:</FONT>
- <xsl:for-each select="*[position() mod 3 = 2]">
- <xsl:variable name="pos" select="position()"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:call-template>
- <xsl:choose>
- <xsl:when test="$pos=1">
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:apply-templates>
- <xsl:text> </xsl:text>
- <xsl:apply-templates mode="inline" select="../*[position()=3*$pos]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="../*[position()=3*($pos - 1)]"/>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent + 5"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="$pos != last()">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 15"/>
- </xsl:call-template>
- <xsl:apply-templates select="../*[position()=3*$pos +1]">
- <xsl:with-param name="current_indent" select="$current_indent + 15"/>
- </xsl:apply-templates>
- </xsl:if>
- </xsl:for-each>
- </xsl:when>
- <!-- letin1 -->
- <xsl:when test="$name='letin1'">
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[position()=3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- letin -->
- <xsl:when test="$name='letin'">
- <xsl:for-each select="*[position()>1 and last()>position()]">
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- </xsl:for-each>
- <xsl:apply-templates select="*[position()=last()]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- Let -->
- <xsl:when test="$name='let'">
- (
- <xsl:apply-templates select="m:ci"/>
- )
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 7"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- rw_step -->
- <xsl:when test="$name='rw_step'">
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <FONT color="red">Consider </FONT>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:variable name="charlength_first">
- <xsl:apply-templates select="*[3]" mode="root_charcount"/>
- </xsl:variable>
- <xsl:variable name="charlength_second">
- <xsl:apply-templates select="*[4]" mode="root_charcount"/>
- </xsl:variable>
- <xsl:variable name="charlength_side_proof">
- <xsl:apply-templates select="*[5]" mode="root_charcount"/>
- </xsl:variable>
- <xsl:variable name="split1"
- select="($charlength_first + $charlength_second) > $framewidth"/>
- <xsl:variable name="split2"
- select="($charlength_second + $charlength_side_proof) > $framewidth"/>
- <!-- <xsl:value-of select="$current_indent"/> -->
- <!-- <xsl:value-of select="string($charlength_second)"/> -->
- <!-- <xsl:value-of select="$charlength_side_proof"/> -->
- <!-- <xsl:value-of select="$split2"/> -->
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">Rewrite </FONT>
- <xsl:apply-templates mode="inline" select="*[3]"/>
- <xsl:text> </xsl:text>
- <xsl:if test="$split1">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- </xsl:if>
- <FONT color="red">with </FONT>
- <xsl:apply-templates mode="inline" select="*[4]"/>
- <xsl:text> </xsl:text>
- <xsl:if test="$split2">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- </xsl:if>
- <FONT color="red">by </FONT>
- <xsl:apply-templates select="*[5]">
- <xsl:with-param name="current_indent" select="$current_indent+7"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- rewrite and apply -->
- <xsl:when test="$name='rewrite_and_apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">Then apply it to </FONT>
- <xsl:apply-templates select="*[position()>2]"/>
- </xsl:when>
- <!-- by_induction -->
- <xsl:when test="$name='by_induction'">
- <FONT color="red">We prove </FONT>
- <xsl:apply-templates select="../*[3]">
- <xsl:with-param name="current_indent" select="$current_indent+18"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">by induction on </FONT>
- <xsl:apply-templates select="*[position()=last()]/*[position()=last()]">
- <xsl:with-param name="current_indent" select="$current_indent+30"/>
- </xsl:apply-templates>
- <!--
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:text>The induction property is</xsl:text>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- -->
- <xsl:apply-templates
- select="*[position()>3 and not(position()=last())]">
- <xsl:with-param name="current_indent" select="$current_indent+4"/>
- </xsl:apply-templates>
- <!-- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:text>End induction</xsl:text> -->
- </xsl:when>
- <!-- inductive_case -->
- <xsl:when test="$name='inductive_case'">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">Case </FONT>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent +10"/>
- </xsl:apply-templates>
- <xsl:if test="*[3]/*[position()>1]">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent+4"/>
- </xsl:call-template>
- <FONT color="red">By induction hypothesis, we have:</FONT>
- <xsl:for-each select="*[3]/*[position()>1]">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 4"/>
- </xsl:call-template>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="m:ci"/>
- <xsl:text>) </xsl:text>
- <xsl:apply-templates select="m:type">
- <xsl:with-param name="current_indent" select="$current_indent + 8"/>
- </xsl:apply-templates>
- </xsl:for-each>
- </xsl:if>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 4"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent +4"/>
- </xsl:apply-templates>
- <!-- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:text>End Case</xsl:text> -->
- </xsl:when>
- <!-- case_lhs -->
- <xsl:when test="$name='case_lhs'">
- <xsl:choose>
- <xsl:when test="count(*)=2">
- <xsl:apply-templates mode="inline" select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates mode="inline" select="*[2]"/>
- <xsl:for-each select="m:bvar">
- <xsl:text> </xsl:text>
- <xsl:apply-templates mode="inline" select="*[1]"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates mode="inline" select="m:type/*[1]"/>
- </xsl:for-each>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- false_ind -->
- <xsl:when test="$name='false_ind'">
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">Contradiction.</FONT>
- </xsl:when>
- <!-- and_ind -->
- <xsl:when test="$name='and_ind'">
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <FONT color="red">Consider </FONT>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">In particular, we have</FONT>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- (
- <xsl:apply-templates select="*[3]"/>
- ) 
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent + 9"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- (
- <xsl:apply-templates select="*[5]"/>
- ) 
- <xsl:apply-templates select="*[6]">
- <xsl:with-param name="current_indent" select="$current_indent + 9"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[7]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- full_or_ind -->
- <xsl:when test="$name='full_or_ind'">
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <FONT color="red">Consider </FONT>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">We proceed by cases to prove </FONT>
- <xsl:apply-templates select="*[3]"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent+4"/>
- </xsl:call-template>
- <FONT color="red">Left: suppose </FONT>
- <xsl:text>(</xsl:text>
- <xsl:value-of select="*[4]/m:bvar/m:ci"/>
- <xsl:text>) </xsl:text>
- <xsl:apply-templates
- select="*[4]/m:bvar/m:type/*[1]"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent+15"/>
- </xsl:call-template>
- <xsl:apply-templates
- select="*[4]/*[3]">
- <xsl:with-param name="current_indent" select="$current_indent+15"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent+4"/>
- </xsl:call-template>
- <FONT color="red">Right: suppose </FONT>
- <xsl:text>(</xsl:text>
- <xsl:value-of select="*[5]/m:bvar/m:ci"/>
- <xsl:text>) </xsl:text>
- <xsl:apply-templates
- select="*[5]/m:bvar/m:type/*[1]"/>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent+16"/>
- </xsl:call-template>
- <xsl:apply-templates
- select="*[5]/*[3]">
- <xsl:with-param name="current_indent" select="$current_indent+16"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- or_ind -->
- <xsl:when test="$name='or_ind'">
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <FONT color="red">Consider </FONT>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">We prove </FONT>
- <xsl:apply-templates select="*[3]"/>
- <FONT color="red"> by cases:</FONT>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- Left: 
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- Right: 
- <xsl:apply-templates select="*[5]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <!-- Ex_ind -->
- <xsl:when test="$name='ex_ind'">
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <FONT color="red">Consider </FONT>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <FONT color="red">Let </FONT>
- <xsl:apply-templates mode="inline" select="*[3]"/>
- :
- <xsl:apply-templates mode="inline" select="*[4]"/>
- <FONT color="red"> such that</FONT>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- (
- <xsl:apply-templates mode="inline" select="*[5]"/>
- )
- <xsl:apply-templates select="*[6]">
- <xsl:with-param name="current_indent" select="$current_indent +7"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[7]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- </xsl:choose>
-</xsl:template>
-
-<!-- LAMBDA -->
-
-<xsl:template match="m:lambda">
-<xsl:param name="current_indent" select="0"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="*[position()=1]" mode="charcount"/>
- <!-- <xsl:apply-templates select="." mode="charcount"/> -->
- </xsl:variable>
- <!-- <xsl:value-of select="$charlength"/> -->
- <!-- <xsl:value-of select="$current_indent"/> -->
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <!-- λ -->
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$lambda"/>
- <xsl:with-param name="color" select="'red'"/>
- <xsl:with-param name="size" select="'+2'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:bvar/m:type">
- <xsl:with-param name="current_indent"
- select="$current_indent + 4 + 2*string-length(m:bvar/m:ci)"/>
- </xsl:apply-templates><br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<!-- href -->
-<xsl:template match="m:ci">
- <xsl:choose>
- <xsl:when test="boolean(@definitionURL)">
- <a href="{@definitionURL}">
- <xsl:apply-templates/>
- </a>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<!-- CHAR COUNTING -->
-
-<!-- enter this counting mode selecting the root -->
-<xsl:template match="*" mode="root_charcount">
-<xsl:param name="incurrent_length" select="0"/>
- <xsl:choose>
- <xsl:when test="count(*)=0">
- <xsl:value-of select="0"/>
- </xsl:when>
- <xsl:when test="name()='m:ci'">
- <xsl:value-of select="string-length()"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[1]" mode="charcount">
- <xsl:with-param name="incurrent_length" select="$incurrent_length"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-
- <!-- CASI PARTICOLARI MODE=INLINE -->
-
-<xsl:template mode="inline" match="m:interval">
- <FONT color="blue">
- <xsl:text>[</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[1]"/>
- <xsl:text>, </xsl:text>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text>]</xsl:text>
- </FONT>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:apply[m:in]">
- <xsl:apply-templates select="*[2]"/>
- <xsl:text> </xsl:text>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$member"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select="*[3]"/>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:integers">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$integers"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:naturalnumbers">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$naturalnumbers"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:apply[m:implies]">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]"/>
- <xsl:text> </xsl:text>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$implies"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select="*[3]"/>
- <xsl:text>)</xsl:text>
-</xsl:template>
-
-<xsl:template mode="inline" match="m:apply[m:exists]">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$NUPRLexists"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:condition/*"/>
-<!-- CSC: old wrong code
- <xsl:if test="count(m:condition/m:apply/*[3]) > 1">
- <xsl:text>(</xsl:text>
- </xsl:if>
- <xsl:apply-templates select="m:condition/m:apply/*[3]"/>
- <xsl:if test="count(m:bvar/m:type/m:apply/*[3]) > 1">
- <xsl:text>)</xsl:text>
- </xsl:if>
--->
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=4]"/>
-
-
-</xsl:template>
-<!--
-<xsl:template mode="inline" match="m:apply/*[m:ci][position()=1]">
- <xsl:apply-templates select="*[1]"/>
- <xsl:text>(</xsl:text>
- <xsl:for-each select="*[position()>1 and position()!=last()]">
- <xsl:apply-templates/>
- <xsl:text>, </xsl:text>
- </xsl:for-each>
- <xsl:apply-templates select="*[position()=last()]"/>
- <xsl:text>)</xsl:text>
-</xsl:template>
--->
-<!-- CASI PARTICOLARI NON IN LINE -->
-
-<xsl:template match="m:interval">
- <FONT color="blue">
- <xsl:text>[</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[1]"/>
- <xsl:text>, </xsl:text>
- <xsl:apply-templates select="*[2]"/>
- <FONT color="blue">
- <xsl:text>]</xsl:text>
- </FONT>
-
-
- <!--<xsl:param name="current_indent" select="0"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <FONT color="blue">
- <xsl:text>[</xsl:text>
- </FONT>
- <xsl:apply-templates select="*[1]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>, </xsl:text>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <FONT color="blue">
- <xsl:text>]</xsl:text>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- </xsl:otherwise>
- </xsl:choose>-->
-</xsl:template>
-
-<xsl:template match="m:apply[m:in]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="m:in" mode="charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$member"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="m:integers">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$integers"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="m:naturalnumbers">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$naturalnumbers"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="m:apply[m:implies]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="m:implies" mode="charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:text>implies</xsl:text>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$implies"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:text> </xsl:text>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="m:apply[m:exists]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="m:implies" mode="charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$charlength > $framewidth">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$NUPRLexists"/>
- <xsl:with-param name="color" select="'blue'"/>
- <xsl:with-param name="size" select="'+0'"/>
- </xsl:call-template>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <xsl:text>:</xsl:text>
- <!--<xsl:if test="count(m:condition/m:apply/*[3]) > 1">
- <xsl:text>(</xsl:text>
- </xsl:if>-->
- <xsl:apply-templates select="m:condition/m:apply/*[3]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <!--<xsl:if test="count(m:bvar/m:type/m:apply/*[3]) > 1">
- <xsl:text>)</xsl:text>
- </xsl:if>-->
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[position()=4]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates mode="inline" select="."/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<!--
-<xsl:template match="m:apply/m:ci">
- <xsl:apply-templates/>
- <xsl:text>(</xsl:text>
- <xsl:for-each select="*[position()>1 and position()!=last()]">
- <xsl:apply-templates/>
- <xsl:text>, </xsl:text>
- </xsl:for-each>
- <xsl:apply-templates select="*[position()=last()]"/>
- <xsl:text>)</xsl:text>
-</xsl:template>
--->
-<!-- enter this mode selecting the first child -->
-
-<xsl:template match="m:ci|m:csymbol|m:implies|m:exists|m:interval|m:in" mode="charcount">
-<xsl:param name="incurrent_length" select="0"/>
- <xsl:choose>
- <xsl:when test="$framewidth >= ($incurrent_length + string-length())">
- <xsl:variable name="siblength"><xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$incurrent_length + string-length()"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="$incurrent_length + string-length()"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$incurrent_length + string-length()"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="*" mode="charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:choose>
- <xsl:when test="count(child::*) = 0">
- <xsl:value-of select="$incurrent_length"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:variable name="childlength"><xsl:apply-templates select="*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$incurrent_length"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="$framewidth >= number($childlength)">
- <xsl:variable name="siblength"><xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$childlength"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="number($childlength)"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($childlength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-
-<!--***********************************************************************-->
-<!-- OBJECTS -->
-<!--***********************************************************************-->
-
-<!-- Rule -->
-
-<xsl:template match="Rule">
-<xsl:param name="current_indent" select="0"/>
-
- <xsl:variable name="char">
- <xsl:value-of select="m:apply"/>
- </xsl:variable>
- <xsl:variable name="length" select="string-length($char)"/>
-
-<p>
-<xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
-<FONT color="red">Rule: </FONT>
-<xsl:choose>
- <xsl:when test="m:ci">
- <FONT color="red">
- <xsl:apply-templates>
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </FONT>
- </xsl:when>
- <xsl:otherwise>
- <xsl:choose>
- <xsl:when test="$length > $framewidth">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:call-template>
- <xsl:variable name="char_rule">
- <xsl:value-of select="m:apply/*[1]"/>
- </xsl:variable>
- <xsl:variable name="length_rule" select="string-length($char_rule)"/>
- <FONT>
- <xsl:apply-templates select="m:apply/*[1]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:if test="count(m:apply/*)>2">
- <br/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + $length_rule"/>
- </xsl:call-template>
- </xsl:if>
- <FONT color="red">
- <xsl:text> ( </xsl:text>
- </FONT>
- </FONT>
- <xsl:for-each select="m:apply/*[position()!=1]">
- <xsl:if test="position()!=1">
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + $length_rule"/>
- </xsl:call-template>
- </xsl:if>
- <xsl:choose>
- <xsl:when test="*[1]='level-exp'">
- <xsl:text>level-exp(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:when test="m:apply">
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates>
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="position()!=last()">
- <xsl:text>, </xsl:text>
- <br/>
- </xsl:if>
- </xsl:for-each>
- <FONT color="red">
- <xsl:text> )</xsl:text>
- </FONT>
-
- </xsl:when>
- <xsl:otherwise>
- <FONT>
- <xsl:apply-templates select="m:apply/*[1]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
-
- <FONT color="red">
- <xsl:text> ( </xsl:text>
- </FONT>
- </FONT>
- <xsl:for-each select="m:apply/*[position()!=1]">
- <xsl:choose>
- <xsl:when test="*[1]='level-exp'">
- <xsl:text>level-exp(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:when>
- <xsl:when test="m:apply">
- <xsl:apply-templates select=".">
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
-
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates>
- <xsl:with-param name="current_indent" select="$current_indent"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="position()!=last()">
- <xsl:text>, </xsl:text>
- </xsl:if>
- </xsl:for-each>
- <FONT color="red">
- <xsl:text> )</xsl:text>
- </FONT>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
-</xsl:choose>
-</p>
-</xsl:template>
-
-<!-- Sequent -->
-
-<xsl:template match="Sequent">
-<xsl:param name="current_indent" select="0"/>
-<xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent"/>
-</xsl:call-template>
-<FONT color="red">Sequent <xsl:value-of select="@id"/></FONT>
-<br/>
-<br/>
-<xsl:for-each select="Decl">
- <xsl:variable name="num" select="position()"/>
- <xsl:call-template name="make_indent">
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- <xsl:choose>
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- <br/>
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- <xsl:text>By </xsl:text>
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- <div ID="{$freshid3}">
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+++ /dev/null
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+++ /dev/null
-<?xml version="1.0"?>
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- For details, see the HELM World-Wide-Web page, -->
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+++ /dev/null
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-<!-- Copyright (C) 2000, HELM Team -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
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- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- AND (INLINE MODE) -->
- <xsl:template match="m:apply[m:and[count(*) = 0] and count(*) = 3]" mode="inline">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- <a href="{m:and/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($and)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$and"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>and</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]" mode="inline"/>
- <xsl:text>)</xsl:text>
- </xsl:template>
-<!-- AND (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:and[count(*) = 0] and count(*) = 3]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- OR -->
- <xsl:template match="m:apply[m:or[count(*) = 0] and count(*) = 3]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <a href="{m:or/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($or)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$or"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>or</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- OR (INLINE MODE) -->
- <xsl:template match="m:apply[m:or[count(*) = 0] and count(*) = 3]" mode="inline">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- <a href="{m:or/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($or)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$or"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>or</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]" mode="inline"/>
- <xsl:text>)</xsl:text>
- </xsl:template>
-<!-- OR (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:or[count(*) = 0] and count(*) = 3]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- IFF -->
- <xsl:template match="m:apply[m:csymbol[text() = 'iff' and count(*) = 0] and count(*) = 3]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <a href="{m:csymbol/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($iff)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$iff"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>iff</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- IFF (INLINE MODE) -->
- <xsl:template match="m:apply[m:csymbol[text() = 'iff' and count(*) = 0] and count(*) = 3]" mode="inline">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- <a href="{m:csymbol/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($iff)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$iff"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>iff</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]" mode="inline"/>
- <xsl:text>)</xsl:text>
- </xsl:template>
-<!-- IFF (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:csymbol[text() = 'iff' and count(*) = 0] and count(*) = 3]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- NOT -->
- <xsl:template match="m:apply[m:not[count(*) = 0] and count(*) = 2]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <a href="{m:not/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($not)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$not"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>not</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:template>
-<!-- NOT (INLINE MODE) -->
- <xsl:template match="m:apply[m:not[count(*) = 0] and count(*) = 2]" mode="inline">
- <a href="{m:not/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($not)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$not"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>not</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- </xsl:template>
-<!-- NOT (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:not[count(*) = 0] and count(*) = 2]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 1"/>
- </xsl:template>
-<!-- EQUALITY and TYPE EQUALITY -->
- <xsl:template match="m:apply[m:eq[count(*) = 0] and count(*) = 3]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <a href="{m:eq/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($eq)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$eq"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>eq</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- EQUALITY and TYPE EQUALITY (INLINE MODE) -->
- <xsl:template match="m:apply[m:eq[count(*) = 0] and count(*) = 3]" mode="inline">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- <a href="{m:eq/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($eq)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$eq"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>eq</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]" mode="inline"/>
- <xsl:text>)</xsl:text>
- </xsl:template>
-<!-- EQUALITY and TYPE EQUALITY (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:eq[count(*) = 0] and count(*) = 3]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- NOT-EQ and NOT-EQT -->
- <xsl:template match="m:apply[m:neq[count(*) = 0] and count(*) = 3]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <a href="{m:neq/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($neq)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$neq"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>neq</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <xsl:text>)</xsl:text>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- NOT-EQ and NOT-EQT (INLINE MODE) -->
- <xsl:template match="m:apply[m:neq[count(*) = 0] and count(*) = 3]" mode="inline">
- <xsl:text>(</xsl:text>
- <xsl:apply-templates select="*[2]" mode="inline"/>
- <a href="{m:neq/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($neq)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$neq"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>neq</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:apply-templates select="*[3]" mode="inline"/>
- <xsl:text>)</xsl:text>
- </xsl:template>
-<!-- NOT-EQ and NOT-EQT (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:neq[count(*) = 0] and count(*) = 3]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- EXIST -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <a href="{m:exists/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($exists)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$exists"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>exists</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:value-of select="m:bvar/m:ci/text()"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:condition/*[1]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- EXIST (INLINE MODE) -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]" mode="inline">
- <a href="{m:exists/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($exists)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$exists"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>exists</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:value-of select="m:bvar/m:ci/text()"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:condition/*[1]" mode="inline"/>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[4]" mode="inline"/>
- </xsl:template>
-<!-- EXIST (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-<!-- EXIST -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]">
- <xsl:param name="current_indent" select="0"/>
- <xsl:param name="width" select="$framewidth"/>
- <xsl:variable name="charlength">
- <xsl:apply-templates select="." mode="root_charcount"/>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="$width >= $charlength">
- <xsl:apply-templates select="." mode="inline"/>
- </xsl:when>
- <xsl:otherwise>
- <a href="{m:exists/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($exists)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$exists"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>exists</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:value-of select="m:bvar/m:ci/text()"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:condition/*[1]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- <BR/>
- <xsl:call-template name="make_indent">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:call-template>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[4]">
- <xsl:with-param name="current_indent" select="$current_indent + 2"/>
- </xsl:apply-templates>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-<!-- EXIST (INLINE MODE) -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]" mode="inline">
- <a href="{m:exists/@definitionURL}">
- <xsl:choose>
- <xsl:when test="boolean($exists)">
- <xsl:call-template name="mksymbol">
- <xsl:with-param name="symbol" select="$exists"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>exists</xsl:otherwise>
- </xsl:choose>
- </a>
- <xsl:value-of select="m:bvar/m:ci/text()"/>
- <xsl:text>:</xsl:text>
- <xsl:apply-templates select="m:condition/*[1]" mode="inline"/>
- <xsl:text>.</xsl:text>
- <xsl:apply-templates select="*[4]" mode="inline"/>
- </xsl:template>
-<!-- EXIST (CHARCOUNT MODE) -->
- <xsl:template match="m:apply[m:exists[count(*) = 0] and m:bvar/m:ci[count(*) = 0] and m:condition[count(*) = 1] and count(*) = 4]" mode="root_charcount">
- <xsl:param name="incurrent_length" select="0"/>
- <xsl:value-of select="$incurrent_length + 3"/>
- </xsl:template>
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns:xlink="http://www.w3.org/1999/xlink">
-
-<!--***********************************************************************-->
-<!-- From MathML presentation or HTML to themselves with links -->
-<!-- HELM Group: Asperti, Padovani, Sacerdoti, Schena -->
-<!-- First draft: March 16 2001, Irene Schena -->
-<!--***********************************************************************-->
-
-<xsl:import href="nuprl_links_library.xsl"/>
-
-<xsl:key name="id" use="@id" match="m:*"/>
-
-<xsl:param name="URLs_or_URIs" select="'URLs'"/>
-
-<xsl:template match = "m:semantics">
- <xsl:apply-templates select="*[1]" mode="semantics"/>
-</xsl:template>
-
-<!-- Discharging content markup mantaining the linking info (helm:xref and
-xlink:href) -->
-<xsl:template match = "*" mode="semantics">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:if test="@xref">
- <xsl:variable name="cnode" select="key('id',@xref)"/>
- <xsl:if test="$cnode/@definitionURL">
- <xsl:attribute name="xlink:href">
- <xsl:choose>
- <xsl:when test="$URLs_or_URIs = 'URLs'">
- <xsl:call-template name="makeURL"><xsl:with-param name="uri" select="$cnode/@definitionURL"/></xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$cnode/@definitionURL"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:attribute>
- <!-- xlink:show='other' requires the exact modality to be -->
- <!-- specified in non-xlink markup. The point is that the -->
- <!-- element is already MathML ==> we can't add other -->
- <!-- markup without introducing another new namespace. -->
- <!-- So, for now no markup is used. -->
- <xsl:attribute name="xlink:show">other</xsl:attribute>
- </xsl:if>
- <xsl:if test="$cnode/@helm:xref">
- <xsl:attribute name="helm:xref">
- <xsl:value-of select="$cnode/@helm:xref"/>
- </xsl:attribute>
- </xsl:if>
- </xsl:if>
- <xsl:apply-templates mode="semantics"/>
- </xsl:copy>
-</xsl:template>
-
-<!-- _top to refresh the whole frameset (avoids the matrioska effect ;-) -->
-<!-- a[@href] doesn't match with every anchor elements!!! -->
-<xsl:template match="*[@href]">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:choose>
- <xsl:when test="starts-with(@href,"nuprl:")">
- <xsl:attribute name="href">
- <xsl:call-template name="makeURL">
- <xsl:with-param name="uri" select="@href"/>
- </xsl:call-template>
- </xsl:attribute>
- <xsl:attribute name="target">cic</xsl:attribute>
- </xsl:when>
- <xsl:when test="starts-with(@href,"theory:")">
- <xsl:attribute name="href">
- <xsl:call-template name="makeTheoryURL">
- <xsl:with-param name="uri" select="@href"/>
- </xsl:call-template>
- </xsl:attribute>
- <xsl:attribute name="target">theory</xsl:attribute>
- </xsl:when>
- <xsl:when test="starts-with(@href,"#")">
- <xsl:attribute name="href"><xsl:value-of select="@href"/></xsl:attribute>
- <xsl:if test="@target">
- <xsl:attribute name="target"><xsl:value-of select="@target"/></xsl:attribute>
- </xsl:if>
- </xsl:when>
- <xsl:otherwise>
- <xsl:attribute name="href"><xsl:value-of select="@href"/></xsl:attribute>
- <xsl:attribute name="target">_blank</xsl:attribute>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-<xsl:template match = "/|*">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML">
-
-<!--***********************************************************************-->
-<!-- auxiliary functions -->
-<!-- HELM Group: Asperti, Padovani, Sacerdoti, Schena -->
-<!--***********************************************************************-->
-
-<!-- * is used for objects -->
-<!-- th* is used for theories -->
-<!-- embed* is used for objects embedded in theories -->
-
-<xsl:param name="getterURL" select="'http://localhost:8081/'"/>
-<xsl:param name="processorURL" select="'http://localhost:8080/helm/servlet/uwobo/'"/>
-<xsl:param name="draw_graphURL" select="'http://localhost:8083/'"/>
-<xsl:param name="uri_set_queueURL" select="'http://localhost:8084/'"/>
-<xsl:param name="proofcheckerURL" select="'http://localhost:48084/'"/>
-<!-- URL to the frameset (control + output) -->
-<xsl:param name="topurl" select="''"/>
-<xsl:param name="interfaceURL" select="''"/>
-<xsl:param name="thinterfaceURL" select="''"/>
-
-<xsl:param name="keys" select="'C1,HC2,L'"/>
-<xsl:param name="embedkeys" select="'TC1,HC2,L'"/>
-<xsl:param name="thkeys" select="'T1,T2,L,E'"/>
-
-<xsl:param name="naturalLanguage" select="'yes'"/>
-<xsl:param name="annotations" select="'no'"/>
-<xsl:param name="UNICODEvsSYMBOL" select="'symbol'"/>
-
-<xsl:param name="media-type" select="'text/html'"/>
-<xsl:param name="thmedia-type" select="'text/html'"/>
-<xsl:param name="doctype-public" select="'-//W3C//DTD XHTML 1.0 Transitional//EN'"/>
-<xsl:param name="encoding" select="'iso-8859-1'"/>
-<xsl:param name="thencoding" select="'iso-8859-1'"/>
-
-
-<xsl:template name="quote">
- <xsl:param name="s" select="''"/>
- <xsl:param name="news" select="''"/>
- <xsl:choose>
- <xsl:when test="$s = ''"><xsl:value-of select="$news"/></xsl:when>
- <xsl:otherwise>
- <xsl:variable name="char" select="substring($s,1,1)"/>
- <xsl:choose>
- <xsl:when test="$char = ' '">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%20')"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test="$char = '&'">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%26')"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test="$char = '?'">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%3F')"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test="$char = '='">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%3D')"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test="$char = '%'">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%25')"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test="$char = ','">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%2C')"/>
- </xsl:call-template>
- </xsl:when>
-<!--CSC: This breaks all the rest ;-)
- <xsl:when test="$char = ':'">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,'%3A')"/>
- </xsl:call-template>
- </xsl:when>
--->
- <xsl:otherwise>
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,$char)"/>
- </xsl:call-template>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:variable name="absPath">
- <xsl:call-template name="quote">
- <xsl:with-param name="s"><xsl:value-of select="$getterURL"/>getxml?uri=</xsl:with-param>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-doctype-public">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$doctype-public"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-processorURL">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$processorURL"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-getterURL">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$getterURL"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-interfaceURL">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$interfaceURL"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-topurl">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$topurl"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="escaped-thinterfaceURL">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$thinterfaceURL"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedthkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$thkeys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedembedkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$embedkeys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$keys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedquotedkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$quotedkeys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedquotedthkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$quotedthkeys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedquotedembedkeys">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$quotedembedkeys"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="header0"><xsl:value-of select="$interfaceURL"/>?url=</xsl:variable>
-<xsl:variable name="thheader0"><xsl:value-of select="$thinterfaceURL"/>?url=</xsl:variable>
-<xsl:variable name="header1"><xsl:value-of select="$escaped-processorURL"/>apply?keys=</xsl:variable>
-<xsl:variable name="bothheader2">&param.naturalLanguage=<xsl:value-of select="$naturalLanguage"/>&param.proofcheckerURL=<xsl:value-of select="$proofcheckerURL"/>&param.draw_graphURL=<xsl:value-of select="$draw_graphURL"/>&param.uri_set_queueURL=<xsl:value-of select="$uri_set_queueURL"/>&param.UNICODEvsSYMBOL=<xsl:value-of select="$UNICODEvsSYMBOL"/>&param.annotations=<xsl:value-of select="$annotations"/>&prop.doctype-public=<xsl:value-of select="$escaped-doctype-public"/>&param.doctype-public=<xsl:value-of select="$escaped-doctype-public"/>&param.encoding=<xsl:value-of select="$encoding"/>&param.media-type=<xsl:value-of select="$media-type"/>&param.keys=<xsl:value-of select="$quotedkeys"/>&param.getterURL=<xsl:value-of select="$escaped-getterURL"/>&param.processorURL=<xsl:value-of select="$escaped-processorURL"/>&param.interfaceURL=<xsl:value-of select="$escaped-interfaceURL"/>&param.topurl=<xsl:value-of select="$escaped-topurl"/>&xmluri=<xsl:value-of select="$absPath"/></xsl:variable>
-<xsl:variable name="header2">&prop.media-type=<xsl:value-of select="$media-type"/>&prop.encoding=<xsl:value-of select="$encoding"/></xsl:variable>
-<xsl:variable name="thheader2">&prop.media-type=<xsl:value-of select="$thmedia-type"/>&param.thmedia-type=<xsl:value-of select="$thmedia-type"/>&param.thkeys=<xsl:value-of select="$quotedthkeys"/>&param.embedkeys=<xsl:value-of select="$quotedembedkeys"/>&param.thinterfaceURL=<xsl:value-of select="$escaped-thinterfaceURL"/>&param.thencoding=<xsl:value-of select="$thencoding"/>&prop.encoding=<xsl:value-of select="$thencoding"/></xsl:variable>
-
-<xsl:variable name="quotedheader1">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$header1"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedbothheader2">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$bothheader2"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedheader2">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$header2"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quotedthheader2">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$thheader2"/>
- </xsl:call-template>
-</xsl:variable>
-
-<!-- makeURL() maps URIs into URLs -->
-<!-- The target of the URL is the whole frameset -->
-
-<xsl:variable name="biquotedfixedheader">
- <xsl:value-of select="$header0"/>
- <xsl:value-of select="$quotedheader1"/>
- <xsl:value-of select="$quotedquotedkeys"/>
- <xsl:value-of select="$quotedheader2"/>
- <xsl:value-of select="$quotedbothheader2"/>
-</xsl:variable>
-
-<xsl:variable name="biquotedthfixedheader">
- <xsl:value-of select="$thheader0"/>
- <xsl:value-of select="$quotedheader1"/>
- <xsl:value-of select="$quotedquotedthkeys"/>
- <xsl:value-of select="$quotedthheader2"/>
- <xsl:value-of select="$quotedbothheader2"/>
-</xsl:variable>
-
-<!-- NOTE: embedkeys and thkeys are propagated, but we are sure that -->
-<!-- they won't never be used. -->
-<!--CSC: fixare il punto sopra!!! -->
-<!-- type, instead, is not propagated -->
-<xsl:template name="makeURL">
-<xsl:param name="uri" select="''"/>
- <xsl:variable name="uri_after_sharp" select="substring-after($uri,'#')"/>
- <xsl:variable name="cleanuri">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">
- <xsl:value-of select="substring-before($uri,'#')"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:variable name="sharpsuffix">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">%23<xsl:value-of select="$uri_after_sharp"/></xsl:when>
- <xsl:otherwise></xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <!-- CIC CODE removed -->
- <!-- NuPRL CODE -->
- <xsl:text>http://mowgli.cs.unibo.it:58080/apply?keys=NT,NC2,NL&prop.doctype-public=&prop.media-type=text/html&param.doctype-public=&param.encoding=&param.media-type=text/html&param.CICURI=cic:/CICURI.con&param.naturalLanguage=yes&param.annotations=no&param.topurl=http://helm.cs.unibo.it/helm&param.UNICODEvsSYMBOL=</xsl:text>
- <xsl:value-of select="$UNICODEvsSYMBOL"/>
- <xsl:text>&xmluri=</xsl:text>
- <xsl:call-template name="quote">
- <!-- The hard-coded getterURL -->
- <xsl:with-param name="s" select="'http://mowgli.cs.unibo.it:58081/getxml?uri='"/>
- </xsl:call-template>
- <xsl:value-of select="$cleanuri"/>
- <xsl:value-of select="$sharpsuffix"/>
-</xsl:template>
-
-<xsl:template name="makeTheoryURL">
-<xsl:param name="uri" select="''"/>
- <xsl:variable name="uri_after_sharp" select="substring-after($uri,'#')"/>
- <xsl:variable name="cleanuri">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">
- <xsl:value-of select="substring-before($uri,'#')"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:variable name="sharpsuffix">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">%23<xsl:value-of select="$uri_after_sharp"/></xsl:when>
- <xsl:otherwise></xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:value-of select="$biquotedthfixedheader"/>
- <xsl:value-of select="$cleanuri"/>%26param.CICURI%3D<xsl:value-of select="$cleanuri"/>
- <xsl:value-of select="$sharpsuffix"/>
-</xsl:template>
-
-<!-- makeURL4embedding() maps URIs into URLs -->
-<!-- The target of the URL is only the processed document -->
-
-<xsl:template name="makeURL4embedding">
-<xsl:param name="uri" select="''"/>
-<xsl:param name="type" select="'standalone'"/>
- <xsl:variable name="uri_after_sharp" select="substring-after($uri,'#')"/>
- <xsl:variable name="cleanuri">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">
- <xsl:value-of select="substring-before($uri,'#')"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:variable name="sharpsuffix">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">%23<xsl:value-of select="$uri_after_sharp"/></xsl:when>
- <xsl:otherwise></xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:value-of select="$header1"/>
- <xsl:value-of select="$quotedembedkeys"/>
- <xsl:value-of select="$header2"/>
- <xsl:value-of select="$bothheader2"/>
- <xsl:value-of select="$cleanuri"/>&param.CICURI=<xsl:value-of select="$cleanuri"/>&param.type=<xsl:value-of select="$type"/><xsl:value-of select="$sharpsuffix"/>
-</xsl:template>
-
-<!-- makeURL4InnerTypes() maps URIs into URLs -->
-<!-- The target of the URL is only the processed document -->
-
-<xsl:template name="makeURL4InnerTypes">
-<xsl:param name="uri" select="''"/>
- <xsl:variable name="uri_after_sharp" select="substring-after($uri,'#')"/>
- <xsl:variable name="cleanuri">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">
- <xsl:value-of select="substring-before($uri,'#')"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:variable name="sharpsuffix">
- <xsl:choose>
- <xsl:when test="$uri_after_sharp">%23<xsl:value-of select="$uri_after_sharp"/></xsl:when>
- <xsl:otherwise></xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:value-of select="$header1"/>d_c&param.getterURL=<xsl:value-of select="$escaped-getterURL"/>&param.CICURI=<xsl:value-of select="$cleanuri"/>&xmluri=<xsl:value-of select="$absPath"/><xsl:value-of select="$cleanuri"/>
- <xsl:value-of select="$sharpsuffix"/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<!--***********************************************************************-->
-<!-- Extension to the XSLT version 0.07 of MathML content to presentation: -->
-<!-- First draft: February 19 2000, Andrea Asperti, Irene Schena -->
-<!-- Revised: March 3 2000, Irene Schena -->
-<!-- Revised: March 15 2000, Claudio Sacerdoti Coen, Irene Schena -->
-<!-- Revised: March 21 2000, Irene Schena -->
-<!--***********************************************************************-->
-
-<!-- NOTE: the namespace declaration has to be done in the stylesheets
-which generates the toplevel element (see for instance xlink) -->
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns:xlink="http://www.w3.org/1999/xlink">
-
-<!-- OLD: <xsl:import href="mml2mmlv1_0.xsl"/> -->
-
-<xsl:import href="mmlnotation.xsl"/>
-
-<xsl:import href="mmltheoryextension.xsl"/>
-
-<xsl:key name="sequent_number" use="@id" match="Sequent"/>
-
-<xsl:param name="explodeall" select="false()"/>
-
-<!--***********************************************************************-->
-<!-- Parameter affecting line-breaking -->
-<!--***********************************************************************-->
-
-<xsl:variable name="framewidth" select="35"/>
-
-<!--***********************************************************************-->
-<!-- Gli oggetti sono stampati come mtext all'interno di una marca toplevel-->
-<!-- math ma al di fuori di semantics. Ora vi sono tanti semantics quanti -->
-<!-- sono i termini: la presentation per un termine e' generata come primo -->
-<!-- figlio di un semantics e l'originario content viene inserito nel -->
-<!-- nel secondo figlio di semantics, annotation-xml -->
-<!--***********************************************************************-->
-
-<!--**********************-->
-<!-- OBJECTS -->
-<!--**********************-->
-
-
-<!--<xsl:key name="variable" use="@name" match="Decl"/> -->
-
-<xsl:param name="type" select="'standalone'"/>
-
-<xsl:template match="/">
- <xsl:choose>
- <xsl:when test="$type = 'standalone'">
- <xsl:apply-templates select="*"/>
- </xsl:when>
- <xsl:otherwise>
- <to_be_embedded>
- <xsl:apply-templates select="*"/>
- </to_be_embedded>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-
-<!-- NODE -->
-
- <xsl:template match="Node">
- <xsl:choose>
- <xsl:when test="count(Node)=0"> <!-- E' una foglia -->
- <m:mtable align="baseline 1" equalrows="false" columnalign="left" stretchy="false">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="red">Sequent <xsl:apply-templates select="Sequent/@id"/>
- </m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <xsl:if test="*[Decl]">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <xsl:for-each select="Sequent/Decl">
- <m:mtr columnalign="left">
- <m:mtd columnalign="left">
- <m:mrow>
- <xsl:variable name="num" select="position()"/>
- <m:mtext>
- <xsl:value-of select="$num"/>)
- </m:mtext>
- <m:mphantom><m:mtext>__</m:mtext></m:mphantom>
- <xsl:if test="@name">
- <m:mo mathcolor="green"><xsl:value-of select="@name"/></m:mo>
- <m:mo mathcolor="green" stretchy="false">:</m:mo>
- </xsl:if>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:for-each>
- </m:mtable>
- </xsl:if>
- </m:mtr>
- <m:mtr>
- <m:mrow>
- <m:mtext mathcolor="red" mathvariant="bold">|-</m:mtext>
- </m:mrow>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="Sequent/Goal"/>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="red">Rule: </m:mo>
- <xsl:choose>
- <xsl:when test="Rule[m:apply]">
- <m:mo mathcolor="brown"><xsl:value-of select="Rule/m:apply/m:ci"/></m:mo>
- </xsl:when>
- <xsl:when test="count(Rule)=0">
- <m:mi>NESSUNA REGOLA</m:mi>
- </xsl:when>
- <xsl:otherwise>
- <m:mo mathcolor="brown"><xsl:value-of select="Rule/m:ci"/></m:mo>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mspace height="1ex"/>
- </m:mtable>
- </xsl:when>
-
- <xsl:otherwise> <!--E' un nodo -->
- <m:mtable equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtable align="baseline 1" equalrows="false" columnalign="left" stretchy="false">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="red">Sequent <xsl:apply-templates select="Sequent/@id"/>
- </m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <xsl:if test="*[Decl]">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <xsl:for-each select="Sequent/Decl">
- <m:mtr columnalign="left">
- <m:mtd columnalign="left">
- <m:mrow>
- <xsl:variable name="num" select="position()"/>
- <m:mtext>
- <xsl:value-of select="$num"/>)
- </m:mtext>
- <m:mphantom><m:mtext>__</m:mtext></m:mphantom>
- <xsl:if test="@name">
- <m:mo mathcolor="green"><xsl:value-of select="@name"/></m:mo>
- <m:mo mathcolor="green" stretchy="false">:</m:mo>
- </xsl:if>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:for-each>
- </m:mtable>
- </xsl:if>
- </m:mtr>
- <m:mtr>
- <m:mrow>
- <m:mtext mathcolor="red" mathvariant="bold">|-</m:mtext>
- </m:mrow>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="Sequent/Goal"/>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="red">Rule: </m:mo>
- <xsl:choose>
- <xsl:when test="Rule[m:apply]">
- <m:mo mathcolor="brown"><xsl:value-of select="Rule/m:apply/m:ci"/></m:mo>
- </xsl:when>
- <xsl:when test="count(Rule)=0">
- <m:mi>NESSUNA REGOLA</m:mi>
- </xsl:when>
- <xsl:otherwise>
- <m:mo mathcolor="brown"><xsl:value-of select="Rule/m:ci"/></m:mo>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </m:mtr>
- <m:mtr>
- <m:maction>
- <xsl:choose>
- <xsl:when test="count(Node)=1">
- <m:mi mathcolor="blue" mathvariant="script">Subgoal</m:mi>
- </xsl:when>
- <xsl:otherwise>
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-
-
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-
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-<!-- DEFINITION -->
-
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-<!-- AXIOM -->
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-
-<!-- UNFINISHED PROOF -->
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-
-<!-- MUTUAL INDUCTIVE DEFINITION -->
-
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-
-<!-- VARIABLE -->
-
-<xsl:template match="Variable">
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- <m:mtable align="baseline 1" equalrows="false" columnalign="left" helm:xref="{@helm:xref}">
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- <xsl:apply-templates select="type/*[1]"/>
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-
-
-
-<!-- SEQUENT -->
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-</xsl:template>-->
-
-<!--**********************-->
-<!-- TERMS -->
-<!--**********************-->
-
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-
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-
-<!-- CSYMBOL -->
-
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- <!-- LET-IN -->
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- <!-- ARROW *-->
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- <m:mo mathcolor="Blue">→</m:mo>
- <xsl:choose>
- <xsl:when test="*[position()=3]/m:csymbol">
- <xsl:variable name="nextp"><xsl:value-of select="*[position()=3]/m:csymbol"/></xsl:variable>
- <xsl:choose>
- <xsl:when test="$nextp='arrow'">
- <xsl:apply-templates select="*[position()=3]"><xsl:with-param name="nopar" select="1"/></xsl:apply-templates>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[position()=3]"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="*[position()=3]"/>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:if test="$nopar=0">
- <m:mo stretchy="false">)</m:mo>
- </xsl:if>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- TYPE_OF -->
- <xsl:when test="$name='type_of'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:value-of select="*[2]"/>
- <m:mo>:</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <xsl:apply-templates select="*[2]"/>
- <m:mo>:</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!--PRODUCT -->
- <xsl:when test="$name='product'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">Σ</m:mo>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo>:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>.</m:mtext>
- <xsl:apply-templates select="*[position()=3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <m:mo mathcolor="Blue">Σ</m:mo>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo>:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- <m:mtext>.</m:mtext>
- <xsl:apply-templates select="*[position()=3]"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- PROD_IND -->
- <xsl:when test="$name='product_ind'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="m:type"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">x</m:mo>
- <xsl:apply-templates select="*[position()=3]"/>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="m:type"/>
- <m:mo mathcolor="Blue">x</m:mo>
- <xsl:apply-templates select="*[position()=3]"/>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- PAIR -->
- <xsl:when test="$name='pair'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue"><</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mtext>, </m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue">></m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <m:mo mathcolor="Blue"><</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mtext>, </m:mtext>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue">></m:mo>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- UNION -->
- <xsl:when test="$name='union'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="*[2]"/>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">+</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <xsl:apply-templates select="*[2]"/>
- <m:mo mathcolor="Blue">+</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- INL -->
- <xsl:when test="$name='inl'">
- <m:mrow>
- <m:mo stretchy="false" mathcolor="Blue">inl(</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- <m:mo stretchy="false" mathcolor="Blue">)</m:mo>
- </m:mrow>
- </xsl:when>
- <!-- INR -->
- <xsl:when test="$name='inr'">
- <m:mrow>
- <m:mo stretchy="false" mathcolor="Blue">inr(</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- <m:mo stretchy="false" mathcolor="Blue">)</m:mo>
- </m:mrow>
- </xsl:when>
- <!-- AXIOM -->
- <xsl:when test="$name='Ax'">
- <m:mo mathcolor="Blue">Ax</m:mo>
- </xsl:when>
- <!-- VOID -->
- <xsl:when test="$name='void'">
- <m:mo mathcolor="Blue">Void</m:mo>
- </xsl:when>
- <!-- ATOM -->
- <xsl:when test="$name='atom'">
- <m:mo mathcolor="Blue">Atom</m:mo>
- </xsl:when>
- <!-- UNIVERSE -->
- <xsl:when test="$name='universe'">
- <m:msub>
- <m:mo>U</m:mo>
- <xsl:apply-templates select="m:cn"/>
- </m:msub>
- </xsl:when>
- <!-- PROP -->
- <xsl:when test="$name='prop'">
- <m:msub>
- <m:mo>P</m:mo>
- <xsl:apply-templates select="m:cn"/>
- </m:msub>
- </xsl:when>
- <!-- EQUAL -->
- <xsl:when test="$name='equal'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="*[position()=3]"/>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">=</m:mo>
- <xsl:apply-templates select="*[position()=4]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">∈</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <xsl:apply-templates select="*[position()=3]"/>
- <m:mo mathcolor="Blue">=</m:mo>
- <xsl:apply-templates select="*[position()=4]"/>
- <m:mo mathcolor="Blue">∈</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <!-- TOKEN -->
- <xsl:when test="$name='token'">
- <m:mrow>
- <m:mo mathcolor="Blue">"</m:mo>
- <xsl:apply-templates select="m:ci"/>
- <m:mo mathcolor="Blue">"</m:mo>
- </m:mrow>
- </xsl:when>
- <!-- NIL -->
- <xsl:when test="$name='nil'">
- <m:mo mathcolor="Blue">[]</m:mo>
- </xsl:when>
- <!-- CONS -->
- <xsl:when test="$name='cons'">
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <xsl:apply-templates select="*[2]"/>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">::</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mrow>
- <xsl:apply-templates select="*[2]"/>
- <m:mo mathcolor="Blue">::</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
-
-<!-- REC -->
-<xsl:when test="$name='rec'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo>rectype</m:mo>
- <xsl:apply-templates select="*[2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo>=</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mrow>
- <m:mo>rectype</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mo>=</m:mo>
- <xsl:apply-templates select="*[3]"/>
-</m:mrow>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-
-<!-- SET -->
-<xsl:when test="$name='t_set'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue" stretchy="false">{</m:mo>
- <xsl:choose>
- <xsl:when test="m:bvar/m:ci">
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:row>
- <m:mo mathcolor="Blue" stretchy="false">|</m:mo>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue" stretchy="false">}</m:mo>
- </m:row>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:row>
- <m:mo mathcolor="Blue" stretchy="false">{</m:mo>
- <xsl:choose>
- <xsl:when test="m:bvar/m:ci">
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </xsl:otherwise>
- </xsl:choose>
- <m:mo mathcolor="Blue" stretchy="false">|</m:mo>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue" stretchy="false">}</m:mo>
-</m:row>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-
-<!-- ISECT -->
-<xsl:when test="$name='isect'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">Ç</m:mo>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">.</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mrow>
- <m:mo mathcolor="Blue">Ç</m:mo>
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>
- <m:mo mathcolor="Blue">.</m:mo>
- <xsl:apply-templates select="*[3]"/>
-</m:mrow>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-<!-- QUOTIENT -->
-<xsl:when test="$name='quotient'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="m:bvar[1]"/>
- <m:mo mathcolor="Blue">,</m:mo>
- <xsl:apply-templates select="m:bvar[2]"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="*[2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Blue">//</m:mo>
- <xsl:apply-templates select="*[5]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mrow>
- <xsl:apply-templates select="m:bvar[1]"/>
- <m:mo mathcolor="Blue">,</m:mo>
- <xsl:apply-templates select="m:bvar[2]"/>
- <m:mo mathcolor="Blue">:</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mo mathcolor="Blue">//</m:mo>
- <xsl:apply-templates select="*[5]"/>
-</m:mrow>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-<!-- IF_THEN_ELSE -->
-<xsl:when test="$name='if_then_else'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="m:where = 'atom_eq'">
- <m:mo stretchy="false" mathcolor="Blue">atom_eq (</m:mo>
- </xsl:when>
- <xsl:when test="m:where = 'int_eq'">
- <m:mo stretchy="false" mathcolor="Blue">int_eq (</m:mo>
- </xsl:when>
- <xsl:when test="m:where = 'less'">
- <m:mo stretchy="false" mathcolor="Blue">less (</m:mo>
- </xsl:when>
- </xsl:choose>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[4]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[5]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[6]"/>
- <m:mo stretchy="false" mathcolor="Blue">)</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mrow>
- <xsl:choose>
- <xsl:when test="m:where = 'atom_eq'">
- <m:mo stretchy="false" mathcolor="Blue">atom_eq (</m:mo>
- </xsl:when>
- <xsl:when test="m:where = 'int_eq'">
- <m:mo stretchy="false" mathcolor="Blue">int_eq (</m:mo>
- </xsl:when>
- <xsl:when test="m:where = 'less'">
- <m:mo stretchy="false" mathcolor="Blue">less (</m:mo>
- </xsl:when>
- </xsl:choose>
- <xsl:apply-templates select="*[3]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- <xsl:apply-templates select="*[4]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- <xsl:apply-templates select="*[5]"/>
- <m:mo mathcolor="Blue">;</m:mo>
- <xsl:apply-templates select="*[6]"/>
- <m:mo stretchy="false" mathcolor="Blue">)</m:mo>
-</m:mrow>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-<!-- SO_LAMBDA -->
-<xsl:when test="$name='so_lambda'">
-<xsl:choose>
-<xsl:when test="($charlength - 4) >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="red">λ</m:mo>
- <xsl:apply-templates select="m:apply[1]/*[2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo>.</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mrow>
- <m:mo mathcolor="red">λ</m:mo>
- <xsl:apply-templates select="m:apply[1]/m:ci[2]"/>
- <m:mo>.</m:mo>
- <xsl:apply-templates select="*[3]"/>
-</m:mrow>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-<!-- SO_APPLY -->
-<xsl:when test="$name='so_apply'">
-<xsl:choose>
-<xsl:when test="($charlength - 4) >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="IN_PREC" select="$FUNCTION_PREC"/>
- </xsl:apply-templates>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:for-each select="*[position()>2]">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom stretchy="false"><m:mtext>(</m:mtext></m:mphantom>
- <xsl:apply-templates select=".">
- <xsl:with-param name="IN_PREC" select="$FUNCTION_PREC"/>
- </xsl:apply-templates>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:for-each>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
-</m:mtable>
-</xsl:when>
-<xsl:otherwise>
-<m:mo stretchy="false">(</m:mo>
-<xsl:apply-templates select="*[position()=2]">
- <xsl:with-param name="IN_PREC" select="$FUNCTION_PREC"/>
-</xsl:apply-templates>
-<xsl:for-each select="*[position()>2]">
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select=".">
- <xsl:with-param name="IN_PREC" select="$FUNCTION_PREC"/>
- </xsl:apply-templates>
-</xsl:for-each>
-<m:mo stretchy="false">)</m:mo>
-</xsl:otherwise>
-</xsl:choose>
-</xsl:when>
-<!-- CAST -->
-<xsl:when test="$name='cast'">
-<xsl:choose>
-<xsl:when test="$charlength >= $framewidth">
-<m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Maroon">:></m:mo>
- <xsl:apply-templates select="*[position()=3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- <m:mo mathcolor="Maroon">:></m:mo>
- <xsl:apply-templates select="*[position()=3]"/>
- <m:mo stretchy="false">)</m:mo>
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- <m:mtr>
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- <m:mtr>
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- <!-- PROP -->
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- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
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- <m:mtr>
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- <!-- FIX -->
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- <m:mtr>
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- <m:mtr>
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- <xsl:for-each select="m:bvar">
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- <m:mi><xsl:value-of select="m:ci"/></m:mi>
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- <!-- COFIX -->
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- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
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- <m:mo>COFIX</m:mo>
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- <m:mtr>
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- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <xsl:for-each select="m:bvar">
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- <m:mtr>
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- <m:mi><xsl:value-of select="m:ci"/></m:mi>
- <m:mo>:</m:mo>
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- <xsl:if test="$charlength >= $framewidth">
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- <xsl:apply-templates select="m:type"/>
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- <m:mtr>
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- <m:mtr>
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- <xsl:for-each select="m:bvar">
- <m:mtr>
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- <m:mi><xsl:value-of select="m:ci"/></m:mi>
- <m:mo>:</m:mo>
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- <!-- ***************************************** -->
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- <m:mrow>
- <m:mtext mathcolor="Red">We can prove</m:mtext>
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- <m:mtext mathcolor="Red">we proved</m:mtext>
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- <m:mtext mathcolor="Red">that is equivalent to</m:mtext>
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- <m:mtext mathcolor="Red">We can prove</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <!-- the last child is either the expected type, if provided,-->
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- <m:mrow>
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- <m:mtext mathcolor="Green">(explain)</m:mtext>
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- <xsl:apply-templates select="*[position()=2]"/>
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- </m:mtd>
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- <xsl:variable name="hidedetails">
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- <m:mphantom>
- <m:mtext>_</m:mtext>
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- <xsl:if test="$test">
- <m:mtext mathcolor="Green">(hide details)</m:mtext>
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- </m:mrow>
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- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">we proved</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[position()=3]"/>
- <xsl:if test="not(*[4])">
- <xsl:copy-of select="$hidedetails"/>
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- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:if test="*[4]">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">that is equivalent to</m:mtext>
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- <xsl:apply-templates select="*[position()=4]"/>
- <xsl:copy-of select="$hidedetails"/>
- </m:mrow>
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- <xsl:choose>
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- <!-- LETIN1 -->
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- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[position()=2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[position()=3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:when test="$name='by_induction'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">We prove</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="../*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">by induction on</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates
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- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <xsl:for-each select="*[position()>3 and not(position()=last())]">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
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- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
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- <!-- inductive_case -->
- <xsl:when test="$name='inductive_case'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">Case</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <xsl:if test="*[3]/*[position()>1]">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">By induction hypothesis, we have:</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:for-each select="*[3]/*[position()>1]">
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="m:ci"/>
- <m:mo stretchy="false">) </m:mo>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="m:type"/>
- </xsl:for-each>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:if>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[4]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- case_lhs -->
- <xsl:when test="$name='case_lhs'">
- <m:mrow>
- <xsl:choose>
- <xsl:when test="count(*)=2">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <xsl:for-each select="m:bvar">
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[1]"/>
- <m:mtext>:</m:mtext>
- <xsl:apply-templates select="m:type/*[1]"/>
- </xsl:for-each>
- <m:mo stretchy="false">)</m:mo>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </xsl:when>
- <!-- false_ind -->
- <xsl:when test="$name='false_ind'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">Contradiction.</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- LET-IN -->
- <xsl:when test="$name='letin'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <!-- <xsl:for-each select="APPLY[m:csymbol and (string(m:csymbol)='let')]"> -->
- <xsl:for-each select="*[(last() > position()) and (position()>1)]">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:for-each>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[position()=last()]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- LET -->
- <xsl:when test="$name='let'">
- <m:mtext>(</m:mtext>
- <xsl:apply-templates select="m:ci"/>
- <m:mtext>) </m:mtext>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- RW_STEP -->
- <xsl:when test="$name='rw_step'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Rewrite</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[3]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>with</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[4]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>by</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[5]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- not existing any more
- <xsl:when test="$name='thread'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[last()])='m:apply'">
- <xsl:apply-templates select="*[last()]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[last()]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:apply-templates mode="thread" select="*[(last()-2)]"/>
- </m:mtable>
- </xsl:when>
- -->
- <!-- REWRITE_AND_APPLY -->
- <xsl:when test="$name='rewrite_and_apply'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Then apply it to</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[position()>2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- AND_IND -->
- <xsl:when test="$name='and_ind'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>In particular, we have</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>(</m:mtext>
- <xsl:apply-templates select="*[3]"/>
- <m:mtext>)</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[4]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>(</m:mtext>
- <xsl:apply-templates select="*[5]"/>
- <m:mtext>)</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[6]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[7]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- full_or_ind -->
- <xsl:when test="$name='full_or_ind'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>We proceed by cases to prove</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Left: suppose</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[4]/m:bvar/m:ci"/>
- <m:mo stretchy="false">)</m:mo>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[4]/m:bvar/m:type/*[1]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[4]/*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Right: suppose</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[5]/m:bvar/m:ci"/>
- <m:mo stretchy="false">)</m:mo>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[5]/m:bvar/m:type/*[1]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[5]/*[3]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- OR_IND -->
- <xsl:when test="$name='or_ind'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>We prove</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[3]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>by cases:</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Left</m:mtext>
- <xsl:apply-templates select="*[4]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Right</m:mtext>
- <xsl:apply-templates select="*[5]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- EX_IND -->
- <xsl:when test="$name='ex_ind'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="name(*[2])='m:apply'">
- <xsl:apply-templates select="*[2]"/>
- </xsl:when>
- <xsl:otherwise>
- <m:mtext>Consider</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Let</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[3]"/>
- <m:mtext>:</m:mtext>
- <xsl:apply-templates select="*[4]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>such that</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>(</m:mtext>
- <xsl:apply-templates select="*[5]"/>
- <m:mtext>)</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="*[6]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="*[7]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <!-- EQ_CHAIN -->
- <xsl:when test="$name='eq_chain'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">We have the following equality chain:</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:for-each select="*[position() mod 2 = 0]">
- <xsl:variable name="pos" select="position()"/>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="$pos = 1">
- <xsl:apply-templates select="."/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mo>=</m:mo>
- </xsl:when>
- <xsl:otherwise>
- <m:mo>=</m:mo>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:if test="$pos != last()">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom><m:mtext>__</m:mtext></m:mphantom>
- <xsl:apply-templates select="../*[position()=2*$pos +1]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:if>
- </xsl:for-each>
- </m:mtable>
- </xsl:when>
- <!-- DISEQ_CHAIN -->
- <xsl:when test="$name='diseq_chain'">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">We have the following disequality chain:</m:mtext>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:for-each select="*[position() mod 3 = 2]">
- <xsl:variable name="pos" select="position()"/>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:choose>
- <xsl:when test="$pos = 1">
- <xsl:apply-templates select="."/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <mo><xsl:apply-templates select="../*[position()=3*$pos]"/></mo>
- </xsl:when>
- <xsl:otherwise>
- <mo><xsl:apply-templates select="../*[position()=3*($pos - 1)]"/></mo>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="."/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <xsl:if test="$pos != last()">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mphantom><m:mtext>__</m:mtext></m:mphantom>
- <xsl:apply-templates select="../*[position()=3*$pos +1]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:if>
- </xsl:for-each>
- </m:mtable>
- </xsl:when>
- <!-- ***************************************** -->
- <!-- *********** NOTATIONS ******************* -->
- <!-- ***************************************** -->
- <!-- subst -->
- <xsl:when test="$name='subst'">
- <xsl:apply-templates select="*[3]"/>
-<!-- no font for ApplyFunction: <m:mo></m:mo> -->
- <m:mo stretchy="false">[</m:mo>
- <xsl:apply-templates select="*[4]"/>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>←</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mo stretchy="false">]</m:mo>
- </xsl:when>
- <!-- lift -->
- <xsl:when test="$name='lift'">
- <m:msup>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>↑</m:mo>
- <xsl:apply-templates select="*[2]"/>
- </m:msup>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[3]"/>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </xsl:when>
- <!-- lift_with_base -->
- <xsl:when test="$name='lift_with_base'">
- <m:msubsup>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>↑</m:mo>
- <xsl:apply-templates select="*[3]"/>
- <xsl:apply-templates select="*[4]"/>
- </m:msubsup>
- <m:mrow>
- <m:mo stretchy="false">(</m:mo>
- <xsl:apply-templates select="*[2]"/>
- <m:mo stretchy="false">)</m:mo>
- </m:mrow>
- </xsl:when>
- <!-- beta_red1 -->
- <xsl:when test="$name='beta_red1'">
- <xsl:apply-templates select="*[2]"/>
- <m:munder>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>→</m:mo>
- <m:mi mathcolor="Green">β</m:mi>
- </m:munder>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- beta_red -->
- <xsl:when test="$name='beta_red'">
- <xsl:apply-templates select="*[2]"/>
- <m:munderover>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>→</m:mo>
- <m:mi mathcolor="Green">β</m:mi>
- <m:mi mathcolor="Green">*</m:mi>
- </m:munderover>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- par_beta_red1 -->
- <xsl:when test="$name='par_beta_red1'">
- <xsl:apply-templates select="*[2]"/>
- <m:munder>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>⇒</m:mo>
- <m:mi mathcolor="Green">β</m:mi>
- </m:munder>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- par_beta_red -->
- <xsl:when test="$name='par_beta_red'">
- <xsl:apply-templates select="*[2]"/>
- <m:munderover>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>⇒</m:mo>
- <m:mi mathcolor="Green">β</m:mi>
- <m:mi mathcolor="Green">*</m:mi>
- </m:munderover>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- forgetful -->
- <xsl:when test="$name='forgetful'">
- <m:mfenced open="|" close="|">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[2]"/>
- </m:mfenced>
- </xsl:when>
- <!-- isomorphic -->
- <xsl:when test="$name='isomorphic'">
- <xsl:apply-templates select="*[2]"/>
- <m:mo mathcolor="Green">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>≅</m:mo>
- <xsl:apply-templates select="*[3]"/>
- </xsl:when>
- <!-- interp -->
- <xsl:when test="$name='forgetful'">
- <m:mfenced open="[" close="]">
- <xsl:if test="$id != ''">
- <xsl:attribute name="xref"><xsl:value-of select="$id"/></xsl:attribute>
- </xsl:if>
- <xsl:apply-templates select="*[2]"/>
- </m:mfenced>
- </xsl:when>
-
- <!-- ERROR -->
- <xsl:otherwise>
- <m:mi>ERROR</m:mi>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
-</xsl:template>
-
-<!-- Il modo Thread non esiste piu'
-<xsl:template match="*" mode="thread">
- <xsl:variable name="name"><xsl:value-of select="following-sibling::*[position()=1]/m:csymbol"/></xsl:variable>
- <xsl:choose>
- <xsl:when test="$name='rw_step'">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext>Rewrite</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="following-sibling::*[position()=1]/*[2]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>with</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="following-sibling::*[position()=1]/*[3]"/>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <m:mtext>by</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="following-sibling::*[position()=1]/*[4]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">we get</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:when>
- <xsl:otherwise>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <xsl:apply-templates select="following-sibling::*[position()=1]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mtext mathcolor="Red">we get</m:mtext>
- <m:mphantom><m:mtext>_</m:mtext></m:mphantom>
- <xsl:apply-templates select="."/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:apply-templates mode="thread" select="preceding-sibling::*[position()=2]"/>
-</xsl:template>
--->
-
-<!-- LAMBDA -->
-
-<xsl:template match="m:lambda">
- <xsl:variable name="charlength"><xsl:apply-templates select="*[position()=1]" mode="charcount"/></xsl:variable>
- <m:mrow>
- <xsl:if test="@id">
- <xsl:attribute name="xref">
- <xsl:value-of select="@id"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:choose>
- <xsl:when test="$charlength >= $framewidth">
- <m:mtable align="baseline 1" equalrows="false" columnalign="left">
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo mathcolor="Red">λ</m:mo>
- <!--<xsl:apply-templates select="m:bvar"/>-->
- <xsl:apply-templates select="m:bvar/m:ci"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- <m:mtr>
- <m:mtd>
- <m:mrow>
- <m:mo>.</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- </m:mrow>
- </m:mtd>
- </m:mtr>
- </m:mtable>
- </xsl:when>
- <xsl:otherwise>
- <m:mo mathcolor="Red">λ</m:mo>
- <!--<xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo>:</m:mo>
- <xsl:apply-templates select="m:bvar/m:type"/>-->
- <xsl:apply-templates select="m:bvar/m:ci"/>
- <m:mo>.</m:mo>
- <xsl:apply-templates select="*[position()=2]"/>
- </xsl:otherwise>
- </xsl:choose>
- </m:mrow>
-</xsl:template>
-
-
-<!--**********************-->
-<!-- COUNTING -->
-<!--**********************-->
-
-<xsl:template match="m:cn|m:and|m:or|m:not|m:exists|m:eq|m:lt|m:leq|m:gt|m:geq
- |m:in|m:notin|m:intersect|m:union|m:subset|m:prsubset|m:card|m:setdiff
- |m:plus|m:minus|m:times" mode="charcount">
-<xsl:param name="incurrent_length" select="0"/>
- <xsl:choose>
- <xsl:when test="$framewidth > ($incurrent_length + 3 + string-length())">
- <xsl:variable name="siblength">
- <xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount">
- <xsl:with-param name="incurrent_length" select="$incurrent_length + string-length()"/>
- </xsl:apply-templates>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="$incurrent_length + 3 + string-length()"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$incurrent_length + 3 + string-length()"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="m:ci|m:csymbol" mode="charcount">
-<xsl:param name="incurrent_length" select="0"/>
-<xsl:param name="nosibling" select="0"/>
- <xsl:choose>
- <xsl:when test="$framewidth > ($incurrent_length + string-length()) and ($nosibling = 0)">
- <xsl:variable name="siblength">
- <xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount">
- <xsl:with-param name="incurrent_length" select="$incurrent_length + string-length()"/>
- </xsl:apply-templates>
- </xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="$incurrent_length + string-length()"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$incurrent_length + string-length()"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="*" mode="charcount">
-<xsl:param name="incurrent_length" select="0"/>
-<xsl:param name="nosibling" select="0"/>
- <xsl:choose>
- <xsl:when test="count(child::*) = 0">
- <!-- CSC: tremendous bug fixed. An empty element can still have siblings!!! -->
- <xsl:variable name="siblength"><xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$incurrent_length"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="$incurrent_length"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:variable name="childlength"><xsl:apply-templates select="*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$incurrent_length"/><xsl:with-param name="nosibling" select="0"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="$framewidth > number($childlength) and ($nosibling = 0)">
- <xsl:variable name="siblength"><xsl:apply-templates select="following-sibling::*[position()=1]" mode="charcount"><xsl:with-param name="incurrent_length" select="$childlength"/></xsl:apply-templates></xsl:variable>
- <xsl:choose>
- <xsl:when test="string($siblength) = """>
- <xsl:value-of select="number($childlength)"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($siblength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="number($childlength)"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:cn="http://www.......">
-
-
-<xsl:template match="NuPrlProof">
- <Definition>
- <Params />
- <body>
- <xsl:apply-templates/>
- </body>
- <type>
- <xsl:apply-templates select="node/sequent/conclusion/*[1]"/>
- </type>
- </Definition>
-</xsl:template>
-
-<xsl:template match="NuPrlDefinition">
- <NuPrlDefinition>
- <xsl:apply-templates select="*"/>
- </NuPrlDefinition>
-</xsl:template>
-
-<xsl:template match="node">
- <xsl:element name="Node">
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-<xsl:template match="sequent">
- <xsl:element name="Sequent">
- <xsl:attribute name="id">
- <xsl:value-of select="@number"/>
- </xsl:attribute>
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-<xsl:template match="hypothesis">
- <xsl:element name="Decl">
- <xsl:if test="@var!=""">
- <xsl:attribute name="name">
- <xsl:value-of select="@var"/>
- </xsl:attribute>
- </xsl:if>
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-<xsl:template match="conclusion">
- <xsl:element name="Goal">
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-<xsl:template match="ruleinstance">
- <xsl:element name="Rule">
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-<xsl:template match="tacticinstance">
- <TacticInstance name="{@name}" uri="{@uri}"/>
-</xsl:template>
-
-<xsl:template match="tacticproof">
- <xsl:element name="TacticProof">
- <xsl:apply-templates/>
- </xsl:element>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:cn="http://www.......">
-
-<xsl:template match="level-expression">
- <m:apply>
- <m:ci>level-exp</m:ci>
- <m:ci>
- <xsl:value-of select="@level"/>
- </m:ci>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="parameter-substitution-list">
- <m:apply>
- <m:ci>parameter-substitution-list</m:ci>
- <m:ci>
- <xsl:value-of select="@val"/>
- </m:ci>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="tag">
- <m:apply>
- <m:ci>tag <xsl:value-of select="@step"/>:</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_functionFormation">
- <m:apply>
- <m:ci>dependent_functionFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_functionFormation">
- <m:ci>independent_functionFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="functionEquality">
- <m:apply>
- <m:ci>functionEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_functionEquality">
- <m:ci>independent_functionEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="lambdaEquality">
- <m:apply>
- <m:ci>lambdaEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="lambdaFormation">
- <m:apply>
- <m:ci>lambdaFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="applyEquality">
- <m:apply>
- <m:ci>applyEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_functionElimination">
- <m:apply>
- <m:ci>independent_functionElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_functionElimination">
- <m:apply>
- <m:ci>dependent_functionElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="applyReduce">
- <m:ci>functionEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="functionExtensionality">
- <m:apply>
- <m:ci>functionExtensionality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_productFormation">
- <m:apply>
- <m:ci>dependent_productFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_productFormation">
- <m:ci>independent_productFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="productEquality">
- <m:apply>
- <m:ci>productEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_productEquality">
- <m:ci>independent_productEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="dependent_pairEquality">
- <m:apply>
- <m:ci>dependent_pairEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_pairFormation">
- <m:apply>
- <m:ci>dependent_pairFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_pairEquality">
- <m:ci>independent_pairEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="independent_pairFormation">
- <m:ci>independent_pairFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="spreadEquality">
- <m:apply>
- <m:ci>spreadEquality</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="productElimination">
- <m:apply>
- <m:ci>productElimination</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="spreadReduce">
- <m:ci>spreadReduce</m:ci>
-</xsl:template>
-
-<xsl:template match="unionFormation">
- <m:ci>unionFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="unionEquality">
- <m:ci>unionEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="inlEquality">
- <m:apply>
- <m:ci>inlEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="inlFormation">
- <m:apply>
- <m:ci>inlFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="inrEquality">
- <m:apply>
- <m:ci>inrEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="inrFormation">
- <m:apply>
- <m:ci>inrFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="decideEquality">
- <m:apply>
- <m:ci>decideEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="unionElimination">
- <m:apply>
- <m:ci>unionElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="decideReduceLeft">
- <m:ci>decideReduceLeft</m:ci>
-</xsl:template>
-
-<xsl:template match="decideReduceRight">
- <m:ci>decideReduceRight</m:ci>
-</xsl:template>
-
-<xsl:template match="universeFormation">
- <m:apply>
- <m:ci>universeFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="universeEquality">
- <m:ci>universeEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="cumulativity">
- <m:apply>
- <m:ci>cumulativity</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="equalityFormation">
- <m:apply>
- <m:ci>equalityFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="equalityEquality">
- <m:ci>equalityEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="axiomEquality">
- <m:ci>axiomEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="equalityElimination">
- <m:apply>
- <m:ci>equalityElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="hypothesisEquality">
- <m:apply>
- <m:ci>hypothesisEquality</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="substitution">
- <m:apply>
- <m:ci>substitution</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="equality">
- <m:ci>equality</m:ci>
-</xsl:template>
-
-<xsl:template match="voidFormation">
- <m:ci>voidFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="voidEquality">
- <m:ci>voidEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="anyEquality">
- <m:ci>anyEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="voidElimination">
- <m:apply>
- <m:ci>voidElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="atomFormation">
- <m:ci>atomFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="atomEquality">
- <m:ci>atomEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="tokenEquality">
- <m:ci>tokenEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="tokenFormation">
- <m:apply>
- <m:ci>tokenFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="atom_eqEquality">
- <m:apply>
- <m:ci>atom_eqEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="atom_eqReduceTrue">
- <m:apply>
- <m:ci>atom_eqReduceTrue</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="atom_eqReduceFalse">
- <m:ci>atom_eqReduceFalse</m:ci>
-</xsl:template>
-
-<xsl:template match="intFormation">
- <m:ci>intFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="intEquality">
- <m:ci>intEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="natural_numberEquality">
- <m:ci>natural_numberEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="minusEquality">
- <m:ci>minusEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="addEquality">
- <m:ci>addEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="subtractEquality">
- <m:ci>subtractEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="multiplyEquality">
- <m:ci>multiplyEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="divideFormation">
- <m:ci>divideFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="addEquality">
- <m:ci>addEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="subtractEquality">
- <m:ci>subtractEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="multiplyEquality">
- <m:ci>multiplyEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="divideEquality">
- <m:ci>divideEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="remainderBounds1">
- <m:ci>remainderBounds1</m:ci>
-</xsl:template>
-
-<xsl:template match="remainderBounds2">
- <m:ci>remainderBounds2</m:ci>
-</xsl:template>
-
-<xsl:template match="remainderBounds3">
- <m:ci>remainderBounds3</m:ci>
-</xsl:template>
-
-<xsl:template match="remainderBounds4">
- <m:ci>remainderBounds4</m:ci>
-</xsl:template>
-
-<xsl:template match="divideRemainderSum">
- <m:ci>divideRemainderSum</m:ci>
-</xsl:template>
-
-<xsl:template match="arith">
- <m:apply>
- <m:ci>arith</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="indEquality">
- <m:apply>
- <m:ci>indEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="intElimination">
- <m:apply>
- <m:ci>intElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="indReduceDown">
- <m:ci>indReduceDown</m:ci>
-</xsl:template>
-
-<xsl:template match="indReduceUp">
- <m:ci>indReduceUp</m:ci>
-</xsl:template>
-
-<xsl:template match="indReduceBase">
- <m:ci>indReduceBase</m:ci>
-</xsl:template>
-
-<xsl:template match="ind_eqEquality">
- <m:ci>ind_eqEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="ind_eqReduceTrue">
- <m:ci>ind_eqReduceTrue</m:ci>
-</xsl:template>
-
-<xsl:template match="ind_eqReduceFalse">
- <m:ci>ind_eqReduceFalse</m:ci>
-</xsl:template>
-
-<xsl:template match="lessEquality">
- <m:ci>lessEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="lessReduceTrue">
- <m:ci>lessReduceTrue</m:ci>
-</xsl:template>
-
-<xsl:template match="lessReduceFalse">
- <m:ci>lessReduceFalse</m:ci>
-</xsl:template>
-
-<xsl:template match="less_thanEquality">
- <m:ci>less_thanEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="less_thanFormation">
- <m:ci>less_thanFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="less_thanMember">
- <m:ci>less_thanMember</m:ci>
-</xsl:template>
-
-<xsl:template match="listFormation">
- <m:ci>listFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="listEquality">
- <m:ci>listEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="nilEquality">
- <m:apply>
- <m:ci>nilEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="nilFormation">
- <m:apply>
- <m:ci>nilFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="consFormation">
- <m:ci>consFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="consEquality">
- <m:ci>consEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="list_indEquality">
- <m:apply>
- <m:ci>list_indEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="listElimination">
- <m:apply>
- <m:ci>listElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="list_indReduceUp">
- <m:ci>list_indReduceUp</m:ci>
-</xsl:template>
-
-<xsl:template match="list_indReduceBase">
- <m:ci>list_indReduceBase</m:ci>
-</xsl:template>
-
-<xsl:template match="recEquality">
- <m:apply>
- <m:ci>recEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="rec_memberEquality">
- <m:apply>
- <m:ci>rec_memberEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="rec_memberFormation">
- <m:apply>
- <m:ci>rec_memberFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="rec_indEquality">
- <m:apply>
- <m:ci>rec_indEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="recElimination">
- <m:apply>
- <m:ci>recElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="recUnrollElimination">
- <m:apply>
- <m:ci>recUnrollElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_setFormation">
- <m:apply>
- <m:ci>dependent_setFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_setFormation">
- <m:ci>independent_setFormation</m:ci>
-</xsl:template>
-
-<xsl:template match="setEquality">
- <m:apply>
- <m:ci>setEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_set_memberEquality">
- <m:apply>
- <m:ci>dependent_set_memberEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="dependent_set_memberFormation">
- <m:apply>
- <m:ci>dependent_set_memberFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="independent_set_memberEquality">
- <m:ci>independent_set_memberEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="independent_set_memberFormation">
- <m:apply>
- <m:ci>independent_set_memberFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="setElimination">
- <m:apply>
- <m:ci>setElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isectFormation">
- <m:apply>
- <m:ci>isectFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isectEquality">
- <m:apply>
- <m:ci>isectEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isect_memberEquality">
- <m:apply>
- <m:ci>isect_memberEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isect_memberFormation">
- <m:apply>
- <m:ci>isect_memberFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isect_member_caseEquality">
- <m:apply>
- <m:ci>isect_member_caseEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="isectElimination">
- <m:apply>
- <m:ci>isectElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotientFormation">
- <m:apply>
- <m:ci>quotientFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotientWeakEquality">
- <m:apply>
- <m:ci>quotientWeakEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotientEquality">
- <m:ci>quotientEquality</m:ci>
-</xsl:template>
-
-<xsl:template match="quotient_memberWeakEquality">
- <m:apply>
- <m:ci>quotient_memberWeakEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotient_memberFormation">
- <m:apply>
- <m:ci>quotient_memberFormation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotient_memberEquality">
- <m:apply>
- <m:ci>quotient_memberEquality</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotient_equalityElimination">
- <m:apply>
- <m:ci>quotient_equalityElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotientElimination">
- <m:apply>
- <m:ci>quotientElimination</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="quotientElimination_2">
- <m:apply>
- <m:ci>quotientElimination_2</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="direct_computation">
- <m:apply>
- <m:ci>direct_computation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="reverse_direct_computation">
- <m:apply>
- <m:ci>reverse_direct_computation</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="direct_computation_hypothesis">
- <m:apply>
- <m:ci>direct_computation_hypothesis</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="reverse_direct_computation_hypothesis">
- <m:apply>
- <m:ci>reverse_direct_computation_hypothesis</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="ruleinstance/hypothesis">
- <m:apply>
- <m:ci>hypothesis</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="thin">
- <m:apply>
- <m:ci>thin</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="cut">
- <m:apply>
- <m:ci>cut</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="hyp_replacement">
- <m:apply>
- <m:ci>hyp_replacement</m:ci>
- <m:cn>
- <xsl:value-of select="@number_hyp"/>
- </m:cn>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="lemma">
- <m:apply>
- <m:ci>lemma</m:ci>
- <m:ci>
- <xsl:value-of select="@name"/>
- </m:ci>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="extract">
- <m:apply>
- <m:ci>extract</m:ci>
- <m:ci>
- <xsl:value-of select="@name"/>
- </m:ci>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="instantiate">
- <m:apply>
- <m:ci>instantiate</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="because">
- <m:ci>because</m:ci>
-</xsl:template>
-
-<xsl:template match="rename">
- <m:apply>
- <m:ci>rename</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-<xsl:template match="introduction">
- <m:apply>
- <m:ci>introducition</m:ci>
- <xsl:apply-templates/>
- </m:apply>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML">
-
-<xsl:include href="nuprl_proof.xsl"/>
-<xsl:include href="nuprl_abstract.xsl"/>
-<xsl:include href="nuprl_rules.xsl"/>
-
-<!-- NuPrl Term -->
-<xsl:template match="var">
- <m:ci>
- <xsl:value-of select="@val"/>
- </m:ci>
-</xsl:template>
-
-
-<xsl:template match="function">
- <xsl:choose>
- <xsl:when test="type_of">
- <xsl:choose>
- <xsl:when test="type_of/@var=""">
- <m:apply>
- <m:csymbol>arrow</m:csymbol>
- <xsl:apply-templates select="type_of/*"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:when>
- <xsl:otherwise>
- <m:apply>
- <m:csymbol>prod</m:csymbol>
- <m:bvar>
- <m:ci>
- <xsl:value-of select="type_of/@var"/>
- </m:ci>
- <m:type>
- <xsl:apply-templates select="type_of/*"/>
- </m:type>
- </m:bvar>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <m:apply>
- <m:csymbol>arrow</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-
-<xsl:template match="lambda">
- <m:lambda>
- <m:bvar>
- <m:ci>
- <xsl:value-of select="@binder"/>
- </m:ci>
- </m:bvar>
- <xsl:apply-templates/>
- </m:lambda>
-</xsl:template>
-
-
-<xsl:template match="apply">
- <m:apply>
- <m:csymbol>app</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="product">
- <m:apply>
- <xsl:choose>
- <xsl:when test="type_of">
- <xsl:choose>
- <xsl:when test="type_of/@var=""">
- <m:csymbol>product_ind</m:csymbol>
- <m:type>
- <xsl:apply-templates select="type_of/*"/>
- </m:type>
- </xsl:when>
- <xsl:otherwise>
- <m:csymbol>product</m:csymbol>
- <m:bvar>
- <m:ci>
- <xsl:value-of select="type_of/@var"/>
- </m:ci>
- <m:type>
- <xsl:apply-templates select="type_of/*"/>
- </m:type>
- </m:bvar>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <m:csymbol>product_ind</m:csymbol>
- <m:type>
- <xsl:apply-templates select="*[1]"/>
- </m:type>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="pair">
- <m:apply>
- <m:csymbol>pair</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="spread">
- <m:apply>
- <m:csymbol>mutcase</m:csymbol>
- <m:csymbol>NONE</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <m:piecewise>
- <m:piece>
- <xsl:apply-templates select="*[4]"/>
- <m:apply>
- <m:csymbol>pair</m:csymbol>
- <xsl:apply-templates select="binder[1]"/>
- <xsl:apply-templates select="binder[2]"/>
- </m:apply>
- </m:piece>
- </m:piecewise>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="union">
- <m:apply>
- <m:csymbol>union</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="inl">
- <m:apply>
- <m:csymbol>inl</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="inr">
- <m:apply>
- <m:csymbol>inr</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="decide">
- <m:apply>
- <m:csymbol>mutcase</m:csymbol>
- <m:csymbol>NONE</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <m:piecewise>
- <m:piece>
- <xsl:apply-templates select="*[3]"/>
- <m:apply>
- <m:csymbol>inl</m:csymbol>
- <xsl:apply-templates select="binder[1]"/>
- </m:apply>
- </m:piece>
- <m:piece>
- <xsl:apply-templates select="*[5]"/>
- <m:apply>
- <m:csymbol>inr</m:csymbol>
- <xsl:apply-templates select="binder[2]"/>
- </m:apply>
- </m:piece>
- </m:piecewise>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="universe">
- <m:apply>
- <m:csymbol>universe</m:csymbol>
- <m:cn>
- <xsl:value-of select="@level"/>
- </m:cn>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="equal">
- <m:apply>
- <m:csymbol>equal</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[3]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="axiom">
- <m:apply>
- <m:csymbol>Ax</m:csymbol>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="void">
- <m:apply>
- <m:csymbol>void</m:csymbol>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="any">
- <m:apply>
- <m:csymbol>mutcase</m:csymbol>
- <m:csymbol>NONE</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="atom">
- <m:apply>
- <m:csymbol>atom</m:csymbol>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="token">
- <m:apply>
- <m:csymbol>token</m:csymbol>
- <m:ci>
- <xsl:value-of select="@val"/>
- </m:ci>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="atom_eq">
- <m:apply>
- <m:csymbol>if_then_else</m:csymbol>
- <m:where>atom_eq</m:where>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[3]"/>
- <xsl:apply-templates select="*[4]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="int">
- <m:integers/>
-</xsl:template>
-
-
-<xsl:template match="natural_number">
- <m:cn>
- <xsl:value-of select="@val"/>
- </m:cn>
-</xsl:template>
-
-
-<xsl:template match="minus">
- <m:apply>
- <m:minus/>
- <xsl:apply-templates select="*[1]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="add">
- <m:apply>
- <m:plus/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="subtract">
- <m:apply>
- <m:minus/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="multiply">
- <m:apply>
- <m:times/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="divide">
- <m:apply>
- <m:divide/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="remainder">
- <m:apply>
- <m:rem/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="int_eq">
- <m:apply>
- <m:csymbol>if_then_else</m:csymbol>
- <m:where>int_eq</m:where>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[3]"/>
- <xsl:apply-templates select="*[4]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="less">
- <m:apply>
- <m:csymbol>if_then_else</m:csymbol>
- <m:where>less</m:where>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- <xsl:apply-templates select="*[3]"/>
- <xsl:apply-templates select="*[4]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="ind">
- <m:apply>
- <m:csymbol>by_induction</m:csymbol>
- <m:ci>ind</m:ci>
- <m:csymbol>NONE</m:csymbol>
- <m:apply> <!-- CASO BASE -->
- <m:csymbol>inductive_case</m:csymbol>
- <m:apply>
- <m:csymbol>case_lhs</m:csymbol>
- <m:ci>0</m:ci>
- </m:apply>
- <m:apply>
- <m:csymbol>induction_hypothesis</m:csymbol>
- </m:apply>
- <xsl:apply-templates select="*[5]"/>
- </m:apply>
-
- <m:apply> <!--CASO INDUTTIVO PER I NUMERI POSITIVI-->
- <m:csymbol>inductive_case</m:csymbol>
- <m:apply>
- <m:csymbol>case_lhs</m:csymbol>
- <m:ci>succ</m:ci>
- <m:bvar>
- <xsl:apply-templates select="*[6]"/> <!-- u -->
- <m:type>int</m:type>
- </m:bvar>
- </m:apply>
- <m:apply>
- <m:csymbol>induction_hypothesis</m:csymbol>
- <xsl:apply-templates select="*[7]"/> <!-- v -->
- </m:apply>
- <xsl:apply-templates select="*[8]"/> <!-- t -->
- </m:apply>
-
- <m:apply> <!--CASO INDUTTIVO PER I NUMERI NEGATIVI-->
- <m:csymbol>inductive_case</m:csymbol>
- <m:apply>
- <m:csymbol>case_lhs</m:csymbol>
- <m:ci>pred</m:ci>
- <m:bvar>
- <xsl:apply-templates select="*[2]"/> <!-- x -->
- <m:type>int</m:type>
- </m:bvar>
- </m:apply>
- <m:apply>
- <m:csymbol>induction_hypothesis</m:csymbol>
- <xsl:apply-templates select="*[3]"/> <!-- y -->
- </m:apply>
- <xsl:apply-templates select="*[4]"/>
- </m:apply>
- <m:apply>
- <m:csymbol>extra_args</m:csymbol>
- <xsl:apply-templates select="*[1]"/> <!-- a -->
- </m:apply>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="less_than">
- <m:apply>
- <m:lt/>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
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-</xsl:template>
-
-
-<xsl:template match="list">
- <m:ci>list</m:ci>
-</xsl:template>
-
-
-<xsl:template match="nil">
- <m:apply>
- <m:csymbol>nil</m:csymbol>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="cons">
- <m:apply>
- <m:csymbol>cons</m:csymbol>
- <xsl:apply-templates select="*[1]"/>
- <xsl:apply-templates select="*[2]"/>
- </m:apply>
-</xsl:template>
-
-
-<xsl:template match="list_ind">
- <m:apply>
- <m:csymbol>by_induction</m:csymbol>
- <m:ci>list_ind</m:ci>
- <m:csymbol>NONE</m:csymbol>
- <m:apply>
- <m:csymbol>inductive_case</m:csymbol>
- <m:apply>
- <m:csymbol>case_lhs</m:csymbol>
- <m:ci>nil</m:ci>
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- <m:type>?</m:type>
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- <xsl:apply-templates select="*[5]"/> <!-- Fxl -->
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- </m:apply>
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-
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-
-<xsl:template match="type_of">
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-</xsl:template>
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- <xsl:value-of select="@level"/>
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-
-<xsl:template match="binder">
- <m:ci>
- <xsl:value-of select="@var"/>
- </m:ci>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:xlink="http://www.w3.org/1999/xlink">
-
-
-
-<xsl:template match="/">
- <xsl:apply-templates select="*"/>
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- </xsl:copy>
-</xsl:template>
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- <xsl:attribute name="child" select="1"/>
- <xsl:attribute name="brother" select="2"/>
- </xsl:for-each>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-nuprl_abstract.xsl
-nuprl_proof.xsl
-nuprl_rules.xsl
-nuprl_term.xsl
-nuprl_content_to_html2.xsl
-nuprl_annotatedpres.xsl
-nuprl_mmlextension.xsl
-nuprl_expand.xsl
-nuprl_tree.xsl
-nuprl_link.xsl
-nuprl_links_library.xsl
-nuprl_html_arith.xsl
-nuprl_html_basic.xsl
+++ /dev/null
-Makefile
-Makefile.common
-autom4te.cache
-config.cache
-config.log
-config.status
-configure
-libraries.ps
-libraries-complete.ps
-.dep.dot
-.alldep.dot
+++ /dev/null
-requires="helm-urimanager helm-xml expat"
-version="0.0.1"
-archive(byte)="cic.cma"
-archive(native)="cic.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic helm-xml"
-version="0.0.1"
-archive(byte)="cic_annotations.cma"
-archive(native)="cic_annotations.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic_annotations helm-getter"
-version="0.0.1"
-archive(byte)="cic_annotations_cache.cma"
-archive(native)="cic_annotations_cache.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic helm-getter"
-version="0.0.1"
-archive(byte)="cic_cache.cma"
-archive(native)="cic_cache.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-tactics helm-cic_transformations"
-version="0.0.1"
-archive(byte)="cic_disambiguation.cma"
-archive(native)="cic_disambiguation.cmxa"
+++ /dev/null
-requires="helm-cic helm-utf8_macros camlp4.gramlib helm-cic_proof_checking ulex"
-version="0.0.1"
-archive(byte)="cic_notation.cma"
-archive(native)="cic_notation.cmxa"
+++ /dev/null
-requires="helm-cic_proof_checking"
-version="0.0.1"
-archive(byte)="cic_omdoc.cma"
-archive(native)="cic_omdoc.cmxa"
+++ /dev/null
-requires="helm-cic helm-logger helm-getter"
-version="0.0.1"
-archive(byte)="cic_proof_checking.cma"
-archive(native)="cic_proof_checking.cmxa"
-archive(byte,miniReduction)="cicSubstitution.cmo cicMiniReduction.cmo"
-archive(native,miniReduction)="cicSubstitution.cmx cicMiniReduction.cmx"
-linkopts=""
+++ /dev/null
-requires="helm-cic"
-version="0.0.1"
-archive(byte)="cic_textual_parser.cma"
-archive(native)="cic_textual_parser.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-utf8_macros helm-xml helm-cic_proof_checking helm-cic_omdoc helm-registry helm-cic_notation gdome2"
-version="0.0.1"
-archive(byte)="cic_transformations.cma"
-archive(native)="cic_transformations.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic_proof_checking"
-version="0.0.1"
-archive(byte)="cic_unification.cma"
-archive(native)="cic_unification.cmxa"
-linkopts=""
+++ /dev/null
-requires="unix"
-version="0.0.1"
-archive(byte)="extlib.cma"
-archive(native)="extlib.cmxa"
-linkopts=""
+++ /dev/null
-requires="http unix pcre zip helm-xml helm-logger helm-urimanager helm-registry"
-version="0.0.1"
-archive(byte)="getter.cma"
-archive(native)="getter.cmxa"
-linkopts=""
+++ /dev/null
-requires="pcre http lablgtk2.glade helm-thread helm-xml helm-pxp helm-tactics"
-version="0.0.1"
-archive(byte)="hbugs.cma"
-archive(native)="hbugs.cmxa"
+++ /dev/null
-requires="helm-registry mysql helm-extlib"
-version="0.0.1"
-archive(byte)="hmysql.cma"
-archive(native)="hmysql.cmxa"
+++ /dev/null
-requires=""
-version="0.0.1"
-archive(byte)="logger.cma"
-archive(native)="logger.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-urimanager"
-version="1.3"
-archive(byte)="mathql.cma"
-archive(native)="mathql.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic helm-cic_proof_checking helm-mathql"
-version="1.3"
-archive(byte)="mathql_generator.cma"
-archive(native)="mathql_generator.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-cic postgres mysql helm-mathql helm-registry"
-#natile-galax
-version="1.3"
-archive(byte)="mathql_interpreter.cma"
-archive(native)="mathql_interpreter.cmxa"
-linkopts=""
+++ /dev/null
-requires="helm-hmysql helm-cic_proof_checking"
-version="0.0.1"
-archive(byte)="metadata.cma"
-archive(native)="metadata.cmxa"
+++ /dev/null
-requires="helm-registry helm-cic_transformations helm-tactics helm-cic_disambiguation mysql"
-version="0.0.1"
-archive(byte)="paramodulation.cma"
-archive(native)="paramodulation.cmxa"
-linkopts=""
+++ /dev/null
-requires="pxp-engine pxp-lex-utf8 pxp-lex-iso88591 pxp-lex-iso885915 http"
-version="0.0.1"
-archive(byte)="pxp.cma"
-archive(native)="pxp.cmxa"
-linkopts=""
+++ /dev/null
-requires="str netstring helm-xml"
-version="0.0.1"
-archive(byte)="registry.cma"
-archive(native)="registry.cmxa"
+++ /dev/null
-requires="helm-cic_proof_checking helm-cic_unification helm-metadata"
-version="0.0.1"
-archive(byte)="tactics.cma"
-archive(native)="tactics.cmxa"
+++ /dev/null
-requires="helm-cic"
-version="0.0.1"
-archive(byte)="tex_cic_textual_parser.cma"
-archive(native)="tex_cic_textual_parser.cmxa"
-linkopts=""
+++ /dev/null
-requires=""
-version="0.0.1"
-archive(byte,mt)="thread.cma"
-archive(native,mt)="thread.cmxa"
-archive(byte)="thread_fake.cma"
-archive(native)="thread_fake.cmxa"
-linkopts=""
+++ /dev/null
-requires="str"
-version="0.0.1"
-archive(byte)="urimanager.cma"
-archive(native)="urimanager.cmxa"
-linkopts=""
+++ /dev/null
-requires=""
-version="0.0.1"
-archive(byte)="utf8_macros.cma"
-archive(native)="utf8_macros.cmxa"
-requires(syntax,preprocessor)="camlp4"
-archive(syntax,preprocessor)="pa_extend.cmo pa_unicode_macro.cma"
-linkopts=""
+++ /dev/null
-requires="zip expat helm-extlib"
-version="0.0.1"
-archive(byte)="xml.cma"
-archive(native)="xml.cmxa"
-linkopts=""
+++ /dev/null
-requires="gdome2"
-version="0.0.1"
-archive(byte)="xmldiff.cma"
-archive(native)="xmldiff.cmxa"
+++ /dev/null
-# This Makefile must be included by another one defining:
-# $PACKAGE
-# $REQUIRES
-# $PREDICATES
-# $INTERFACE_FILES
-# $IMPLEMENTATION_FILES
-# $EXTRA_OBJECTS_TO_INSTALL
-# $EXTRA_OBJECTS_TO_CLEAN
-# and put in a directory where there is a .depend file.
-
-OCAMLFIND_DEST_DIR = @OCAMLFIND_DEST_DIR@
-OCAMLPATH = @OCAMLFIND_META_DIR@
-
-PREPROCOPTIONS = -pp camlp4o
-SYNTAXOPTIONS = -syntax camlp4o
-PREREQ =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -thread
-OCAMLDEBUGOPTIONS = -g
-OCAMLARCHIVEOPTIONS =
-OCAMLFIND = OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH @OCAMLFIND@
-OCAMLC = $(OCAMLFIND) ocamlc $(OCAMLDEBUGOPTIONS) $(OCAMLOPTIONS) $(PREPROCOPTIONS)
-OCAMLOPT = $(OCAMLFIND) opt $(OCAMLOPTIONS) $(PREPROCOPTIONS)
-OCAMLDEP = $(OCAMLFIND) ocamldep -package "camlp4,$(REQUIRES)" $(SYNTAXOPTIONS)
-OCAMLLEX = ocamllex
-OCAMLYACC = ocamlyacc
-
-OCAMLC_P4 = $(OCAMLFIND) ocamlc $(OCAMLDEBUGOPTIONS) $(OCAMLOPTIONS) $(SYNTAXOPTIONS)
-OCAMLOPT_P4 = $(OCAMLFIND) opt $(OCAMLOPTIONS) $(SYNTAXOPTIONS)
-
-LIBRARIES = $(shell $(OCAMLFIND) query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell $(OCAMLFIND) query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-
-ARCHIVE = $(PACKAGE).cma
-ARCHIVE_OPT = $(PACKAGE).cmxa
-OBJECTS_TO_INSTALL = $(ARCHIVE) $(ARCHIVE_OPT) $(ARCHIVE_OPT:%.cmxa=%.a) \
- $(INTERFACE_FILES) $(INTERFACE_FILES:%.mli=%.cmi) \
- $(EXTRA_OBJECTS_TO_INSTALL)
-DEPEND_FILES = $(INTERFACE_FILES) $(IMPLEMENTATION_FILES)
-
-$(ARCHIVE): $(IMPLEMENTATION_FILES:%.ml=%.cmo) $(LIBRARIES)
- $(OCAMLC) $(OCAMLARCHIVEOPTIONS) -a -o $@ \
- $(IMPLEMENTATION_FILES:%.ml=%.cmo)
-
-$(ARCHIVE_OPT): $(IMPLEMENTATION_FILES:%.ml=%.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) $(OCAMLARCHIVEOPTIONS) -a -o $@ \
- $(IMPLEMENTATION_FILES:%.ml=%.cmx)
-
-prereq: $(PREREQ)
-all: prereq $(IMPLEMENTATION_FILES:%.ml=%.cmo) $(ARCHIVE)
-opt: prereq $(IMPLEMENTATION_FILES:%.ml=%.cmx) $(ARCHIVE_OPT)
-world: all opt
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- $(OCAMLC) $(ARCHIVE) -linkpkg -o $@ $<
-test.opt: test.ml $(ARCHIVE_OPT)
- $(OCAMLOPT) $(ARCHIVE_OPT) -linkpkg -o $@ $<
-
-depend: $(DEPEND_FILES)
- $(OCAMLDEP) $(INTERFACE_FILES) $(IMPLEMENTATION_FILES) > .depend
-
-$(PACKAGE).ps: .dep.dot
- dot -Tps -o $@ $<
-
-.dep.dot: .depend
- ocamldot < .depend > $@
-
-%.cmi: %.mli
- $(OCAMLC) -c $<
-%.cmo %.cmi: %.ml
- $(OCAMLC) -c $<
-%.cmx: %.ml
- $(OCAMLOPT) -c $<
-%.annot: %.ml
- $(OCAMLC) -dtypes $(PKGS) -c $<
-%.ml %.mli: %.mly
- $(OCAMLYACC) $<
-%.ml: %.mll
- $(OCAMLLEX) $<
-
-$(IMPLEMENTATION_FILES:%.ml=%.cmo): $(LIBRARIES)
-$(IMPLEMENTATION_FILES:%.ml=%.cmx): $(LIBRARIES_OPT)
-
-clean:
- rm -f *.cm[ioax] *.cmxa *.o *.a *.annot $(EXTRA_OBJECTS_TO_CLEAN)
- if [ -f test ]; then rm -f test; else true; fi
- if [ -f test.opt ]; then rm -f test.opt; else true; fi
-
-install:
- mkdir $(OCAMLFIND_DEST_DIR)/$(PACKAGE)
- cp $(OBJECTS_TO_INSTALL) $(OCAMLFIND_DEST_DIR)/$(PACKAGE)
-
-uninstall:
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- rmdir $(OCAMLFIND_DEST_DIR)/$(PACKAGE)
-
-backup:
- cd ..; tar cvzf $(PACKAGE)_$(shell date +%s).tar.gz $(PACKAGE)
-
-ocamlinit:
- echo "#use \"topfind\";;" > .ocamlinit
- echo "#thread;;" >> .ocamlinit
- for p in $(REQUIRES); do echo "#require \"$$p\";;" >> .ocamlinit; done
- echo "#load \"$(PACKAGE).cma\";;" >> .ocamlinit
-
-.PHONY: all opt world backup depend install uninstall clean ocamlinit
-
-ifneq ($(MAKECMDGOALS), depend)
- include .depend
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-
-ifeq ($(MAKECMDGOALS), all)
- $(IMPLEMENTATION_FILES:%.ml=%.cmi): $(LIBRARIES)
-endif
-
-ifeq ($(MAKECMDGOALS), opt)
- $(IMPLEMENTATION_FILES:%.ml=%.cmi): $(LIBRARIES_OPT)
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-
-ifeq ($(MAKECMDGOALS),)
- $(IMPLEMENTATION_FILES:%.ml=%.cmi): $(LIBRARIES)
-endif
-
-NULL =
-
+++ /dev/null
-# Warning: the modules must be in compilation order
-NULL =
-MODULES = \
- extlib \
- xml \
- registry \
- hmysql \
- utf8_macros \
- thread \
- xmldiff \
- urimanager \
- logger \
- getter \
- cic \
- cic_proof_checking \
- cic_unification \
- cic_omdoc \
- metadata \
- tactics \
- cic_notation \
- cic_transformations \
- cic_disambiguation \
- paramodulation \
- $(NULL)
-
-OCAMLFIND_DEST_DIR = @OCAMLFIND_DEST_DIR@
-OCAMLPATH = @OCAMLFIND_META_DIR@
-
-METAS = $(MODULES:%=METAS/META.helm-%) METAS/META.helm-cic_disambiguation
-
-all: metas $(MODULES:%=%.all)
-opt: metas $(MODULES:%=%.opt)
-world: all opt
-metas: $(METAS)
-depend: $(MODULES:%=%.depend)
-install: $(MODULES:%=%.install)
-uninstall: $(MODULES:%=%.uninstall)
-clean: $(MODULES:%=%.clean)
-clean_metas:
- rm -f $(METAS)
-distclean: clean clean_metas
- rm -f Makefile Makefile.common configure config.log config.cache config.status
-
-.PHONY: all opt world metas depend install uninstall clean clean_metas distclean
-
-%.all:
- OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH $(MAKE) -C $* all
-%.opt:
- OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH $(MAKE) -C $* opt
-%.clean:
- OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH $(MAKE) -C $* clean
-%.depend:
- OCAMLPATH=$(OCAMLPATH):$$OCAMLPATH $(MAKE) -C $* depend
-
-$(MODULES:%=%.install):
- cd $(@:%.install=%) && make install
- export TARGET=$(OCAMLFIND_META_DIR)/$(@:%.install=META.helm-%) ; \
- cp METAS/$(@:%.install=meta.helm-%.src) $$TARGET && \
- echo "directory=\"$(OCAMLFIND_DEST_DIR)/$(@:%.install=%)\"" >> $$TARGET
-$(MODULES:%=%.uninstall):
- cd $(@:%.uninstall=%) && make uninstall
- rm -f $(OCAMLFIND_META_DIR)/$(@:%.uninstall=META.helm-%)
-METAS/META.helm-%: METAS/meta.helm-%.src
- cp $< $@ && echo "directory=\"$(shell pwd)/$*\"" >> $@
-
-.PHONY: .dep.dot
-.dep.dot:
- echo "digraph G {" > $@
- echo " rankdir = TB ;" >> $@
- for i in $(MODULES); do $(OCAMLFIND) query helm-$$i -recursive -p-format | grep helm | sed "s/^helm-/ \"$$i\" -> \"/g" | sed "s/$$/\";/g" >> $@ ; done
- mv $@ $@.old ; ./simplify_deps/simplify_deps.opt < $@.old > $@ ; rm $@.old
- echo "}" >> $@
-
-.PHONY: .alldep.dot
-.alldep.dot:
- echo "digraph G {" > $@
- echo " rankdir = TB ;" >> $@
- for i in $(MODULES); do $(OCAMLFIND) query helm-$$i -recursive -p-format | grep -v "pxp-" | sed "s/^pxp/pxp[-*]/g" | sed "s/^/ \"helm-$$i\" -> \"/g" | sed "s/$$/\";/g" >> $@ ; done
- mv $@ $@.old ; ./simplify_deps/simplify_deps.opt < $@.old > $@ ; rm $@.old
- for i in $(MODULES); do echo "\"helm-$$i\" [shape=box,style=filled,fillcolor=yellow];" >> $@ ; done
- echo "}" >> $@
-
-libraries.ps: .dep.dot
- dot -Tps -o $@ $<
-
-libraries-complete.ps: .alldep.dot
- dot -Tps -o $@ $<
-
-tags: TAGS
-.PHONY: TAGS
-TAGS:
- otags -vi -r .
-
+++ /dev/null
-*.cm[iaox]
-*.cmxa
-test
-test.opt
+++ /dev/null
-unshare.cmi: cic.cmo
-deannotate.cmi: cic.cmo
-cicParser.cmi: cic.cmo
-cicUtil.cmi: cic.cmo
-helmLibraryObjects.cmi: cic.cmo
-cic.cmo: cicUniv.cmi
-cic.cmx: cicUniv.cmx
-unshare.cmo: cic.cmo unshare.cmi
-unshare.cmx: cic.cmx unshare.cmi
-cicUniv.cmo: cicUniv.cmi
-cicUniv.cmx: cicUniv.cmi
-deannotate.cmo: cic.cmo deannotate.cmi
-deannotate.cmx: cic.cmx deannotate.cmi
-cicParser.cmo: deannotate.cmi cicUniv.cmi cic.cmo cicParser.cmi
-cicParser.cmx: deannotate.cmx cicUniv.cmx cic.cmx cicParser.cmi
-cicUtil.cmo: cic.cmo cicUtil.cmi
-cicUtil.cmx: cic.cmx cicUtil.cmi
-helmLibraryObjects.cmo: cic.cmo helmLibraryObjects.cmi
-helmLibraryObjects.cmx: cic.cmx helmLibraryObjects.cmi
-libraryObjects.cmo: helmLibraryObjects.cmi libraryObjects.cmi
-libraryObjects.cmx: helmLibraryObjects.cmx libraryObjects.cmi
+++ /dev/null
-PACKAGE = cic
-REQUIRES = helm-urimanager helm-xml expat
-PREDICATES =
-
-INTERFACE_FILES = \
- unshare.mli \
- cicUniv.mli \
- deannotate.mli \
- cicParser.mli \
- cicUtil.mli \
- helmLibraryObjects.mli \
- libraryObjects.mli
-IMPLEMENTATION_FILES = \
- cic.ml $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL = cic.ml cic.cmi
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 29/11/2000 *)
-(* *)
-(* This module defines the internal representation of the objects (variables,*)
-(* blocks of (co)inductive definitions and constants) and the terms of cic *)
-(* *)
-(*****************************************************************************)
-
-(* STUFF TO MANAGE IDENTIFIERS *)
-type id = string (* the abstract type of the (annotated) node identifiers *)
-type 'term explicit_named_substitution = (UriManager.uri * 'term) list
-
-type implicit_annotation = [ `Closed | `Type | `Hole ]
-
-(* INTERNAL REPRESENTATION OF CIC OBJECTS AND TERMS *)
-
-type sort =
- Prop
- | Set
- | Type of CicUniv.universe
- | CProp
-
-type name =
- | Name of string
- | Anonymous
-
-type object_flavour =
- [ `Definition
- | `Fact
- | `Lemma
- | `Remark
- | `Theorem
- | `Variant
- ]
-
-type object_class =
- [ `Coercion
- | `Elim of sort (** elimination principle; if sort is Type, the universe is
- * not relevant *)
- | `Record of string list (** inductive type that encodes a record;
- the arguments are the record fields *)
- | `Projection (** record projection *)
- ]
-
-type attribute =
- [ `Class of object_class
- | `Flavour of object_flavour
- | `Generated
- ]
-
-type term =
- Rel of int (* DeBrujin index, 1 based*)
- | Var of UriManager.uri * (* uri, *)
- term explicit_named_substitution (* explicit named subst. *)
- | Meta of int * (term option) list (* numeric id, *)
- (* local context *)
- | Sort of sort (* sort *)
- | Implicit of implicit_annotation option (* *)
- | Cast of term * term (* value, type *)
- | Prod of name * term * term (* binder, source, target *)
- | Lambda of name * term * term (* binder, source, target *)
- | LetIn of name * term * term (* binder, term, target *)
- | Appl of term list (* arguments *)
- | Const of UriManager.uri * (* uri, *)
- term explicit_named_substitution (* explicit named subst. *)
- | MutInd of UriManager.uri * int * (* uri, typeno, *)
- term explicit_named_substitution (* explicit named subst. *)
- (* typeno is 0 based *)
- | MutConstruct of UriManager.uri * (* uri, *)
- int * int * (* typeno, consno *)
- term explicit_named_substitution (* explicit named subst. *)
- (* typeno is 0 based *)
- (* consno is 1 based *)
- | MutCase of UriManager.uri * (* ind. uri, *)
- int * (* ind. typeno, *)
- term * term * (* outtype, ind. term *)
- term list (* patterns *)
- | Fix of int * inductiveFun list (* funno (0 based), funs *)
- | CoFix of int * coInductiveFun list (* funno (0 based), funs *)
-and obj =
- Constant of string * term option * term * (* id, body, type, *)
- UriManager.uri list * attribute list (* parameters *)
- | Variable of string * term option * term * (* name, body, type *)
- UriManager.uri list * attribute list (* parameters *)
- | CurrentProof of string * metasenv * term * (* name, conjectures, body, *)
- term * UriManager.uri list * attribute list (* type, parameters *)
- | InductiveDefinition of inductiveType list * (* inductive types, *)
- UriManager.uri list * int * attribute list (* params, left params no *)
-and inductiveType =
- string * bool * term * (* typename, inductive, arity *)
- constructor list (* constructors *)
-and constructor =
- string * term (* id, type *)
-and inductiveFun =
- string * int * term * term (* name, ind. index, type, body *)
-and coInductiveFun =
- string * term * term (* name, type, body *)
-
-(* a metasenv is a list of declarations of metas in declarations *)
-(* order (i.e. [oldest ; ... ; newest]). Older variables can not *)
-(* depend on new ones. *)
-and conjecture = int * context * term
-and metasenv = conjecture list
-and substitution = (int * (context * term * term)) list
-
-
-
-(* a metasenv is a list of declarations of metas in declarations *)
-(* order (i.e. [oldest ; ... ; newest]). Older variables can not *)
-(* depend on new ones. *)
-and annconjecture = id * int * anncontext * annterm
-and annmetasenv = annconjecture list
-
-and annterm =
- ARel of id * id * int * (* idref, DeBrujin index, *)
- string (* binder *)
- | AVar of id * UriManager.uri * (* uri, *)
- annterm explicit_named_substitution (* explicit named subst. *)
- | AMeta of id * int * (annterm option) list (* numeric id, *)
- (* local context *)
- | ASort of id * sort (* sort *)
- | AImplicit of id * implicit_annotation option (* *)
- | ACast of id * annterm * annterm (* value, type *)
- | AProd of id * name * annterm * annterm (* binder, source, target *)
- | ALambda of id * name * annterm * annterm (* binder, source, target *)
- | ALetIn of id * name * annterm * annterm (* binder, term, target *)
- | AAppl of id * annterm list (* arguments *)
- | AConst of id * UriManager.uri * (* uri, *)
- annterm explicit_named_substitution (* explicit named subst. *)
- | AMutInd of id * UriManager.uri * int * (* uri, typeno *)
- annterm explicit_named_substitution (* explicit named subst. *)
- (* typeno is 0 based *)
- | AMutConstruct of id * UriManager.uri * (* uri, *)
- int * int * (* typeno, consno *)
- annterm explicit_named_substitution (* explicit named subst. *)
- (* typeno is 0 based *)
- (* consno is 1 based *)
- | AMutCase of id * UriManager.uri * (* ind. uri, *)
- int * (* ind. typeno, *)
- annterm * annterm * (* outtype, ind. term *)
- annterm list (* patterns *)
- | AFix of id * int * anninductiveFun list (* funno, functions *)
- | ACoFix of id * int * anncoInductiveFun list (* funno, functions *)
-and annobj =
- AConstant of id * id option * string * (* name, *)
- annterm option * annterm * (* body, type, *)
- UriManager.uri list * attribute list (* parameters *)
- | AVariable of id *
- string * annterm option * annterm * (* name, body, type *)
- UriManager.uri list * attribute list (* parameters *)
- | ACurrentProof of id * id *
- string * annmetasenv * (* name, conjectures, *)
- annterm * annterm * UriManager.uri list * (* body,type,parameters *)
- attribute list
- | AInductiveDefinition of id *
- anninductiveType list * (* inductive types , *)
- UriManager.uri list * int * attribute list (* parameters,n ind. pars*)
-and anninductiveType =
- id * string * bool * annterm * (* typename, inductive, arity *)
- annconstructor list (* constructors *)
-and annconstructor =
- string * annterm (* id, type *)
-and anninductiveFun =
- id * string * int * annterm * annterm (* name, ind. index, type, body *)
-and anncoInductiveFun =
- id * string * annterm * annterm (* name, type, body *)
-and annotation =
- string
-
-and context_entry = (* A declaration or definition *)
- Decl of term
- | Def of term * term option (* body, type (if known) *)
-
-and hypothesis =
- (name * context_entry) option (* None means no more accessible *)
-
-and context = hypothesis list
-
-and anncontext_entry = (* A declaration or definition *)
- ADecl of annterm
- | ADef of annterm
-
-and annhypothesis =
- id * (name * anncontext_entry) option (* None means no more accessible *)
-
-and anncontext = annhypothesis list
-;;
-
-type anntarget =
- Object of annobj (* if annobj is a Constant, this is its type *)
- | ConstantBody of annobj
- | Term of annterm
- | Conjecture of annconjecture
- | Hypothesis of annhypothesis
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-open Printf
-
-(* ZACK TODO element from the DTD still to be handled:
- <!ELEMENT CurrentProof (Conjecture*,body)>
- <!ELEMENT Sequent %sequent;>
- <!ELEMENT Conjecture %sequent;>
- <!ELEMENT Decl %term;>
- <!ELEMENT Def %term;>
- <!ELEMENT Hidden EMPTY>
- <!ELEMENT Goal %term;>
-*)
-
-exception Getter_failure of string * string
-exception Parser_failure of string
-
-type stack_entry =
- | Arg of string * Cic.annterm (* relative uri, term *)
- (* constants' body and types resides in differne files, thus we can't simple
- * keep constants in Cic_obj stack entries *)
- | Cic_attributes of Cic.attribute list
- | Cic_constant_body of string * string * UriManager.uri list * Cic.annterm
- * Cic.attribute list
- (* id, for, params, body, object attributes *)
- | Cic_constant_type of string * string * UriManager.uri list * Cic.annterm
- * Cic.attribute list
- (* id, name, params, type, object attributes *)
- | Cic_term of Cic.annterm (* term *)
- | Cic_obj of Cic.annobj (* object *)
- | Cofix_fun of Cic.id * string * Cic.annterm * Cic.annterm
- (* id, name, type, body *)
- | Constructor of string * Cic.annterm (* name, type *)
- | Decl of Cic.id * Cic.name * Cic.annterm (* id, binder, source *)
- | Def of Cic.id * Cic.name * Cic.annterm (* id, binder, source *)
- | Fix_fun of Cic.id * string * int * Cic.annterm * Cic.annterm
- (* id, name, ind. index, type, body *)
- | Inductive_type of string * string * bool * Cic.annterm *
- (string * Cic.annterm) list (* id, name, inductive, arity, constructors *)
- | Meta_subst of Cic.annterm option
- | Obj_class of Cic.object_class
- | Obj_flavour of Cic.object_flavour
- | Obj_field of string (* field name *)
- | Obj_generated
- | Tag of string * (string * string) list (* tag name, attributes *)
- (* ZACK TODO add file position to tag stack entry so that when attribute
- * errors occur, the position of their _start_tag_ could be printed
- * instead of the current position (usually the end tag) *)
-
-type ctxt = {
- mutable stack: stack_entry list;
- mutable xml_parser: XmlPushParser.xml_parser option;
- mutable filename: string;
- uri: UriManager.uri;
-}
-
-let string_of_stack ctxt =
- "[" ^ (String.concat "; "
- (List.map
- (function
- | Arg (reluri, _) -> sprintf "Arg %s" reluri
- | Cic_attributes _ -> "Cic_attributes"
- | Cic_constant_body (id, name, _, _, _) ->
- sprintf "Cic_constant_body %s (id=%s)" name id
- | Cic_constant_type (id, name, _, _, _) ->
- sprintf "Cic_constant_type %s (id=%s)" name id
- | Cic_term _ -> "Cic_term"
- | Cic_obj _ -> "Cic_obj"
- | Constructor (name, _) -> "Constructor " ^ name
- | Cofix_fun (id, _, _, _) -> sprintf "Cofix_fun (id=%s)" id
- | Decl (id, _, _) -> sprintf "Decl (id=%s)" id
- | Def (id, _, _) -> sprintf "Def (id=%s)" id
- | Fix_fun (id, _, _, _, _) -> sprintf "Fix_fun (id=%s)" id
- | Inductive_type (id, name, _, _, _) ->
- sprintf "Inductive_type %s (id=%s)" name id
- | Meta_subst _ -> "Meta_subst"
- | Obj_class _ -> "Obj_class"
- | Obj_flavour _ -> "Obj_flavour"
- | Obj_field name -> "Obj_field " ^ name
- | Obj_generated -> "Obj_generated"
- | Tag (tag, _) -> "Tag " ^ tag)
- ctxt.stack)) ^ "]"
-
-let compare_attrs (a1, v1) (a2, v2) = Pervasives.compare a1 a2
-let sort_attrs = List.sort compare_attrs
-
-let new_parser_context uri = {
- stack = [];
- xml_parser = None;
- filename = "-";
- uri = uri;
-}
-
-let get_parser ctxt =
- match ctxt.xml_parser with
- | Some p -> p
- | None -> assert false
-
-(** {2 Error handling} *)
-
-let parse_error ctxt msg =
- let (line, col) = XmlPushParser.get_position (get_parser ctxt) in
- raise (Parser_failure (sprintf "[%s: line %d, column %d] %s"
- ctxt.filename line col msg))
-
-let attribute_error ctxt tag =
- parse_error ctxt ("wrong attribute set for " ^ tag)
-
-(** {2 Parsing context management} *)
-
-let pop ctxt =
-(* debug_print (lazy "pop");*)
- match ctxt.stack with
- | hd :: tl -> (ctxt.stack <- tl)
- | _ -> assert false
-
-let push ctxt v =
-(* debug_print (lazy "push");*)
- ctxt.stack <- v :: ctxt.stack
-
-let set_top ctxt v =
-(* debug_print (lazy "set_top");*)
- match ctxt.stack with
- | _ :: tl -> (ctxt.stack <- v :: tl)
- | _ -> assert false
-
- (** pop the last tag from the open tags stack returning a pair <tag_name,
- * attribute_list> *)
-let pop_tag ctxt =
- match ctxt.stack with
- | Tag (tag, attrs) :: tl ->
- ctxt.stack <- tl;
- (tag, attrs)
- | _ -> parse_error ctxt "unexpected extra content"
-
- (** pop the last tag from the open tags stack returning its attributes.
- * Attributes are returned as a list of pair <name, value> _sorted_ by
- * attribute name *)
-let pop_tag_attrs ctxt = sort_attrs (snd (pop_tag ctxt))
-
-let pop_cics ctxt =
- let rec aux acc stack =
- match stack with
- | Cic_term t :: tl -> aux (t :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_class_modifiers ctxt =
- let rec aux acc stack =
- match stack with
- | (Cic_term (Cic.ASort _) as m) :: tl
- | (Obj_field _ as m) :: tl ->
- aux (m :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_meta_substs ctxt =
- let rec aux acc stack =
- match stack with
- | Meta_subst t :: tl -> aux (t :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_fix_funs ctxt =
- let rec aux acc stack =
- match stack with
- | Fix_fun (id, name, index, typ, body) :: tl ->
- aux ((id, name, index, typ, body) :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_cofix_funs ctxt =
- let rec aux acc stack =
- match stack with
- | Cofix_fun (id, name, typ, body) :: tl ->
- aux ((id, name, typ, body) :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_constructors ctxt =
- let rec aux acc stack =
- match stack with
- | Constructor (name, t) :: tl -> aux ((name, t) :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- values
-
-let pop_inductive_types ctxt =
- let rec aux acc stack =
- match stack with
- | Inductive_type (id, name, ind, arity, ctors) :: tl ->
- aux ((id, name, ind, arity, ctors) :: acc) tl
- | tl -> acc, tl
- in
- let values, new_stack = aux [] ctxt.stack in
- if values = [] then
- parse_error ctxt "no \"InductiveType\" element found";
- ctxt.stack <- new_stack;
- values
-
- (** travels the stack (without popping) for the first term subject of explicit
- * named substitution and return its URI *)
-let find_base_uri ctxt =
- let rec aux = function
- | Cic_term (Cic.AConst (_, uri, _)) :: _
- | Cic_term (Cic.AMutInd (_, uri, _, _)) :: _
- | Cic_term (Cic.AMutConstruct (_, uri, _, _, _)) :: _
- | Cic_term (Cic.AVar (_, uri, _)) :: _ ->
- uri
- | Arg _ :: tl -> aux tl
- | _ -> parse_error ctxt "no \"arg\" element found"
- in
- UriManager.buri_of_uri (aux ctxt.stack)
-
- (** backwardly eats the stack building an explicit named substitution from Arg
- * stack entries *)
-let pop_subst ctxt base_uri =
- let rec aux acc stack =
- match stack with
- | Arg (rel_uri, term) :: tl ->
- let uri = UriManager.uri_of_string (base_uri ^ "/" ^ rel_uri) in
- aux ((uri, term) :: acc) tl
- | tl -> acc, tl
- in
- let subst, new_stack = aux [] ctxt.stack in
- if subst = [] then
- parse_error ctxt "no \"arg\" element found";
- ctxt.stack <- new_stack;
- subst
-
-let pop_cic ctxt =
- match ctxt.stack with
- | Cic_term t :: tl ->
- ctxt.stack <- tl;
- t
- | _ -> parse_error ctxt "no cic term found"
-
-let pop_obj_attributes ctxt =
- match ctxt.stack with
- | Cic_attributes attributes :: tl ->
- ctxt.stack <- tl;
- attributes
- | _ -> []
-
-(** {2 Auxiliary functions} *)
-
-let uri_of_string = UriManager.uri_of_string
-
-let uri_list_of_string =
- let space_RE = Str.regexp " " in
- fun s ->
- List.map uri_of_string (Str.split space_RE s)
-
-let sort_of_string ctxt = function
- | "Prop" -> Cic.Prop
- | "Set" -> Cic.Set
- | "CProp" -> Cic.CProp
- (* THIS CASE IS HERE ONLY TO ALLOW THE PARSING OF COQ LIBRARY
- * THIS SHOULD BE REMOVED AS SOON AS univ_maker OR COQ'S EXPORTATION
- * IS FIXED *)
- | "Type" -> Cic.Type (CicUniv.fresh ~uri:ctxt.uri ())
- | s ->
- let len = String.length s in
- if not(len > 5) then parse_error ctxt "sort expected";
- if not(String.sub s 0 5 = "Type:") then parse_error ctxt "sort expected";
- try
- Cic.Type
- (CicUniv.fresh
- ~uri:ctxt.uri
- ~id:(int_of_string (String.sub s 5 (len - 5))) ())
- with
- | Failure "int_of_string"
- | Invalid_argument _ -> parse_error ctxt "sort expected"
-
-let patch_subst ctxt subst = function
- | Cic.AConst (id, uri, _) -> Cic.AConst (id, uri, subst)
- | Cic.AMutInd (id, uri, typeno, _) ->
- Cic.AMutInd (id, uri, typeno, subst)
- | Cic.AMutConstruct (id, uri, typeno, consno, _) ->
- Cic.AMutConstruct (id, uri, typeno, consno, subst)
- | Cic.AVar (id, uri, _) -> Cic.AVar (id, uri, subst)
- | _ ->
- parse_error ctxt
- ("only \"CONST\", \"VAR\", \"MUTIND\", and \"MUTCONSTRUCT\" can be" ^
- " instantiated")
-
- (** backwardly eats the stack seeking for the first open tag carrying
- * "helm:exception" attributes. If found return Some of a pair containing
- * exception name and argument. Return None otherwise *)
-let find_helm_exception ctxt =
- let rec aux = function
- | [] -> None
- | Tag (_, attrs) :: tl ->
- (try
- let exn = List.assoc "helm:exception" attrs in
- let arg =
- try List.assoc "helm:exception_arg" attrs with Not_found -> ""
- in
- Some (exn, arg)
- with Not_found -> aux tl)
- | _ :: tl -> aux tl
- in
- aux ctxt.stack
-
-(** {2 Push parser callbacks}
- * each callback needs to be instantiated to a parsing context *)
-
-let start_element ctxt tag attrs =
-(* debug_print (lazy (sprintf "<%s%s>" tag (match attrs with | [] -> "" | _ -> " " ^ String.concat " " (List.map (fun (a,v) -> sprintf "%s=\"%s\"" a v) attrs))));*)
- push ctxt (Tag (tag, attrs))
-
-let end_element ctxt tag =
-(* debug_print (lazy (sprintf "</%s>" tag));*)
-(* debug_print (lazy (string_of_stack ctxt));*)
- let attribute_error () = attribute_error ctxt tag in
- let parse_error = parse_error ctxt in
- let sort_of_string = sort_of_string ctxt in
- match tag with
- | "REL" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["binder", binder; "id", id; "idref", idref; "value", value]
- | ["binder", binder; "id", id; "idref", idref; "sort", _;
- "value", value] ->
- Cic.ARel (id, idref, int_of_string value, binder)
- | _ -> attribute_error ()))
- | "VAR" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "uri", uri]
- | ["id", id; "sort", _; "uri", uri] ->
- Cic.AVar (id, uri_of_string uri, [])
- | _ -> attribute_error ()))
- | "CONST" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "uri", uri]
- | ["id", id; "sort", _; "uri", uri] ->
- Cic.AConst (id, uri_of_string uri, [])
- | _ -> attribute_error ()))
- | "SORT" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "value", sort] -> Cic.ASort (id, sort_of_string sort)
- | _ -> attribute_error ()))
- | "APPLY" ->
- let args = pop_cics ctxt in
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id ]
- | ["id", id; "sort", _] -> Cic.AAppl (id, args)
- | _ -> attribute_error ()))
- | "decl" ->
- let source = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["binder", binder; "id", id ]
- | ["binder", binder; "id", id; "type", _] ->
- Decl (id, Cic.Name binder, source)
- | ["id", id]
- | ["id", id; "type", _] -> Decl (id, Cic.Anonymous, source)
- | _ -> attribute_error ())
- | "def" -> (* same as "decl" above *)
- let source = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["binder", binder; "id", id]
- | ["binder", binder; "id", id; "sort", _] ->
- Def (id, Cic.Name binder, source)
- | ["id", id]
- | ["id", id; "sort", _] -> Def (id, Cic.Anonymous, source)
- | _ -> attribute_error ())
- | "arity" (* transparent elements (i.e. which contain a CIC) *)
- | "body"
- | "inductiveTerm"
- | "pattern"
- | "patternsType"
- | "target"
- | "term"
- | "type" ->
- let term = pop_cic ctxt in
- pop ctxt; (* pops start tag matching current end tag (e.g. <arity>) *)
- push ctxt (Cic_term term)
- | "substitution" -> (* optional transparent elements (i.e. which _may_
- * contain a CIC) *)
- set_top ctxt (* replace <substitution> *)
- (match ctxt.stack with
- | Cic_term term :: tl ->
- ctxt.stack <- tl;
- (Meta_subst (Some term))
- | _ -> Meta_subst None)
- | "PROD" ->
- let target = pop_cic ctxt in
- let rec add_decl target = function
- | Decl (id, binder, source) :: tl ->
- add_decl (Cic.AProd (id, binder, source, target)) tl
- | tl ->
- ctxt.stack <- tl;
- target
- in
- let term = add_decl target ctxt.stack in
- (match pop_tag_attrs ctxt with
- []
- | ["type", _] -> ()
- | _ -> attribute_error ());
- push ctxt (Cic_term term)
- | "LAMBDA" ->
- let target = pop_cic ctxt in
- let rec add_decl target = function
- | Decl (id, binder, source) :: tl ->
- add_decl (Cic.ALambda (id, binder, source, target)) tl
- | tl ->
- ctxt.stack <- tl;
- target
- in
- let term = add_decl target ctxt.stack in
- (match pop_tag_attrs ctxt with
- []
- | ["sort", _] -> ()
- | _ -> attribute_error ());
- push ctxt (Cic_term term)
- | "LETIN" ->
- let target = pop_cic ctxt in
- let rec add_def target = function
- | Def (id, binder, source) :: tl ->
- add_def (Cic.ALetIn (id, binder, source, target)) tl
- | tl ->
- ctxt.stack <- tl;
- target
- in
- let term = add_def target ctxt.stack in
- (match pop_tag_attrs ctxt with
- []
- | ["sort", _] -> ()
- | _ -> attribute_error ());
- push ctxt (Cic_term term)
- | "CAST" ->
- let typ = pop_cic ctxt in
- let term = pop_cic ctxt in
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- ["id", id]
- | ["id", id; "sort", _] -> Cic.ACast (id, term, typ)
- | _ -> attribute_error ()));
- | "IMPLICIT" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id] -> Cic.AImplicit (id, None)
- | ["annotation", annotation; "id", id] ->
- let implicit_annotation =
- match annotation with
- | "closed" -> `Closed
- | "hole" -> `Hole
- | "type" -> `Type
- | _ -> parse_error "invalid value for \"annotation\" attribute"
- in
- Cic.AImplicit (id, Some implicit_annotation)
- | _ -> attribute_error ()))
- | "META" ->
- let meta_substs = pop_meta_substs ctxt in
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "no", no]
- | ["id", id; "no", no; "sort", _] ->
- Cic.AMeta (id, int_of_string no, meta_substs)
- | _ -> attribute_error ()));
- | "MUTIND" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "noType", noType; "uri", uri] ->
- Cic.AMutInd (id, uri_of_string uri, int_of_string noType, [])
- | _ -> attribute_error ()));
- | "MUTCONSTRUCT" ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "noConstr", noConstr; "noType", noType; "uri", uri]
- | ["id", id; "noConstr", noConstr; "noType", noType; "sort", _;
- "uri", uri] ->
- Cic.AMutConstruct (id, uri_of_string uri, int_of_string noType,
- int_of_string noConstr, [])
- | _ -> attribute_error ()));
- | "FixFunction" ->
- let body = pop_cic ctxt in
- let typ = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["id", id; "name", name; "recIndex", recIndex] ->
- Fix_fun (id, name, int_of_string recIndex, typ, body)
- | _ -> attribute_error ())
- | "CofixFunction" ->
- let body = pop_cic ctxt in
- let typ = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["id", id; "name", name] ->
- Cofix_fun (id, name, typ, body)
- | _ -> attribute_error ())
- | "FIX" ->
- let fix_funs = pop_fix_funs ctxt in
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "noFun", noFun]
- | ["id", id; "noFun", noFun; "sort", _] ->
- Cic.AFix (id, int_of_string noFun, fix_funs)
- | _ -> attribute_error ()))
- | "COFIX" ->
- let cofix_funs = pop_cofix_funs ctxt in
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "noFun", noFun]
- | ["id", id; "noFun", noFun; "sort", _] ->
- Cic.ACoFix (id, int_of_string noFun, cofix_funs)
- | _ -> attribute_error ()))
- | "MUTCASE" ->
- (match pop_cics ctxt with
- | patternsType :: inductiveTerm :: patterns ->
- push ctxt (Cic_term
- (match pop_tag_attrs ctxt with
- | ["id", id; "noType", noType; "uriType", uriType]
- | ["id", id; "noType", noType; "sort", _; "uriType", uriType] ->
- Cic.AMutCase (id, uri_of_string uriType, int_of_string noType,
- patternsType, inductiveTerm, patterns)
- | _ -> attribute_error ()))
- | _ -> parse_error "invalid \"MUTCASE\" content")
- | "Constructor" ->
- let typ = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["name", name] -> Constructor (name, typ)
- | _ -> attribute_error ())
- | "InductiveType" ->
- let constructors = pop_constructors ctxt in
- let arity = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["id", id; "inductive", inductive; "name", name] ->
- Inductive_type (id, name, bool_of_string inductive, arity,
- constructors)
- | _ -> attribute_error ())
- | "InductiveDefinition" ->
- let inductive_types = pop_inductive_types ctxt in
- let obj_attributes = pop_obj_attributes ctxt in
- push ctxt (Cic_obj
- (match pop_tag_attrs ctxt with
- | ["id", id; "noParams", noParams; "params", params] ->
- Cic.AInductiveDefinition (id, inductive_types,
- uri_list_of_string params, int_of_string noParams, obj_attributes)
- | _ -> attribute_error ()))
- | "ConstantType" ->
- let typ = pop_cic ctxt in
- let obj_attributes = pop_obj_attributes ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["id", id; "name", name; "params", params] ->
- Cic_constant_type (id, name, uri_list_of_string params, typ,
- obj_attributes)
- | _ -> attribute_error ())
- | "ConstantBody" ->
- let body = pop_cic ctxt in
- let obj_attributes = pop_obj_attributes ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["for", for_; "id", id; "params", params] ->
- Cic_constant_body (id, for_, uri_list_of_string params, body,
- obj_attributes)
- | _ -> attribute_error ())
- | "Variable" ->
- let typ = pop_cic ctxt in
- let body =
- match pop_cics ctxt with
- | [] -> None
- | [t] -> Some t
- | _ -> parse_error "wrong content for \"Variable\""
- in
- let obj_attributes = pop_obj_attributes ctxt in
- push ctxt (Cic_obj
- (match pop_tag_attrs ctxt with
- | ["id", id; "name", name; "params", params] ->
- Cic.AVariable (id, name, body, typ, uri_list_of_string params,
- obj_attributes)
- | _ -> attribute_error ()))
- | "arg" ->
- let term = pop_cic ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["relUri", relUri] -> Arg (relUri, term)
- | _ -> attribute_error ())
- | "instantiate" ->
- (* explicit named substitution handling: when the end tag of an element
- * subject of exlicit named subst (MUTIND, MUTCONSTRUCT, CONST, VAR) it
- * is stored on the stack with no substitutions (i.e. []). When the end
- * tag of an "instantiate" element is found we patch the term currently
- * on the stack with the substitution built from "instantiate" children
- *)
- (* XXX inefficiency here: first travels the <arg> elements in order to
- * find the baseUri, then in order to build the explicit named subst *)
- let base_uri = find_base_uri ctxt in
- let subst = pop_subst ctxt base_uri in
- let term = pop_cic ctxt in
- (* comment from CicParser3.ml:
- * CSC: the "id" optional attribute should be parsed and reflected in
- * Cic.annterm and id = string_of_xml_attr (n#attribute "id") *)
- (* replace <instantiate> *)
- set_top ctxt (Cic_term (patch_subst ctxt subst term))
- | "attributes" ->
- let rec aux acc = function (* retrieve object attributes *)
- | Obj_class c :: tl -> aux (`Class c :: acc) tl
- | Obj_flavour f :: tl -> aux (`Flavour f :: acc) tl
- | Obj_generated :: tl -> aux (`Generated :: acc) tl
- | tl -> acc, tl
- in
- let obj_attrs, new_stack = aux [] ctxt.stack in
- ctxt.stack <- new_stack;
- set_top ctxt (Cic_attributes obj_attrs)
- | "generated" -> set_top ctxt Obj_generated
- | "field" ->
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["name", name] -> Obj_field name
- | _ -> attribute_error ())
- | "flavour" ->
- push ctxt
- (match pop_tag_attrs ctxt with
- | [ "value", "definition"] -> Obj_flavour `Definition
- | [ "value", "fact"] -> Obj_flavour `Fact
- | [ "value", "lemma"] -> Obj_flavour `Lemma
- | [ "value", "remark"] -> Obj_flavour `Remark
- | [ "value", "theorem"] -> Obj_flavour `Theorem
- | [ "value", "variant"] -> Obj_flavour `Variant
- | _ -> attribute_error ())
- | "class" ->
- let class_modifiers = pop_class_modifiers ctxt in
- push ctxt
- (match pop_tag_attrs ctxt with
- | ["value", "coercion"] -> Obj_class `Coercion
- | ["value", "elim"] ->
- (match class_modifiers with
- | [Cic_term (Cic.ASort (_, sort))] -> Obj_class (`Elim sort)
- | _ ->
- parse_error
- "unexpected extra content for \"elim\" object class")
- | ["value", "record"] ->
- let fields =
- List.map
- (function
- | Obj_field name -> name
- | _ ->
- parse_error
- "unexpected extra content for \"record\" object class")
- class_modifiers
- in
- Obj_class (`Record fields)
- | ["value", "projection"] -> Obj_class `Projection
- | _ -> attribute_error ())
- | tag ->
- match find_helm_exception ctxt with
- | Some (exn, arg) -> raise (Getter_failure (exn, arg))
- | None -> parse_error (sprintf "unknown element \"%s\"" tag)
-
-(** {2 Parser internals} *)
-
-let has_gz_suffix fname =
- try
- let idx = String.rindex fname '.' in
- let suffix = String.sub fname idx (String.length fname - idx) in
- suffix = ".gz"
- with Not_found -> false
-
-let parse uri filename =
- let ctxt = new_parser_context uri in
- ctxt.filename <- filename;
- let module P = XmlPushParser in
- let callbacks = {
- P.default_callbacks with
- P.start_element = Some (start_element ctxt);
- P.end_element = Some (end_element ctxt);
- } in
- let xml_parser = P.create_parser callbacks in
- ctxt.xml_parser <- Some xml_parser;
- try
- (try
- let xml_source =
- if has_gz_suffix filename then `Gzip_file filename
- else `File filename
- in
- P.parse xml_parser xml_source
- with exn ->
- ctxt.xml_parser <- None;
- (* ZACK: the above "<- None" is vital for garbage collection. Without it
- * we keep in memory a circular structure parser -> callbacks -> ctxt ->
- * parser. I don't know if the ocaml garbage collector is supposed to
- * collect such structures, but for sure the expat bindings will (orribly)
- * leak when used in conjunction with such structures *)
- raise exn);
- ctxt.xml_parser <- None; (* ZACK: same comment as above *)
-(* debug_print (lazy (string_of_stack stack));*)
- (* assert (List.length ctxt.stack = 1) *)
- List.hd ctxt.stack
- with
- | Failure "int_of_string" -> parse_error ctxt "integer number expected"
- | Invalid_argument "bool_of_string" -> parse_error ctxt "boolean expected"
- | P.Parse_error msg -> parse_error ctxt ("parse error: " ^ msg)
- | Parser_failure _
- | Getter_failure _ as exn ->
- raise exn
- | exn ->
- raise (Parser_failure ("uncaught exception: " ^ Printexc.to_string exn))
-
-(** {2 API implementation} *)
-
-let annobj_of_xml uri filename filenamebody =
- match filenamebody with
- | None ->
- (match parse uri filename with
- | Cic_constant_type (id, name, params, typ, obj_attributes) ->
- Cic.AConstant (id, None, name, None, typ, params, obj_attributes)
- | Cic_obj obj -> obj
- | _ -> raise (Parser_failure ("no object found in " ^ filename)))
- | Some filenamebody ->
- (match parse uri filename, parse uri filenamebody with
- | Cic_constant_type (type_id, name, params, typ, obj_attributes),
- Cic_constant_body (body_id, _, _, body, _) ->
- Cic.AConstant (type_id, Some body_id, name, Some body, typ, params,[])
- | _ ->
- raise (Parser_failure (sprintf "no constant found in %s, %s"
- filename filenamebody)))
-
-let obj_of_xml uri filename filenamebody =
- Deannotate.deannotate_obj (annobj_of_xml uri filename filenamebody)
+++ /dev/null
-(* Copyright (C) 2000-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (** raised for exception received by the getter (i.e. embedded in the source
- * XML document). Arguments are values of "helm:exception" and
- * "helm:exception_arg" attributes *)
-exception Getter_failure of string * string
-
- (** generic parser failure *)
-exception Parser_failure of string
-
- (* given the filename of an xml file of a cic object, it returns
- * its internal annotated representation. In the case of constants (whose
- * type is splitted from the body), a second xml file (for the body) must be
- * provided.
- * Both files are assumed to be gzipped. *)
-val annobj_of_xml: UriManager.uri -> string -> string option -> Cic.annobj
-
- (* given the filename of an xml file of a cic object, it returns its internal
- * logical representation. In the case of constants (whose type is splitted
- * from the body), a second xml file (for the body) must be provided.
- * Both files are assumed to be gzipped. *)
-val obj_of_xml : UriManager.uri -> string -> string option -> Cic.obj
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Enrico Tassi <tassi@cs.unibo.it> *)
-(* 23/04/2004 *)
-(* *)
-(* This module implements the aciclic graph of universes. *)
-(* *)
-(*****************************************************************************)
-
-(*****************************************************************************)
-(** switch implementation **)
-(*****************************************************************************)
-
-let fast_implementation = ref true ;;
-
-(*****************************************************************************)
-(** open **)
-(*****************************************************************************)
-
-open Printf
-
-(*****************************************************************************)
-(** Types and default values **)
-(*****************************************************************************)
-
-type universe = int * UriManager.uri option
-
-module UniverseType = struct
- type t = universe
- let compare = Pervasives.compare
-end
-
-module SOF = Set.Make(UniverseType)
-
-type entry = {
- eq_closure : SOF.t;
- ge_closure : SOF.t;
- gt_closure : SOF.t;
- in_gegt_of : SOF.t;
- one_s_eq : SOF.t;
- one_s_ge : SOF.t;
- one_s_gt : SOF.t;
-}
-
-module MAL = Map.Make(UniverseType)
-
-type arc_type = GE | GT | EQ
-
-type bag = entry MAL.t
-
-let empty_entry = {
- eq_closure=SOF.empty;
- ge_closure=SOF.empty;
- gt_closure=SOF.empty;
- in_gegt_of=SOF.empty;
- one_s_eq=SOF.empty;
- one_s_ge=SOF.empty;
- one_s_gt=SOF.empty;
-}
-let empty_bag = MAL.empty
-
-let are_set_eq s1 s2 =
- SOF.equal s1 s2
-
-let are_entry_eq v1 v2 =
- (are_set_eq v1.gt_closure v2.gt_closure ) &&
- (are_set_eq v1.ge_closure v2.ge_closure ) &&
- (are_set_eq v1.eq_closure v2.eq_closure ) &&
- (*(are_set_eq v1.in_gegt_of v2.in_gegt_of ) &&*)
- (are_set_eq v1.one_s_ge v2.one_s_ge ) &&
- (are_set_eq v1.one_s_gt v2.one_s_gt ) &&
- (are_set_eq v1.one_s_eq v2.one_s_eq )
-
-let are_ugraph_eq = MAL.equal are_entry_eq
-
-(*****************************************************************************)
-(** Pretty printings **)
-(*****************************************************************************)
-
-let string_of_universe (i,u) =
- match u with
- Some u ->
- "(" ^ ((string_of_int i) ^ "," ^ (UriManager.string_of_uri u) ^ ")")
- | None -> "(" ^ (string_of_int i) ^ ",None)"
-
-let string_of_universe_set l =
- SOF.fold (fun x s -> s ^ (string_of_universe x) ^ " ") l ""
-
-let string_of_node n =
- "{"^
- "eq_c: " ^ (string_of_universe_set n.eq_closure) ^ "; " ^
- "ge_c: " ^ (string_of_universe_set n.ge_closure) ^ "; " ^
- "gt_c: " ^ (string_of_universe_set n.gt_closure) ^ "; " ^
- "i_gegt: " ^ (string_of_universe_set n.in_gegt_of) ^ "}\n"
-
-let string_of_arc (a,u,v) =
- (string_of_universe u) ^ " " ^ a ^ " " ^ (string_of_universe v)
-
-let string_of_mal m =
- let rc = ref "" in
- MAL.iter (fun k v ->
- rc := !rc ^ sprintf "%s --> %s" (string_of_universe k)
- (string_of_node v)) m;
- !rc
-
-let string_of_bag b =
- string_of_mal b
-
-(*****************************************************************************)
-(** Helpers **)
-(*****************************************************************************)
-
-(* find the repr *)
-let repr u m =
- try
- MAL.find u m
- with
- Not_found -> empty_entry
-
-(* FIXME: May be faster if we make it by hand *)
-let merge_closures f nodes m =
- SOF.fold (fun x i -> SOF.union (f (repr x m)) i ) nodes SOF.empty
-
-(*****************************************************************************)
-(** Benchmarking **)
-(*****************************************************************************)
-let time_spent = ref 0.0;;
-let partial = ref 0.0 ;;
-
-let reset_spent_time () = time_spent := 0.0;;
-let get_spent_time () = !time_spent ;;
-let begin_spending () =
- (*assert (!partial = 0.0);*)
- partial := Unix.gettimeofday ()
-;;
-
-let end_spending () =
- assert (!partial > 0.0);
- let interval = (Unix.gettimeofday ()) -. !partial in
- partial := 0.0;
- time_spent := !time_spent +. interval
-;;
-
-\f
-(*****************************************************************************)
-(** _fats implementation **)
-(*****************************************************************************)
-
-let rec closure_of_fast ru m =
- let eq_c = closure_eq_fast ru m in
- let ge_c = closure_ge_fast ru m in
- let gt_c = closure_gt_fast ru m in
- {
- eq_closure = eq_c;
- ge_closure = ge_c;
- gt_closure = gt_c;
- in_gegt_of = ru.in_gegt_of;
- one_s_eq = ru.one_s_eq;
- one_s_ge = ru.one_s_ge;
- one_s_gt = ru.one_s_gt
- }
-
-and closure_eq_fast ru m =
- let eq_c =
- let j = ru.one_s_eq in
- let _Uj = merge_closures (fun x -> x.eq_closure) j m in
- let one_step_eq = ru.one_s_eq in
- (SOF.union one_step_eq _Uj)
- in
- eq_c
-
-and closure_ge_fast ru m =
- let ge_c =
- let j = SOF.union ru.one_s_ge (SOF.union ru.one_s_gt ru.one_s_eq) in
- let _Uj = merge_closures (fun x -> x.ge_closure) j m in
- let _Ux = j in
- (SOF.union _Uj _Ux)
- in
- ge_c
-
-and closure_gt_fast ru m =
- let gt_c =
- let j = ru.one_s_gt in
- let k = ru.one_s_ge in
- let l = ru.one_s_eq in
- let _Uj = merge_closures (fun x -> x.ge_closure) j m in
- let _Uk = merge_closures (fun x -> x.gt_closure) k m in
- let _Ul = merge_closures (fun x -> x.gt_closure) l m in
- let one_step_gt = ru.one_s_gt in
- (SOF.union (SOF.union (SOF.union _Ul one_step_gt) _Uk) _Uj)
- in
- gt_c
-
-and print_rec_status u ru =
- print_endline ("Aggiusto " ^ (string_of_universe u) ^
- "e ottengo questa chiusura\n " ^ (string_of_node ru))
-
-and adjust_fast u m =
- let ru = repr u m in
- let gt_c = closure_gt_fast ru m in
- let ge_c = closure_ge_fast ru m in
- let eq_c = closure_eq_fast ru m in
- let changed_eq = not (are_set_eq eq_c ru.eq_closure) in
- let changed_gegt =
- (not (are_set_eq gt_c ru.gt_closure)) ||
- (not (are_set_eq ge_c ru.ge_closure))
- in
- if ((not changed_gegt) && (not changed_eq)) then
- m
- else
- begin
- let ru' = {
- eq_closure = eq_c;
- ge_closure = ge_c;
- gt_closure = gt_c;
- in_gegt_of = ru.in_gegt_of;
- one_s_eq = ru.one_s_eq;
- one_s_ge = ru.one_s_ge;
- one_s_gt = ru.one_s_gt}
- in
- let m = MAL.add u ru' m in
- let m =
- SOF.fold (fun x m -> adjust_fast x m)
- (SOF.union ru'.eq_closure ru'.in_gegt_of) m
- (* TESI:
- ru'.in_gegt_of m
- *)
- in
- m (*adjust_fast u m*)
- end
-
-and add_gt_arc_fast u v m =
- let ru = repr u m in
- let ru' = {ru with one_s_gt = SOF.add v ru.one_s_gt} in
- let m' = MAL.add u ru' m in
- let rv = repr v m' in
- let rv' = {rv with in_gegt_of = SOF.add u rv.in_gegt_of} in
- let m'' = MAL.add v rv' m' in
- adjust_fast u m''
-
-and add_ge_arc_fast u v m =
- let ru = repr u m in
- let ru' = { ru with one_s_ge = SOF.add v ru.one_s_ge} in
- let m' = MAL.add u ru' m in
- let rv = repr v m' in
- let rv' = {rv with in_gegt_of = SOF.add u rv.in_gegt_of} in
- let m'' = MAL.add v rv' m' in
- adjust_fast u m''
-
-and add_eq_arc_fast u v m =
- let ru = repr u m in
- let rv = repr v m in
- let ru' = {ru with one_s_eq = SOF.add v ru.one_s_eq} in
- (*TESI: let ru' = {ru' with in_gegt_of = SOF.add v ru.in_gegt_of} in *)
- let m' = MAL.add u ru' m in
- let rv' = {rv with one_s_eq = SOF.add u rv.one_s_eq} in
- (*TESI: let rv' = {rv' with in_gegt_of = SOF.add u rv.in_gegt_of} in *)
- let m'' = MAL.add v rv' m' in
- adjust_fast v (*(adjust_fast u*) m'' (* ) *)
-;;
-
-\f
-(*****************************************************************************)
-(** safe implementation **)
-(*****************************************************************************)
-
-let closure_of u m =
- let ru = repr u m in
- let eq_c =
- let j = ru.one_s_eq in
- let _Uj = merge_closures (fun x -> x.eq_closure) j m in
- let one_step_eq = ru.one_s_eq in
- (SOF.union one_step_eq _Uj)
- in
- let ge_c =
- let j = SOF.union ru.one_s_ge (SOF.union ru.one_s_gt ru.one_s_eq) in
- let _Uj = merge_closures (fun x -> x.ge_closure) j m in
- let _Ux = j in
- (SOF.union _Uj _Ux)
- in
- let gt_c =
- let j = ru.one_s_gt in
- let k = ru.one_s_ge in
- let l = ru.one_s_eq in
- let _Uj = merge_closures (fun x -> x.ge_closure) j m in
- let _Uk = merge_closures (fun x -> x.gt_closure) k m in
- let _Ul = merge_closures (fun x -> x.gt_closure) l m in
- let one_step_gt = ru.one_s_gt in
- (SOF.union (SOF.union (SOF.union _Ul one_step_gt) _Uk) _Uj)
- in
- {
- eq_closure = eq_c;
- ge_closure = ge_c;
- gt_closure = gt_c;
- in_gegt_of = ru.in_gegt_of;
- one_s_eq = ru.one_s_eq;
- one_s_ge = ru.one_s_ge;
- one_s_gt = ru.one_s_gt
- }
-
-let rec simple_adjust m =
- let m' =
- MAL.mapi (fun x _ -> closure_of x m) m
- in
- if not (are_ugraph_eq m m') then(
- simple_adjust m')
- else
- m'
-
-let add_eq_arc u v m =
- let ru = repr u m in
- let rv = repr v m in
- let ru' = {ru with one_s_eq = SOF.add v ru.one_s_eq} in
- let m' = MAL.add u ru' m in
- let rv' = {rv with one_s_eq = SOF.add u rv.one_s_eq} in
- let m'' = MAL.add v rv' m' in
- simple_adjust m''
-
-let add_ge_arc u v m =
- let ru = repr u m in
- let ru' = { ru with one_s_ge = SOF.add v ru.one_s_ge} in
- let m' = MAL.add u ru' m in
- simple_adjust m'
-
-let add_gt_arc u v m =
- let ru = repr u m in
- let ru' = {ru with one_s_gt = SOF.add v ru.one_s_gt} in
- let m' = MAL.add u ru' m in
- simple_adjust m'
-
-\f
-(*****************************************************************************)
-(** Outhern interface, that chooses between _fast and safe **)
-(*****************************************************************************)
-
-(*
- given the 2 nodes plus the current bag, adds the arc, recomputes the
- closures and returns the new map
-*)
-let add_eq fast u v b =
- if fast then
- add_eq_arc_fast u v b
- else
- add_eq_arc u v b
-
-(*
- given the 2 nodes plus the current bag, adds the arc, recomputes the
- closures and returns the new map
-*)
-let add_ge fast u v b =
- if fast then
- add_ge_arc_fast u v b
- else
- add_ge_arc u v b
-(*
- given the 2 nodes plus the current bag, adds the arc, recomputes the
- closures and returns the new map
-*)
-let add_gt fast u v b =
- if fast then
- add_gt_arc_fast u v b
- else
- add_gt_arc u v b
-
-
-(*****************************************************************************)
-(** Other real code **)
-(*****************************************************************************)
-
-exception UniverseInconsistency of string
-
-let error arc node1 closure_type node2 closure =
- let s = "\n ===== Universe Inconsistency detected =====\n\n" ^
- " Unable to add\n" ^
- "\t" ^ (string_of_arc arc) ^ "\n" ^
- " cause\n" ^
- "\t" ^ (string_of_universe node1) ^ "\n" ^
- " is in the " ^ closure_type ^ " closure\n" ^
- "\t{" ^ (string_of_universe_set closure) ^ "}\n" ^
- " of\n" ^
- "\t" ^ (string_of_universe node2) ^ "\n\n" ^
- " ===== Universe Inconsistency detected =====\n" in
- prerr_endline s;
- raise (UniverseInconsistency s)
-
-
-let fill_empty_nodes_with_uri g l uri =
- let fill_empty_universe u =
- match u with
- (i,None) -> (i,Some uri)
- | (i,Some _) as u -> u
- in
- let fill_empty_set s =
- SOF.fold (fun e s -> SOF.add (fill_empty_universe e) s) s SOF.empty
- in
- let fill_empty_entry e = { e with
- eq_closure = (fill_empty_set e.eq_closure) ;
- ge_closure = (fill_empty_set e.ge_closure) ;
- gt_closure = (fill_empty_set e.gt_closure) ;
- in_gegt_of = (fill_empty_set e.in_gegt_of) ;
- one_s_eq = (fill_empty_set e.one_s_eq) ;
- one_s_ge = (fill_empty_set e.one_s_ge) ;
- one_s_gt = (fill_empty_set e.one_s_gt) ;
- } in
- let m = g in
- let m' = MAL.fold (
- fun k v m ->
- MAL.add (fill_empty_universe k) (fill_empty_entry v) m) m MAL.empty
- in
- let l' = List.map fill_empty_universe l in
- m',l'
-
-
-(*****************************************************************************)
-(** World interface **)
-(*****************************************************************************)
-
-type universe_graph = bag
-
-let empty_ugraph = empty_bag
-
-let current_index_anon = ref (-1)
-let current_index_named = ref (-1)
-
-let restart_numbering () = current_index_named := (-1)
-
-let fresh ?uri ?id () =
- let i =
- match uri,id with
- | None,None ->
- current_index_anon := !current_index_anon + 1;
- !current_index_anon
- | None, Some _ -> assert false
- | Some _, None ->
- current_index_named := !current_index_named + 1;
- !current_index_named
- | Some _, Some id -> id
- in
- (i,uri)
-
-let name_universe u uri =
- match u with
- | (i, None) -> (i, Some uri)
- | _ -> u
-
-let print_ugraph g =
- prerr_endline (string_of_bag g)
-
-let add_eq ?(fast=(!fast_implementation)) u v b =
- (* should we check to no add twice the same?? *)
- let m = b in
- let ru = repr u m in
- if SOF.mem v ru.gt_closure then
- error ("EQ",u,v) v "GT" u ru.gt_closure
- else
- begin
- let rv = repr v m in
- if SOF.mem u rv.gt_closure then
- error ("EQ",u,v) u "GT" v rv.gt_closure
- else
- add_eq fast u v b
- end
-
-let add_ge ?(fast=(!fast_implementation)) u v b =
- (* should we check to no add twice the same?? *)
- let m = b in
- let rv = repr v m in
- if SOF.mem u rv.gt_closure then
- error ("GE",u,v) u "GT" v rv.gt_closure
- else
- add_ge fast u v b
-
-let add_gt ?(fast=(!fast_implementation)) u v b =
- (* should we check to no add twice the same?? *)
- (*
- FIXME : check the thesis... no need to check GT and EQ closure since the
- GE is a superset of both
- *)
- let m = b in
- let rv = repr v m in
-
- if u = v then
- error ("GT",u,v) u "==" v SOF.empty
- else
-
- (*if SOF.mem u rv.gt_closure then
- error ("GT",u,v) u "GT" v rv.gt_closure
- else
- begin*)
- if SOF.mem u rv.ge_closure then
- error ("GT",u,v) u "GE" v rv.ge_closure
- else
-(* begin
- if SOF.mem u rv.eq_closure then
- error ("GT",u,v) u "EQ" v rv.eq_closure
- else*)
- add_gt fast u v b
-(* end
- end*)
-
-(*****************************************************************************)
-(** START: Decomment this for performance comparisons **)
-(*****************************************************************************)
-
-let add_eq ?(fast=(!fast_implementation)) u v b =
- begin_spending ();
- let rc = add_eq ~fast u v b in
- end_spending();
- rc
-
-let add_ge ?(fast=(!fast_implementation)) u v b =
- begin_spending ();
- let rc = add_ge ~fast u v b in
- end_spending();
- rc
-
-let add_gt ?(fast=(!fast_implementation)) u v b =
- begin_spending ();
- let rc = add_gt ~fast u v b in
- end_spending();
- rc
-
-(*****************************************************************************)
-(** END: Decomment this for performance comparisons **)
-(*****************************************************************************)
-
-let merge_ugraphs u v =
- (* this sucks *)
- let merge_brutal u v =
- if u = empty_bag then v
- else if v = empty_bag then u
- else
- let m1 = u in
- let m2 = v in
- MAL.fold (
- fun k v x ->
- (SOF.fold (
- fun u x ->
- let m = add_gt k u x in m)
- (SOF.union v.one_s_gt v.gt_closure)
- (SOF.fold (
- fun u x ->
- let m = add_ge k u x in m)
- (SOF.union v.one_s_ge v.ge_closure)
- (SOF.fold (
- fun u x ->
- let m = add_eq k u x in m)
- (SOF.union v.one_s_eq v.eq_closure) x)))
- ) m1 m2
- in
- merge_brutal u v
-
-
-(*****************************************************************************)
-(** Xml sesialization and parsing **)
-(*****************************************************************************)
-
-let xml_of_universe name u =
- match u with
- | (i,Some u) ->
- Xml.xml_empty name [
- None,"id",(string_of_int i) ;
- None,"uri",(UriManager.string_of_uri u)]
- | (_,None) ->
- raise (Failure "we can serialize only universes with uri")
-
-let xml_of_set s =
- let l =
- List.map (xml_of_universe "node") (SOF.elements s)
- in
- List.fold_left (fun s x -> [< s ; x >] ) [<>] l
-
-let xml_of_entry_content e =
- let stream_of_field f name =
- let eq_c = xml_of_set f in
- if eq_c != [<>] then
- Xml.xml_nempty name [] eq_c
- else
- [<>]
- in
- [<
- (stream_of_field e.eq_closure "eq_closure");
- (stream_of_field e.gt_closure "gt_closure");
- (stream_of_field e.ge_closure "ge_closure");
- (stream_of_field e.in_gegt_of "in_gegt_of");
- (stream_of_field e.one_s_eq "one_s_eq");
- (stream_of_field e.one_s_gt "one_s_gt");
- (stream_of_field e.one_s_ge "one_s_ge")
- >]
-
-let xml_of_entry u e =
- let (i,u') = u in
- let u'' =
- match u' with
- Some x -> x
- | None ->
- raise (Failure "we can serialize only universes (entry) with uri")
- in
- let ent = Xml.xml_nempty "entry" [
- None,"id",(string_of_int i) ;
- None,"uri",(UriManager.string_of_uri u'')] in
- let content = xml_of_entry_content e in
- ent content
-
-let write_xml_of_ugraph filename m l =
- let tokens =
- [<
- Xml.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n";
- Xml.xml_nempty "ugraph" []
- ([< (MAL.fold ( fun k v s -> [< s ; (xml_of_entry k v) >]) m [<>]) ;
- (List.fold_left
- (fun s u -> [< s ; xml_of_universe "owned_node" u >]) [<>] l) >])>]
- in
- Xml.pp ~gzip:true tokens (Some filename)
-
-let univno = fst
-
-
-let rec clean_ugraph m f =
- let m' =
- MAL.fold (fun k v x -> if (f k) then MAL.add k v x else x ) m MAL.empty in
- let m'' = MAL.fold (fun k v x ->
- let v' = {
- eq_closure = SOF.filter f v.eq_closure;
- ge_closure = SOF.filter f v.ge_closure;
- gt_closure = SOF.filter f v.gt_closure;
- in_gegt_of = SOF.filter f v.in_gegt_of;
- one_s_eq = SOF.filter f v.one_s_eq;
- one_s_ge = SOF.filter f v.one_s_ge;
- one_s_gt = SOF.filter f v.one_s_gt
- } in
- MAL.add k v' x ) m' MAL.empty in
- let e_l =
- MAL.fold (fun k v l -> if v = empty_entry && not(f k) then
- begin
- k::l end else l) m'' []
- in
- if e_l != [] then
- clean_ugraph m'' (fun u -> (f u) && not (List.mem u e_l))
- else
- MAL.fold
- (fun k v x -> if v <> empty_entry then MAL.add k v x else x)
- m'' MAL.empty
-
-let clean_ugraph g l =
- clean_ugraph g (fun u -> List.mem u l)
-
-let assigner_of =
- function
- "ge_closure" -> (fun e u->{e with ge_closure=SOF.add u e.ge_closure})
- | "gt_closure" -> (fun e u->{e with gt_closure=SOF.add u e.gt_closure})
- | "eq_closure" -> (fun e u->{e with eq_closure=SOF.add u e.eq_closure})
- | "in_gegt_of" -> (fun e u->{e with in_gegt_of =SOF.add u e.in_gegt_of})
- | "one_s_ge" -> (fun e u->{e with one_s_ge =SOF.add u e.one_s_ge})
- | "one_s_gt" -> (fun e u->{e with one_s_gt =SOF.add u e.one_s_gt})
- | "one_s_eq" -> (fun e u->{e with one_s_eq =SOF.add u e.one_s_eq})
- | s -> raise (Failure ("unsupported tag " ^ s))
-;;
-
-let cb_factory m l =
- let module XPP = XmlPushParser in
- let current_node = ref (0,None) in
- let current_entry = ref empty_entry in
- let current_assign = ref (assigner_of "in_gegt_of") in
- { XPP.default_callbacks with
- XPP.end_element = Some( fun name ->
- match name with
- | "entry" ->
- m := MAL.add !current_node !current_entry !m;
- current_entry := empty_entry
- | _ -> ()
- );
- XPP.start_element = Some( fun name attlist ->
- match name with
- | "ugraph" -> ()
- | "entry" ->
- let id = List.assoc "id" attlist in
- let uri = List.assoc "uri" attlist in
- current_node := (int_of_string id,Some (UriManager.uri_of_string uri))
- | "node" ->
- let id = int_of_string (List.assoc "id" attlist) in
- let uri = List.assoc "uri" attlist in
- current_entry := !current_assign !current_entry
- (id,Some (UriManager.uri_of_string uri))
- | "owned_node" ->
- let id = int_of_string (List.assoc "id" attlist) in
- let uri = List.assoc "uri" attlist in
- l := (id,Some (UriManager.uri_of_string uri)) :: !l
- | s -> current_assign := assigner_of s
- )
- }
-;;
-
-let ugraph_and_univlist_of_xml filename =
- let module XPP = XmlPushParser in
- let result_map = ref MAL.empty in
- let result_list = ref [] in
- let cb = cb_factory result_map result_list in
- let xml_parser = XPP.create_parser cb in
- let xml_source = `Gzip_file filename in
- (try XPP.parse xml_parser xml_source
- with (XPP.Parse_error err) as exn -> raise exn);
- !result_map, !result_list
-
-\f
-(*****************************************************************************)
-(** the main, only for testing **)
-(*****************************************************************************)
-
-(*
-
-type arc = Ge | Gt | Eq ;;
-
-let randomize_actionlist n m =
- let ge_percent = 0.7 in
- let gt_percent = 0.15 in
- let random_step () =
- let node1 = Random.int m in
- let node2 = Random.int m in
- let op =
- let r = Random.float 1.0 in
- if r < ge_percent then
- Ge
- else (if r < (ge_percent +. gt_percent) then
- Gt
- else
- Eq)
- in
- op,node1,node2
- in
- let rec aux n =
- match n with
- 0 -> []
- | n -> (random_step ())::(aux (n-1))
- in
- aux n
-
-let print_action_list l =
- let string_of_step (op,node1,node2) =
- (match op with
- Ge -> "Ge"
- | Gt -> "Gt"
- | Eq -> "Eq") ^
- "," ^ (string_of_int node1) ^ "," ^ (string_of_int node2)
- in
- let rec aux l =
- match l with
- [] -> "]"
- | a::tl ->
- ";" ^ (string_of_step a) ^ (aux tl)
- in
- let body = aux l in
- let l_body = (String.length body) - 1 in
- prerr_endline ("[" ^ (String.sub body 1 l_body))
-
-let debug = false
-let d_print_endline = if debug then print_endline else ignore
-let d_print_ugraph = if debug then print_ugraph else ignore
-
-let _ =
- (if Array.length Sys.argv < 2 then
- prerr_endline ("Usage " ^ Sys.argv.(0) ^ " max_edges max_nodes"));
- Random.self_init ();
- let max_edges = int_of_string Sys.argv.(1) in
- let max_nodes = int_of_string Sys.argv.(2) in
- let action_listR = randomize_actionlist max_edges max_nodes in
-
- let action_list = [Ge,1,4;Ge,2,6;Ge,1,1;Eq,6,4;Gt,6,3] in
- let action_list = action_listR in
-
- print_action_list action_list;
- let prform_step ?(fast=false) (t,u,v) g =
- let f,str =
- match t with
- Ge -> add_ge,">="
- | Gt -> add_gt,">"
- | Eq -> add_eq,"="
- in
- d_print_endline (
- "Aggiungo " ^
- (string_of_int u) ^
- " " ^ str ^ " " ^
- (string_of_int v));
- let g' = f ~fast (u,None) (v,None) g in
- (*print_ugraph g' ;*)
- g'
- in
- let fail = ref false in
- let time1 = Unix.gettimeofday () in
- let n_safe = ref 0 in
- let g_safe =
- try
- d_print_endline "SAFE";
- List.fold_left (
- fun g e ->
- n_safe := !n_safe + 1;
- prform_step e g
- ) empty_ugraph action_list
- with
- UniverseInconsistency s -> fail:=true;empty_bag
- in
- let time2 = Unix.gettimeofday () in
- d_print_ugraph g_safe;
- let time3 = Unix.gettimeofday () in
- let n_test = ref 0 in
- let g_test =
- try
- d_print_endline "FAST";
- List.fold_left (
- fun g e ->
- n_test := !n_test + 1;
- prform_step ~fast:true e g
- ) empty_ugraph action_list
- with
- UniverseInconsistency s -> empty_bag
- in
- let time4 = Unix.gettimeofday () in
- d_print_ugraph g_test;
- if are_ugraph_eq g_safe g_test && !n_test = !n_safe then
- begin
- let num_eq =
- List.fold_left (
- fun s (e,_,_) ->
- if e = Eq then s+1 else s
- ) 0 action_list
- in
- let num_gt =
- List.fold_left (
- fun s (e,_,_) ->
- if e = Gt then s+1 else s
- ) 0 action_list
- in
- let num_ge = max_edges - num_gt - num_eq in
- let time_fast = (time4 -. time3) in
- let time_safe = (time2 -. time1) in
- let gap = ((time_safe -. time_fast) *. 100.0) /. time_safe in
- let fail = if !fail then 1 else 0 in
- print_endline
- (sprintf
- "OK %d safe %1.4f fast %1.4f %% %1.2f #eq %d #gt %d #ge %d %d"
- fail time_safe time_fast gap num_eq num_gt num_ge !n_safe);
- exit 0
- end
- else
- begin
- print_endline "FAIL";
- print_ugraph g_safe;
- print_ugraph g_test;
- exit 1
- end
-;;
-
- *)
-
-let recons_univ u =
- match u with
- | i, None -> u
- | i, Some uri ->
- i, Some (UriManager.uri_of_string (UriManager.string_of_uri uri))
-
-let recons_entry entry =
- let recons_set set =
- SOF.fold (fun univ set -> SOF.add (recons_univ univ) set) set SOF.empty
- in
- {
- eq_closure = recons_set entry.eq_closure;
- ge_closure = recons_set entry.ge_closure;
- gt_closure = recons_set entry.gt_closure;
- in_gegt_of = recons_set entry.in_gegt_of;
- one_s_eq = recons_set entry.one_s_eq;
- one_s_ge = recons_set entry.one_s_ge;
- one_s_gt = recons_set entry.one_s_gt;
- }
-
-let recons_graph graph =
- MAL.fold
- (fun universe entry map ->
- MAL.add (recons_univ universe) (recons_entry entry) map)
- graph MAL.empty
-
-let assert_univ u =
- match u with
- | (_,None) -> raise (UniverseInconsistency "This universe graph has a hole")
- | _ -> ()
-
-let assert_univs_have_uri graph univlist =
- let assert_set s =
- SOF.iter (fun u -> assert_univ u) s
- in
- let assert_entry e =
- assert_set e.eq_closure;
- assert_set e.ge_closure;
- assert_set e.gt_closure;
- assert_set e.in_gegt_of;
- assert_set e.one_s_eq;
- assert_set e.one_s_ge;
- assert_set e.one_s_gt;
- in
- MAL.iter (fun k v -> assert_univ k; assert_entry v)graph;
- List.iter assert_univ univlist
-
-let eq u1 u2 =
- match u1,u2 with
- | (id1, Some uri1),(id2, Some uri2) ->
- id1 = id2 && UriManager.eq uri1 uri2
- | (id1, None),(id2, None) -> id1 = id2
- | _ -> false
-
-let compare (id1, uri1) (id2, uri2) =
- let cmp = id1 - id2 in
- if cmp = 0 then
- match uri1,uri2 with
- | None, None -> 0
- | Some _, None -> 1
- | None, Some _ -> ~-1
- | Some uri1, Some uri2 -> UriManager.compare uri1 uri2
- else
- cmp
-
-(* EOF *)
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-
-(*
- The strings contains an unreadable message
-*)
-exception UniverseInconsistency of string
-
-(*
- Cic.Type of universe
-*)
-type universe
-
-(*
- Opaque data structure you will use to store constraints
-*)
-type universe_graph
-
-(*
- returns a fresh universe
-*)
-val fresh:
- ?uri:UriManager.uri ->
- ?id:int ->
- unit ->
- universe
-
- (* names a universe if unnamed *)
-val name_universe: universe -> UriManager.uri -> universe
-
-(*
- really useful at the begin and in all the functions that don't care
- of universes
-*)
-val empty_ugraph: universe_graph
-
-(*
- These are the real functions to add eq/ge/gt constraints
- to the passed graph, returning an updated graph or raising
- UniverseInconsistency
-*)
-val add_eq:
- ?fast:bool -> universe -> universe -> universe_graph -> universe_graph
-val add_ge:
- ?fast:bool -> universe -> universe -> universe_graph -> universe_graph
-val add_gt:
- ?fast:bool -> universe -> universe -> universe_graph -> universe_graph
-
-(*
- debug function to print the graph to standard error
-*)
-val print_ugraph:
- universe_graph -> unit
-
-(*
- does what expected, but I don't remember why this was exported
-*)
-val string_of_universe:
- universe -> string
-
-(*
- given the list of visible universes (see universes_of_obj) returns a
- cleaned graph (cleaned from the not visible nodes)
-*)
-val clean_ugraph:
- universe_graph -> universe list -> universe_graph
-
-(*
- Since fresh() can't add the right uri to each node, you
- must fill empty nodes with the uri before you serialize the graph to xml
-
- these empty nodes are also filled in the universe list
-*)
-val fill_empty_nodes_with_uri:
- universe_graph -> universe list -> UriManager.uri ->
- universe_graph * universe list
-
-(*
- makes a union.
- TODO:
- - remember already merged uri so that we completely skip already merged
- graphs, this may include a dependecy graph (not merge a subpart of an
- already merged graph)
-*)
-val merge_ugraphs:
- universe_graph -> universe_graph -> universe_graph
-
-(*
- ugraph to xml file and viceversa
-*)
-val write_xml_of_ugraph:
- string -> universe_graph -> universe list -> unit
-
-(*
- given a filename parses the xml and returns the data structure
-*)
-val ugraph_and_univlist_of_xml:
- string -> universe_graph * universe list
-val restart_numbering:
- unit -> unit
-
-(*
- returns the universe number (used to save it do xml)
-*)
-val univno: universe -> int
-
- (** re-hash-cons URIs contained in the given universe so that phisicaly
- * equality could be enforced. Mainly used by
- * CicEnvironment.restore_from_channel *)
-val recons_graph: universe_graph -> universe_graph
-
- (** re-hash-cons a single universe *)
-val recons_univ: universe -> universe
-
- (** consistency chek that should be done before committin the graph to the
- * cache *)
-val assert_univs_have_uri: universe_graph -> universe list-> unit
-
- (** asserts the universe is named *)
-val assert_univ: universe -> unit
-
-val compare: universe -> universe -> int
-val eq: universe -> universe -> bool
-
-(*
- Benchmarking stuff
-*)
-val get_spent_time: unit -> float
-val reset_spent_time: unit -> unit
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-exception Meta_not_found of int
-exception Subst_not_found of int
-
-let lookup_meta index metasenv =
- try
- List.find (fun (index', _, _) -> index = index') metasenv
- with Not_found -> raise (Meta_not_found index)
-
-let lookup_subst n subst =
- try
- List.assoc n subst
- with Not_found -> raise (Subst_not_found n)
-
-let exists_meta index = List.exists (fun (index', _, _) -> (index = index'))
-
-(* clean_up_meta take a substitution, a metasenv a meta_inex and a local
-context l and clean up l with respect to the hidden hipothesis in the
-canonical context *)
-
-let clean_up_local_context subst metasenv n l =
- let cc =
- (try
- let (cc,_,_) = lookup_subst n subst in cc
- with Subst_not_found _ ->
- try
- let (_,cc,_) = lookup_meta n metasenv in cc
- with Meta_not_found _ -> assert false) in
- (try
- List.map2
- (fun t1 t2 ->
- match t1,t2 with
- None , _ -> None
- | _ , t -> t) cc l
- with
- Invalid_argument _ -> assert false)
-
-let is_closed =
- let module C = Cic in
- let rec is_closed k =
- function
- C.Rel m when m > k -> false
- | C.Rel m -> true
- | C.Meta (_,l) ->
- List.fold_left
- (fun i t -> i && (match t with None -> true | Some t -> is_closed k t)
- ) true l
- | C.Sort _ -> true
- | C.Implicit _ -> assert false
- | C.Cast (te,ty) -> is_closed k te && is_closed k ty
- | C.Prod (name,so,dest) -> is_closed k so && is_closed (k+1) dest
- | C.Lambda (_,so,dest) -> is_closed k so && is_closed (k+1) dest
- | C.LetIn (_,so,dest) -> is_closed k so && is_closed (k+1) dest
- | C.Appl l ->
- List.fold_right (fun x i -> i && is_closed k x) l true
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst)
- | C.MutInd (_,_,exp_named_subst)
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right (fun (_,x) i -> i && is_closed k x)
- exp_named_subst true
- | C.MutCase (_,_,out,te,pl) ->
- is_closed k out && is_closed k te &&
- List.fold_right (fun x i -> i && is_closed k x) pl true
- | C.Fix (_,fl) ->
- let len = List.length fl in
- let k_plus_len = k + len in
- List.fold_right
- (fun (_,_,ty,bo) i -> i && is_closed k ty && is_closed k_plus_len bo
- ) fl true
- | C.CoFix (_,fl) ->
- let len = List.length fl in
- let k_plus_len = k + len in
- List.fold_right
- (fun (_,ty,bo) i -> i && is_closed k ty && is_closed k_plus_len bo
- ) fl true
-in
- is_closed 0
-;;
-
-let rec is_meta_closed =
- function
- Cic.Rel _ -> true
- | Cic.Meta _ -> false
- | Cic.Sort _ -> true
- | Cic.Implicit _ -> assert false
- | Cic.Cast (te,ty) -> is_meta_closed te && is_meta_closed ty
- | Cic.Prod (name,so,dest) -> is_meta_closed so && is_meta_closed dest
- | Cic.Lambda (_,so,dest) -> is_meta_closed so && is_meta_closed dest
- | Cic.LetIn (_,so,dest) -> is_meta_closed so && is_meta_closed dest
- | Cic.Appl l ->
- List.fold_right (fun x i -> i && is_meta_closed x) l true
- | Cic.Var (_,exp_named_subst)
- | Cic.Const (_,exp_named_subst)
- | Cic.MutInd (_,_,exp_named_subst)
- | Cic.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right (fun (_,x) i -> i && is_meta_closed x)
- exp_named_subst true
- | Cic.MutCase (_,_,out,te,pl) ->
- is_meta_closed out && is_meta_closed te &&
- List.fold_right (fun x i -> i && is_meta_closed x) pl true
- | Cic.Fix (_,fl) ->
- List.fold_right
- (fun (_,_,ty,bo) i -> i && is_meta_closed ty && is_meta_closed bo
- ) fl true
- | Cic.CoFix (_,fl) ->
- List.fold_right
- (fun (_,ty,bo) i -> i && is_meta_closed ty && is_meta_closed bo
- ) fl true
-;;
-
-let xpointer_RE = Str.regexp "\\([^#]+\\)#xpointer(\\(.*\\))"
-let slash_RE = Str.regexp "/"
-
-let term_of_uri uri =
- let s = UriManager.string_of_uri uri in
- try
- (if UriManager.uri_is_con uri then
- Cic.Const (uri, [])
- else if UriManager.uri_is_var uri then
- Cic.Var (uri, [])
- else if not (Str.string_match xpointer_RE s 0) then
- raise (UriManager.IllFormedUri s)
- else
- let (baseuri,xpointer) = (Str.matched_group 1 s, Str.matched_group 2 s) in
- let baseuri = UriManager.uri_of_string baseuri in
- (match Str.split slash_RE xpointer with
- | [_; tyno] -> Cic.MutInd (baseuri, int_of_string tyno - 1, [])
- | [_; tyno; consno] ->
- Cic.MutConstruct
- (baseuri, int_of_string tyno - 1, int_of_string consno, [])
- | _ -> raise Exit))
- with
- | Exit
- | Failure _
- | Not_found -> raise (UriManager.IllFormedUri s)
-
-let uri_of_term = function
- | Cic.Const (uri, [])
- | Cic.Var (uri, []) -> uri
- | Cic.MutInd (baseuri, tyno, []) ->
- UriManager.uri_of_string
- (sprintf "%s#xpointer(1/%d)" (UriManager.string_of_uri baseuri) (tyno+1))
- | Cic.MutConstruct (baseuri, tyno, consno, []) ->
- UriManager.uri_of_string
- (sprintf "%s#xpointer(1/%d/%d)" (UriManager.string_of_uri baseuri)
- (tyno + 1) consno)
- | _ -> raise (Invalid_argument "uri_of_term")
-
-
-(*
-let pack terms =
- List.fold_right
- (fun term acc -> Cic.Prod (Cic.Anonymous, term, acc))
- terms (Cic.Sort (Cic.Type (CicUniv.fresh ())))
-
-let rec unpack = function
- | Cic.Prod (Cic.Anonymous, term, Cic.Sort (Cic.Type _)) -> [term]
- | Cic.Prod (Cic.Anonymous, term, tgt) -> term :: unpack tgt
- | _ -> assert false
-*)
-
-let rec strip_prods n = function
- | t when n = 0 -> t
- | Cic.Prod (_, _, tgt) when n > 0 -> strip_prods (n-1) tgt
- | _ -> failwith "not enough prods"
-
-let params_of_obj = function
- | Cic.Constant (_, _, _, params, _)
- | Cic.Variable (_, _, _, params, _)
- | Cic.CurrentProof (_, _, _, _, params, _)
- | Cic.InductiveDefinition (_, params, _, _) ->
- params
-
-let attributes_of_obj = function
- | Cic.Constant (_, _, _, _, attributes)
- | Cic.Variable (_, _, _, _, attributes)
- | Cic.CurrentProof (_, _, _, _, _, attributes)
- | Cic.InductiveDefinition (_, _, _, attributes) ->
- attributes
-let rec mk_rels howmany from =
- match howmany with
- | 0 -> []
- | _ -> (Cic.Rel (howmany + from)) :: (mk_rels (howmany-1) from)
-
-let id_of_annterm =
- function
- | Cic.ARel (id,_,_,_)
- | Cic.AVar (id,_,_)
- | Cic.AMeta (id,_,_)
- | Cic.ASort (id,_)
- | Cic.AImplicit (id,_)
- | Cic.ACast (id,_,_)
- | Cic.AProd (id,_,_,_)
- | Cic.ALambda (id,_,_,_)
- | Cic.ALetIn (id,_,_,_)
- | Cic.AAppl (id,_)
- | Cic.AConst (id,_,_)
- | Cic.AMutInd (id,_,_,_)
- | Cic.AMutConstruct (id,_,_,_,_)
- | Cic.AMutCase (id,_,_,_,_,_)
- | Cic.AFix (id,_,_)
- | Cic.ACoFix (id,_,_) -> id
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Meta_not_found of int
-exception Subst_not_found of int
-
-val lookup_meta: int -> Cic.metasenv -> Cic.conjecture
-val lookup_subst: int -> Cic.substitution -> Cic.context * Cic.term * Cic.term
-val exists_meta: int -> Cic.metasenv -> bool
-val clean_up_local_context :
- Cic.substitution -> Cic.metasenv -> int -> (Cic.term option) list
- -> (Cic.term option) list
-
-val is_closed : Cic.term -> bool
-val is_meta_closed : Cic.term -> bool
-
- (** @raise Failure "not enough prods" *)
-val strip_prods: int -> Cic.term -> Cic.term
-
-(** conversions between terms which are fully representable as uris (Var, Const,
- * Mutind, and MutConstruct) and corresponding tree representations *)
-val term_of_uri: UriManager.uri -> Cic.term (** @raise UriManager.IllFormedUri *)
-val uri_of_term: Cic.term -> UriManager.uri (** @raise Invalid_argument "uri_of_term" *)
-
-(*
- (** packing/unpacking of several terms into a single one *)
-val pack: Cic.term list -> Cic.term
-val unpack: Cic.term -> Cic.term list
-*)
-
-val id_of_annterm: Cic.annterm -> Cic.id
-
-(** {2 Cic selectors} *)
-
-val params_of_obj: Cic.obj -> UriManager.uri list
-val attributes_of_obj: Cic.obj -> Cic.attribute list
-
-(** mk_rels [howmany] [from]
- * creates a list of [howmany] rels starting from [from] in decreasing order *)
-val mk_rels : int -> int -> Cic.term list
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* converts annotated terms into cic terms (forgetting ids and names) *)
-let rec deannotate_term =
- let module C = Cic in
- function
- C.ARel (_,_,n,_) -> C.Rel n
- | C.AVar (_,uri,exp_named_subst) ->
- let deann_exp_named_subst =
- List.map (function (uri,t) -> uri,deannotate_term t) exp_named_subst
- in
- C.Var (uri, deann_exp_named_subst)
- | C.AMeta (_,n, l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some at -> Some (deannotate_term at)
- ) l
- in
- C.Meta (n, l')
- | C.ASort (_,s) -> C.Sort s
- | C.AImplicit (_, annotation) -> C.Implicit annotation
- | C.ACast (_,va,ty) -> C.Cast (deannotate_term va, deannotate_term ty)
- | C.AProd (_,name,so,ta) ->
- C.Prod (name, deannotate_term so, deannotate_term ta)
- | C.ALambda (_,name,so,ta) ->
- C.Lambda (name, deannotate_term so, deannotate_term ta)
- | C.ALetIn (_,name,so,ta) ->
- C.LetIn (name, deannotate_term so, deannotate_term ta)
- | C.AAppl (_,l) -> C.Appl (List.map deannotate_term l)
- | C.AConst (_,uri,exp_named_subst) ->
- let deann_exp_named_subst =
- List.map (function (uri,t) -> uri,deannotate_term t) exp_named_subst
- in
- C.Const (uri, deann_exp_named_subst)
- | C.AMutInd (_,uri,i,exp_named_subst) ->
- let deann_exp_named_subst =
- List.map (function (uri,t) -> uri,deannotate_term t) exp_named_subst
- in
- C.MutInd (uri,i,deann_exp_named_subst)
- | C.AMutConstruct (_,uri,i,j,exp_named_subst) ->
- let deann_exp_named_subst =
- List.map (function (uri,t) -> uri,deannotate_term t) exp_named_subst
- in
- C.MutConstruct (uri,i,j,deann_exp_named_subst)
- | C.AMutCase (_,uri,i,outtype,te,pl) ->
- C.MutCase (uri,i,deannotate_term outtype,
- deannotate_term te, List.map deannotate_term pl)
- | C.AFix (_,funno,ifl) ->
- C.Fix (funno, List.map deannotate_inductiveFun ifl)
- | C.ACoFix (_,funno,ifl) ->
- C.CoFix (funno, List.map deannotate_coinductiveFun ifl)
-
-and deannotate_inductiveFun (_,name,index,ty,bo) =
- (name, index, deannotate_term ty, deannotate_term bo)
-
-and deannotate_coinductiveFun (_,name,ty,bo) =
- (name, deannotate_term ty, deannotate_term bo)
-;;
-
-let deannotate_inductiveType (_, name, isinductive, arity, cons) =
- (name, isinductive, deannotate_term arity,
- List.map (fun (id,ty) -> (id,deannotate_term ty)) cons)
-;;
-
-let deannotate_obj =
- let module C = Cic in
- function
- C.AConstant (_, _, id, bo, ty, params, attrs) ->
- C.Constant (id,
- (match bo with None -> None | Some bo -> Some (deannotate_term bo)),
- deannotate_term ty, params, attrs)
- | C.AVariable (_, name, bo, ty, params, attrs) ->
- C.Variable (name,
- (match bo with None -> None | Some bo -> Some (deannotate_term bo)),
- deannotate_term ty, params, attrs)
- | C.ACurrentProof (_, _, name, conjs, bo, ty, params, attrs) ->
- C.CurrentProof (
- name,
- List.map
- (function
- (_,id,acontext,con) ->
- let context =
- List.map
- (function
- _,Some (n,(C.ADef at)) ->
- Some (n,(C.Def ((deannotate_term at),None)))
- | _,Some (n,(C.ADecl at)) ->
- Some (n,(C.Decl (deannotate_term at)))
- | _,None -> None
- ) acontext
- in
- (id,context,deannotate_term con)
- ) conjs,
- deannotate_term bo,deannotate_term ty, params, attrs
- )
- | C.AInductiveDefinition (_, tys, params, parno, attrs) ->
- C.InductiveDefinition (List.map deannotate_inductiveType tys,
- params, parno, attrs)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 29/11/2000 *)
-(* *)
-(******************************************************************************)
-
-val deannotate_term : Cic.annterm -> Cic.term
-val deannotate_obj : Cic.annobj -> Cic.obj
+++ /dev/null
-(** {2 Auxiliary functions} *)
-
-let uri = UriManager.uri_of_string
-
-let const ?(subst = []) uri = Cic.Const (uri, subst)
-let var ?(subst = []) uri = Cic.Var (uri, subst)
-let mutconstruct ?(subst = []) uri typeno consno =
- Cic.MutConstruct (uri, typeno, consno, subst)
-let mutind ?(subst = []) uri typeno = Cic.MutInd (uri, typeno, subst)
-
-let indtyuri_of_uri uri =
- let index_sharp = String.index uri '#' in
- let index_num = index_sharp + 3 in
- (UriManager.uri_of_string (String.sub uri 0 index_sharp),
- int_of_string(String.sub uri index_num (String.length uri - index_num)) - 1)
-
-let indconuri_of_uri uri =
- let index_sharp = String.index uri '#' in
- let index_div = String.rindex uri '/' in
- let index_con = index_div + 1 in
- (UriManager.uri_of_string (String.sub uri 0 index_sharp),
- int_of_string
- (String.sub uri (index_sharp + 3) (index_div - index_sharp - 3)) - 1,
- int_of_string
- (String.sub uri index_con (String.length uri - index_con)))
-
-(** {2 Helm's objects shorthands} *)
-
-module Logic =
- struct
- let eq_SURI = "cic:/Coq/Init/Logic/eq.ind"
- let eq_URI = uri eq_SURI
- let eq_XURI = eq_SURI ^ "#xpointer(1/1)"
- let eq_ind_URI = uri "cic:/Coq/Init/Logic/eq_ind.con"
- let eq_ind_r_URI = uri "cic:/Coq/Init/Logic/eq_ind_r.con"
- let true_URI = uri "cic:/Coq/Init/Logic/True.ind"
- let false_URI = uri "cic:/Coq/Init/Logic/False.ind"
- let false_ind_URI = uri "cic:/Coq/Init/Logic/False_ind.con"
- let ex_SURI = "cic:/Coq/Init/Logic/ex.ind"
- let ex_URI = uri ex_SURI
- let ex_XURI = ex_SURI ^ "#xpointer(1/1)"
- let ex_ind_URI = uri "cic:/Coq/Init/Logic/ex_ind.con"
- let and_SURI = "cic:/Coq/Init/Logic/and.ind"
- let and_URI = uri and_SURI
- let and_XURI = and_SURI ^ "#xpointer(1/1)"
- let and_ind_URI = uri "cic:/Coq/Init/Logic/and_ind.con"
- let or_SURI = "cic:/Coq/Init/Logic/or.ind"
- let or_URI = uri or_SURI
- let or_XURI = or_SURI ^ "#xpointer(1/1)"
- let not_SURI = "cic:/Coq/Init/Logic/not.con"
- let not_URI = uri not_SURI
- let iff_SURI = "cic:/Coq/Init/Logic/iff.con"
- let iff_URI = uri "cic:/Coq/Init/Logic/iff.con"
- let sym_eq_URI = uri "cic:/Coq/Init/Logic/sym_eq.con"
- let trans_eq_URI = uri "cic:/Coq/Init/Logic/trans_eq.con"
- let absurd_URI = uri "cic:/Coq/Init/Logic/absurd.con"
- end
-
-module Datatypes =
- struct
- let bool_URI = uri "cic:/Coq/Init/Datatypes/bool.ind"
- let nat_URI = uri "cic:/Coq/Init/Datatypes/nat.ind"
-
- let trueb = mutconstruct bool_URI 0 1
- let falseb = mutconstruct bool_URI 0 2
- let zero = mutconstruct nat_URI 0 1
- let succ = mutconstruct nat_URI 0 2
- end
-
-module Reals =
- struct
- let r_URI = uri "cic:/Coq/Reals/Rdefinitions/R.con"
- let rplus_SURI = "cic:/Coq/Reals/Rdefinitions/Rplus.con"
- let rplus_URI = uri rplus_SURI
- let rminus_SURI = "cic:/Coq/Reals/Rdefinitions/Rminus.con"
- let rminus_URI = uri rminus_SURI
- let rmult_SURI = "cic:/Coq/Reals/Rdefinitions/Rmult.con"
- let rmult_URI = uri rmult_SURI
- let rdiv_SURI = "cic:/Coq/Reals/Rdefinitions/Rdiv.con"
- let rdiv_URI = uri rdiv_SURI
- let ropp_SURI = "cic:/Coq/Reals/Rdefinitions/Ropp.con"
- let ropp_URI = uri ropp_SURI
- let rinv_SURI = "cic:/Coq/Reals/Rdefinitions/Rinv.con"
- let rinv_URI = uri rinv_SURI
- let r0_SURI = "cic:/Coq/Reals/Rdefinitions/R0.con"
- let r0_URI = uri r0_SURI
- let r1_SURI = "cic:/Coq/Reals/Rdefinitions/R1.con"
- let r1_URI = uri r1_SURI
- let rle_SURI = "cic:/Coq/Reals/Rdefinitions/Rle.con"
- let rle_URI = uri rle_SURI
- let rge_SURI = "cic:/Coq/Reals/Rdefinitions/Rge.con"
- let rge_URI = uri rge_SURI
- let rlt_SURI = "cic:/Coq/Reals/Rdefinitions/Rlt.con"
- let rlt_URI = uri rlt_SURI
- let rgt_SURI = "cic:/Coq/Reals/Rdefinitions/Rgt.con"
- let rgt_URI = uri rgt_SURI
- let rtheory_URI = uri "cic:/Coq/Reals/RIneq/RTheory.con"
- let rinv_r1_URI = uri "cic:/Coq/Reals/RIneq/Rinv_1.con"
- let pow_URI = uri "cic:/Coq/Reals/Rfunctions/pow.con"
-
- let r = const r_URI
- let rplus = const rplus_URI
- let rmult = const rmult_URI
- let ropp = const ropp_URI
- let r0 = const r0_URI
- let r1 = const r1_URI
- let rtheory = const rtheory_URI
- end
-
-module Peano =
- struct
- let plus_SURI = "cic:/Coq/Init/Peano/plus.con"
- let plus_URI = uri plus_SURI
- let minus_SURI = "cic:/Coq/Init/Peano/minus.con"
- let minus_URI = uri minus_SURI
- let mult_SURI = "cic:/Coq/Init/Peano/mult.con"
- let mult_URI = uri mult_SURI
- let pred_URI = uri "cic:/Coq/Init/Peano/pred.con"
- let le_SURI = "cic:/Coq/Init/Peano/le.ind"
- let le_URI = uri le_SURI
- let le_XURI = le_SURI ^ "#xpointer(1/1)"
- let ge_SURI = "cic:/Coq/Init/Peano/ge.con"
- let ge_URI = uri ge_SURI
- let lt_SURI = "cic:/Coq/Init/Peano/lt.con"
- let lt_URI = uri lt_SURI
- let gt_SURI = "cic:/Coq/Init/Peano/gt.con"
- let gt_URI = uri gt_SURI
-
- let plus = const plus_URI
- let mult = const mult_URI
- let pred = const pred_URI
- end
-
-module BinPos =
- struct
- let positive_SURI = "cic:/Coq/NArith/BinPos/positive.ind"
- let positive_URI = uri positive_SURI
- let xI = mutconstruct positive_URI 0 1
- let xO = mutconstruct positive_URI 0 2
- let xH = mutconstruct positive_URI 0 3
- let pplus_SURI = "cic:/Coq/NArith/BinPos/Pplus.con"
- let pplus_URI = uri pplus_SURI
- let pplus = const pplus_URI
- let pminus_SURI = "cic:/Coq/NArith/BinPos/Pminus.con"
- let pminus_URI = uri pminus_SURI
- let pminus = const pminus_URI
- let pmult_SURI = "cic:/Coq/NArith/BinPos/Pmult.con"
- let pmult_URI = uri pmult_SURI
- let pmult = const pmult_URI
- end
-
-module BinInt =
- struct
- let zmult_URI = uri "cic:/Coq/ZArith/BinInt/Zmult.con"
- let zmult = const zmult_URI
- let zplus_SURI = "cic:/Coq/ZArith/BinInt/Zplus.con"
- let zplus_URI = uri zplus_SURI
- let zplus = const zplus_URI
- let zminus_SURI = "cic:/Coq/ZArith/BinInt/Zminus.con"
- let zminus_URI = uri zminus_SURI
- let zminus = const zminus_URI
- let z_SURI = "cic:/Coq/ZArith/BinInt/Z.ind"
- let z_URI = uri z_SURI
- let z0 = mutconstruct z_URI 0 1
- let zpos = mutconstruct z_URI 0 2
- let zneg = mutconstruct z_URI 0 3
- let zopp_SURI = "cic:/Coq/ZArith/BinInt/Zopp.con"
- let zopp_URI = uri zopp_SURI
- let zopp = const zopp_URI
- let zpower_URI = uri "cic:/Coq/ZArith/Zpower/Zpower.con"
- end
-
-(** {2 Helpers for creating common terms}
- * (e.g. numbers)} *)
-
-exception NegativeInteger
-
-let build_nat n =
- if n < 0 then raise NegativeInteger;
- let rec aux = function
- | 0 -> Datatypes.zero
- | n -> Cic.Appl [ Datatypes.succ; (aux (n - 1)) ]
- in
- aux n
-
-let build_real n =
- if n < 0 then raise NegativeInteger;
- let rec aux = function
- | 0 -> Reals.r0
- | 1 -> Reals.r1 (* to avoid trailing "+ 0" *)
- | n -> Cic.Appl [ Reals.rplus; Reals.r1; (aux (n - 1)) ]
- in
- aux n
-
-let build_bin_pos n =
- if n < 1 then raise NegativeInteger;
- let rec aux = function
- | 1 -> BinPos.xH
- | n when n mod 2 = 0 -> Cic.Appl [ BinPos.xO; aux (n / 2) ]
- | n -> Cic.Appl [ BinPos.xI; aux (n / 2) ]
- in
- aux n
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Logic :
- sig
- val absurd_URI : UriManager.uri
- val and_ind_URI : UriManager.uri
- val and_URI : UriManager.uri
- val eq_ind_r_URI : UriManager.uri
- val eq_ind_URI : UriManager.uri
- val eq_URI : UriManager.uri
- val ex_ind_URI : UriManager.uri
- val ex_URI : UriManager.uri
- val false_ind_URI : UriManager.uri
- val false_URI : UriManager.uri
- val iff_URI : UriManager.uri
- val not_URI : UriManager.uri
- val or_URI : UriManager.uri
- val sym_eq_URI : UriManager.uri
- val trans_eq_URI : UriManager.uri
- val true_URI : UriManager.uri
-
- val and_SURI : string
- val eq_SURI : string
- val ex_SURI : string
- val iff_SURI : string
- val not_SURI : string
- val or_SURI : string
-
- val and_XURI : string
- val eq_XURI : string
- val ex_XURI : string
- val or_XURI : string
- end
-
-module Datatypes :
- sig
- val bool_URI : UriManager.uri
- val nat_URI : UriManager.uri
-
- val trueb : Cic.term
- val falseb : Cic.term
- val zero : Cic.term
- val succ : Cic.term
- end
-
-module Reals :
- sig
- val pow_URI : UriManager.uri
- val r0_URI : UriManager.uri
- val r1_URI : UriManager.uri
- val rdiv_URI : UriManager.uri
- val rge_URI : UriManager.uri
- val rgt_URI : UriManager.uri
- val rinv_r1_URI : UriManager.uri
- val rinv_URI : UriManager.uri
- val rle_URI : UriManager.uri
- val rlt_URI : UriManager.uri
- val rminus_URI : UriManager.uri
- val rmult_URI : UriManager.uri
- val ropp_URI : UriManager.uri
- val rplus_URI : UriManager.uri
- val rtheory_URI : UriManager.uri
- val r_URI : UriManager.uri
-
- val r0_SURI : string
- val r1_SURI : string
- val rdiv_SURI : string
- val rge_SURI : string
- val rgt_SURI : string
- val rinv_SURI : string
- val rle_SURI : string
- val rlt_SURI : string
- val rminus_SURI : string
- val rmult_SURI : string
- val ropp_SURI : string
- val rplus_SURI : string
-
- val r0 : Cic.term
- val r1 : Cic.term
- val r : Cic.term
- val rmult : Cic.term
- val ropp : Cic.term
- val rplus : Cic.term
- val rtheory : Cic.term
- end
-
-module Peano :
- sig
- val ge_URI : UriManager.uri
- val gt_URI : UriManager.uri
- val le_URI : UriManager.uri
- val lt_URI : UriManager.uri
- val minus_URI : UriManager.uri
- val mult_URI : UriManager.uri
- val plus_URI : UriManager.uri
- val pred_URI : UriManager.uri
-
- val ge_SURI : string
- val gt_SURI : string
- val le_SURI : string
- val lt_SURI : string
- val minus_SURI : string
- val mult_SURI : string
- val plus_SURI : string
-
- val le_XURI : string
-
- val mult : Cic.term
- val plus : Cic.term
- val pred : Cic.term
- end
-
-module BinPos :
- sig
- val pminus_URI : UriManager.uri
- val pmult_URI : UriManager.uri
- val positive_URI : UriManager.uri
- val pplus_URI : UriManager.uri
-
- val pminus_SURI : string
- val pmult_SURI : string
- val positive_SURI : string
- val pplus_SURI : string
-
- val pminus : Cic.term
- val pmult : Cic.term
- val pplus : Cic.term
- val xH : Cic.term
- val xI : Cic.term
- val xO : Cic.term
- end
-
-module BinInt :
- sig
- val zminus_URI : UriManager.uri
- val zmult_URI : UriManager.uri
- val zopp_URI : UriManager.uri
- val zplus_URI : UriManager.uri
- val zpower_URI : UriManager.uri
- val z_URI : UriManager.uri
-
- val zminus_SURI : string
- val zopp_SURI : string
- val zplus_SURI : string
- val z_SURI : string
-
- val z0 : Cic.term
- val zminus : Cic.term
- val zmult : Cic.term
- val zneg : Cic.term
- val zopp : Cic.term
- val zplus : Cic.term
- val zpos : Cic.term
- end
-
-val build_bin_pos : int -> Cic.term
-val build_nat : int -> Cic.term
-val build_real : int -> Cic.term
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(**** TABLES ****)
-
-(* eq, sym_eq, trans_eq, eq_ind, eq_ind_R *)
-let eq_URIs_ref =
- ref [HelmLibraryObjects.Logic.eq_URI,
- HelmLibraryObjects.Logic.sym_eq_URI,
- HelmLibraryObjects.Logic.trans_eq_URI,
- HelmLibraryObjects.Logic.eq_ind_URI,
- HelmLibraryObjects.Logic.eq_ind_r_URI];;
-
-let true_URIs_ref = ref [HelmLibraryObjects.Logic.true_URI]
-let false_URIs_ref = ref [HelmLibraryObjects.Logic.false_URI]
-let absurd_URIs_ref = ref [HelmLibraryObjects.Logic.absurd_URI]
-
-
-(**** SET_DEFAULT ****)
-
-exception NotRecognized;;
-
-(* insert an element in front of the list, removing from the list all the
- previous elements with the same key associated *)
-let insert_unique e extract l =
- let uri = extract e in
- let l' =
- List.filter (fun x -> let uri' = extract x in not (UriManager.eq uri uri')) l
- in
- e :: l'
-
-let set_default what l =
- match what,l with
- "equality",[eq_URI;sym_eq_URI;trans_eq_URI;eq_ind_URI;eq_ind_r_URI] ->
- eq_URIs_ref :=
- insert_unique (eq_URI,sym_eq_URI,trans_eq_URI,eq_ind_URI,eq_ind_r_URI)
- (fun x,_,_,_,_ -> x) !eq_URIs_ref
- | "true",[true_URI] ->
- true_URIs_ref := insert_unique true_URI (fun x -> x) !true_URIs_ref
- | "false",[false_URI] ->
- false_URIs_ref := insert_unique false_URI (fun x -> x) !false_URIs_ref
- | "absurd",[absurd_URI] ->
- absurd_URIs_ref := insert_unique absurd_URI (fun x -> x) !absurd_URIs_ref
- | _,_ -> raise NotRecognized
-
-(**** LOOKUP FUNCTIONS ****)
-
-let eq_URI () = let eq,_,_,_,_ = List.hd !eq_URIs_ref in eq
-
-let is_eq_URI uri =
- List.exists (fun (eq,_,_,_,_) -> UriManager.eq eq uri) !eq_URIs_ref
-
-let sym_eq_URI ~eq:uri =
- try
- let _,x,_,_,_ = List.find (fun eq,_,_,_,_ -> UriManager.eq eq uri) !eq_URIs_ref in x
- with Not_found -> raise NotRecognized
-
-let trans_eq_URI ~eq:uri =
- try
- let _,_,x,_,_ = List.find (fun eq,_,_,_,_ -> UriManager.eq eq uri) !eq_URIs_ref in x
- with Not_found -> raise NotRecognized
-
-let eq_ind_URI ~eq:uri =
- try
- let _,_,_,x,_ = List.find (fun eq,_,_,_,_ -> UriManager.eq eq uri) !eq_URIs_ref in x
- with Not_found -> raise NotRecognized
-
-let eq_ind_r_URI ~eq:uri =
- try
- let _,_,_,_,x = List.find (fun eq,_,_,_,_ -> UriManager.eq eq uri) !eq_URIs_ref in x
- with Not_found -> raise NotRecognized
-
-let true_URI () = List.hd !true_URIs_ref
-let false_URI () = List.hd !false_URIs_ref
-let absurd_URI () = List.hd !absurd_URIs_ref
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val set_default : string -> UriManager.uri list -> unit
-
-val eq_URI : unit -> UriManager.uri
-
-val is_eq_URI : UriManager.uri -> bool
-
-exception NotRecognized;;
-
-val eq_ind_URI : eq:UriManager.uri -> UriManager.uri
-val eq_ind_r_URI : eq:UriManager.uri -> UriManager.uri
-val trans_eq_URI : eq:UriManager.uri -> UriManager.uri
-val sym_eq_URI : eq:UriManager.uri -> UriManager.uri
-
-
-val false_URI : unit -> UriManager.uri
-val true_URI : unit -> UriManager.uri
-val absurd_URI : unit -> UriManager.uri
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let _ =
- Helm_registry.set "getter.mode" "remote";
- Helm_registry.set "getter.url" "http://mowgli.cs.unibo.it:58081/"
-
-let body_RE = Str.regexp "^.*\\.body$"
-let con_RE = Str.regexp "^.*\\.con$"
-
-let unlink f =
- if Sys.file_exists f then
- Unix.unlink f
-
-let rec parse uri tmpfile1 tmpfile2 =
-(*prerr_endline (sprintf "%s %s" tmpfile1 (match tmpfile2 with None -> "None" | Some f -> "Some " ^ f));*)
- (try
- let uri' = UriManager.uri_of_string uri in
- let time_new0 = Unix.gettimeofday () in
-(* let obj_new = CicPushParser.CicParser.annobj_of_xml tmpfile1 tmpfile2 in*)
- let obj_new = CicParser.annobj_of_xml uri' tmpfile1 tmpfile2 in
- let time_new1 = Unix.gettimeofday () in
-
- let time_old0 = Unix.gettimeofday () in
- ignore (Unix.system (sprintf "gunzip -c %s > test.tmp && mv test.tmp %s"
- tmpfile1 tmpfile1));
- (match tmpfile2 with
- | Some tmpfile2 ->
- ignore (Unix.system (sprintf "gunzip -c %s > test.tmp && mv test.tmp %s"
- tmpfile2 tmpfile2));
- | None -> ());
- let obj_old = CicPxpParser.CicParser.annobj_of_xml uri' tmpfile1 tmpfile2 in
- let time_old1 = Unix.gettimeofday () in
-
- let time_old = time_old1 -. time_old0 in
- let time_new = time_new1 -. time_new0 in
- let are_equal = (obj_old = obj_new) in
- printf "%s\t%b\t%f\t%f\t%f\n"
- uri are_equal time_old time_new (time_new /. time_old *. 100.);
- flush stdout;
- with
- | CicParser.Getter_failure ("key_not_found", uri)
- when Str.string_match body_RE uri 0 ->
- parse uri tmpfile1 None
- | CicParser.Parser_failure msg ->
- printf "%s FAILED (%s)\n" uri msg; flush stdout)
-
-let _ =
- try
- while true do
- let uri = input_line stdin in
- let tmpfile1 = Http_getter.getxml uri in
- let tmpfile2 =
- if Str.string_match con_RE uri 0 then begin
- Some (Http_getter.getxml (uri ^ ".body"))
- end else
- None
- in
- parse uri tmpfile1 tmpfile2
- done
- with End_of_file -> ()
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let rec unshare =
- let module C = Cic in
- function
- C.Rel m -> C.Rel m
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,unshare t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (unshare t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort s -> C.Sort s
- | C.Implicit info -> C.Implicit info
- | C.Cast (te,ty) -> C.Cast (unshare te, unshare ty)
- | C.Prod (n,s,t) -> C.Prod (n, unshare s, unshare t)
- | C.Lambda (n,s,t) -> C.Lambda (n, unshare s, unshare t)
- | C.LetIn (n,s,t) -> C.LetIn (n, unshare s, unshare t)
- | C.Appl l -> C.Appl (List.map unshare l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,unshare t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,unshare t)) exp_named_subst
- in
- C.MutInd (uri,tyno,exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,unshare t)) exp_named_subst
- in
- C.MutConstruct (uri,tyno,consno,exp_named_subst')
- | C.MutCase (sp,i,outty,t,pl) ->
- C.MutCase (sp, i, unshare outty, unshare t,
- List.map unshare pl)
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, i, ty, bo) -> (name, i, unshare ty, unshare bo))
- fl
- in
- C.Fix (i, liftedfl)
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, ty, bo) -> (name, unshare ty, unshare bo))
- fl
- in
- C.CoFix (i, liftedfl)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val unshare : Cic.term -> Cic.term
+++ /dev/null
-*.cm[aiox] *.cmxa *.[ao]
-test_lexer
-test_parser
-macro_table.ml
-make_table
+++ /dev/null
-disambiguateChoices.cmi: disambiguateTypes.cmi
-disambiguatePp.cmi: disambiguateTypes.cmi
-disambiguate.cmi: disambiguateTypes.cmi
-disambiguateTypes.cmo: disambiguateTypes.cmi
-disambiguateTypes.cmx: disambiguateTypes.cmi
-disambiguateChoices.cmo: disambiguateTypes.cmi disambiguateChoices.cmi
-disambiguateChoices.cmx: disambiguateTypes.cmx disambiguateChoices.cmi
-disambiguatePp.cmo: disambiguateTypes.cmi disambiguateChoices.cmi \
- disambiguatePp.cmi
-disambiguatePp.cmx: disambiguateTypes.cmx disambiguateChoices.cmx \
- disambiguatePp.cmi
-disambiguate.cmo: disambiguateTypes.cmi disambiguateChoices.cmi \
- disambiguate.cmi
-disambiguate.cmx: disambiguateTypes.cmx disambiguateChoices.cmx \
- disambiguate.cmi
-number_notation.cmo: disambiguateTypes.cmi disambiguateChoices.cmi
-number_notation.cmx: disambiguateTypes.cmx disambiguateChoices.cmx
+++ /dev/null
-
-PACKAGE = cic_disambiguation
-REQUIRES = \
- helm-tactics helm-logger helm-cic_unification helm-cic_notation \
- helm-utf8_macros \
- ulex
-NOTATIONS = number
-INTERFACE_FILES = \
- disambiguateTypes.mli \
- disambiguateChoices.mli \
- disambiguatePp.mli \
- disambiguate.mli
-IMPLEMENTATION_FILES = \
- $(patsubst %.mli, %.ml, $(INTERFACE_FILES)) \
- $(patsubst %,%_notation.ml,$(NOTATIONS))
-
-all:
-
-clean:
-distclean:
- rm -f macro_table.dump
-
-include ../Makefile.common
-OCAMLARCHIVEOPTIONS += -linkall
-
-disambiguateTypes.cmi: disambiguateTypes.mli
- $(OCAMLC) -c -rectypes $<
-disambiguateTypes.cmo: disambiguateTypes.ml disambiguateTypes.cmi
- $(OCAMLC) -c -rectypes $<
-disambiguateTypes.cmx: disambiguateTypes.ml disambiguateTypes.cmi
- $(OCAMLOPT) -c -rectypes $<
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open DisambiguateTypes
-open UriManager
-
-exception No_choices of domain_item
-exception NoWellTypedInterpretation of string Lazy.t list
-exception PathNotWellFormed
-
- (** raised when an environment is not enough informative to decide *)
-exception Try_again of string Lazy.t
-
-type aliases = bool * DisambiguateTypes.environment
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s) else ()
-
-(*
- (** print benchmark information *)
-let benchmark = true
-let max_refinements = ref 0 (* benchmarking is not thread safe *)
-let actual_refinements = ref 0
-let domain_size = ref 0
-let choices_avg = ref 0.
-*)
-
-let descr_of_domain_item = function
- | Id s -> s
- | Symbol (s, _) -> s
- | Num i -> string_of_int i
-
-type 'a test_result =
- | Ok of 'a * Cic.metasenv
- | Ko of string Lazy.t
- | Uncertain of string Lazy.t
-
-let refine_term metasenv context uri term ugraph =
-(* if benchmark then incr actual_refinements; *)
- assert (uri=None);
- debug_print (lazy (sprintf "TEST_INTERPRETATION: %s" (CicPp.ppterm term)));
- try
- let term', _, metasenv',ugraph1 =
- CicRefine.type_of_aux' metasenv context term ugraph in
- (Ok (term', metasenv')),ugraph1
- with
- | CicRefine.Uncertain msg ->
- debug_print (lazy ("UNCERTAIN!!! [" ^ (Lazy.force msg) ^ "] " ^ CicPp.ppterm term)) ;
- Uncertain (msg (*lazy ("Uncertain trying to refine: " ^ CicMetaSubst.ppterm_in_context [] term context ^ "\n" ^ Lazy.force msg)*)),ugraph
- | CicRefine.RefineFailure msg ->
- debug_print (lazy (sprintf "PRUNED!!!\nterm%s\nmessage:%s"
- (CicPp.ppterm term) (Lazy.force msg)));
- Ko (msg (*lazy ("Error trying to refine: " ^ CicMetaSubst.ppterm_in_context [] term context ^ "\n" ^ Lazy.force msg)*)),ugraph
-
-let refine_obj metasenv context uri obj ugraph =
- assert (context = []);
- debug_print (lazy (sprintf "TEST_INTERPRETATION: %s" (CicPp.ppobj obj))) ;
- try
- let obj', metasenv,ugraph = CicRefine.typecheck metasenv uri obj in
- (Ok (obj', metasenv)),ugraph
- with
- | CicRefine.Uncertain msg ->
- debug_print (lazy ("UNCERTAIN!!! [" ^ (Lazy.force msg) ^ "] " ^ CicPp.ppobj obj)) ;
- Uncertain (msg (*lazy ("Uncertain trying to refine: " ^ CicPp.ppobj obj ^ "\n" ^ Lazy.force msg)*)),ugraph
- | CicRefine.RefineFailure msg ->
- debug_print (lazy (sprintf "PRUNED!!!\nterm%s\nmessage:%s"
- (CicPp.ppobj obj) (Lazy.force msg))) ;
- Ko (msg (*lazy ("Error trying to refine: " ^ CicPp.ppobj obj ^ "\n" ^ Lazy.force msg)*)),ugraph
-
-let resolve (env: codomain_item Environment.t) (item: domain_item) ?(num = "") ?(args = []) () =
- try
- snd (Environment.find item env) env num args
- with Not_found ->
- failwith ("Domain item not found: " ^
- (DisambiguateTypes.string_of_domain_item item))
-
- (* TODO move it to Cic *)
-let find_in_context name (context: Cic.name list) =
- let rec aux acc = function
- | [] -> raise Not_found
- | Cic.Name hd :: tl when hd = name -> acc
- | _ :: tl -> aux (acc + 1) tl
- in
- aux 1 context
-
-let interpretate_term ~(context: Cic.name list) ~env ~uri ~is_path ast =
- assert (uri = None);
- let rec aux loc (context: Cic.name list) = function
- | CicNotationPt.AttributedTerm (`Loc loc, term) ->
- aux loc context term
- | CicNotationPt.AttributedTerm (_, term) -> aux loc context term
- | CicNotationPt.Appl (CicNotationPt.Symbol (symb, i) :: args) ->
- let cic_args = List.map (aux loc context) args in
- resolve env (Symbol (symb, i)) ~args:cic_args ()
- | CicNotationPt.Appl terms -> Cic.Appl (List.map (aux loc context) terms)
- | CicNotationPt.Binder (binder_kind, (var, typ), body) ->
- let cic_type = aux_option loc context (Some `Type) typ in
- let cic_name = CicNotationUtil.cic_name_of_name var in
- let cic_body = aux loc (cic_name :: context) body in
- (match binder_kind with
- | `Lambda -> Cic.Lambda (cic_name, cic_type, cic_body)
- | `Pi
- | `Forall -> Cic.Prod (cic_name, cic_type, cic_body)
- | `Exists ->
- resolve env (Symbol ("exists", 0))
- ~args:[ cic_type; Cic.Lambda (cic_name, cic_type, cic_body) ] ())
- | CicNotationPt.Case (term, indty_ident, outtype, branches) ->
- let cic_term = aux loc context term in
- let cic_outtype = aux_option loc context None outtype in
- let do_branch ((head, _, args), term) =
- let rec do_branch' context = function
- | [] -> aux loc context term
- | (name, typ) :: tl ->
- let cic_name = CicNotationUtil.cic_name_of_name name in
- let cic_body = do_branch' (cic_name :: context) tl in
- let typ =
- match typ with
- | None -> Cic.Implicit (Some `Type)
- | Some typ -> aux loc context typ
- in
- Cic.Lambda (cic_name, typ, cic_body)
- in
- do_branch' context args
- in
- let (indtype_uri, indtype_no) =
- match indty_ident with
- | Some (indty_ident, _) ->
- (match resolve env (Id indty_ident) () with
- | Cic.MutInd (uri, tyno, _) -> (uri, tyno)
- | Cic.Implicit _ ->
- raise (Try_again (lazy "The type of the term to be matched
- is still unknown"))
- | _ ->
- raise (Invalid_choice (lazy "The type of the term to be matched is not (co)inductive!")))
- | None ->
- let fst_constructor =
- match branches with
- | ((head, _, _), _) :: _ -> head
- | [] -> raise (Invalid_choice (lazy "The type of the term to be matched is an inductive type without constructors that cannot be determined"))
- in
- (match resolve env (Id fst_constructor) () with
- | Cic.MutConstruct (indtype_uri, indtype_no, _, _) ->
- (indtype_uri, indtype_no)
- | Cic.Implicit _ ->
- raise (Try_again (lazy "The type of the term to be matched
- is still unknown"))
- | _ ->
- raise (Invalid_choice (lazy "The type of the term to be matched is not (co)inductive!")))
- in
- Cic.MutCase (indtype_uri, indtype_no, cic_outtype, cic_term,
- (List.map do_branch branches))
- | CicNotationPt.Cast (t1, t2) ->
- let cic_t1 = aux loc context t1 in
- let cic_t2 = aux loc context t2 in
- Cic.Cast (cic_t1, cic_t2)
- | CicNotationPt.LetIn ((name, typ), def, body) ->
- let cic_def = aux loc context def in
- let cic_name = CicNotationUtil.cic_name_of_name name in
- let cic_def =
- match typ with
- | None -> cic_def
- | Some t -> Cic.Cast (cic_def, aux loc context t)
- in
- let cic_body = aux loc (cic_name :: context) body in
- Cic.LetIn (cic_name, cic_def, cic_body)
- | CicNotationPt.LetRec (kind, defs, body) ->
- let context' =
- List.fold_left
- (fun acc ((name, _), _, _) ->
- CicNotationUtil.cic_name_of_name name :: acc)
- context defs
- in
- let cic_body = aux loc context' body in
- let inductiveFuns =
- List.map
- (fun ((name, typ), body, decr_idx) ->
- let cic_body = aux loc context' body in
- let cic_type = aux_option loc context (Some `Type) typ in
- let name =
- match CicNotationUtil.cic_name_of_name name with
- | Cic.Anonymous ->
- CicNotationPt.fail loc
- "Recursive functions cannot be anonymous"
- | Cic.Name name -> name
- in
- (name, decr_idx, cic_type, cic_body))
- defs
- in
- let counter = ref ~-1 in
- let build_term funs =
- (* this is the body of the fold_right function below. Rationale: Fix
- * and CoFix cases differs only in an additional index in the
- * inductiveFun list, see Cic.term *)
- match kind with
- | `Inductive ->
- (fun (var, _, _, _) cic ->
- incr counter;
- let fix = Cic.Fix (!counter,funs) in
- match cic with
- Cic.Rel 1 -> fix
- | (Cic.Appl (Cic.Rel 1::l)) ->
- (try
- let l' =
- List.map
- (function t ->
- let t',subst,metasenv =
- CicMetaSubst.delift_rels [] [] 1 t
- in
- assert (subst=[]);
- assert (metasenv=[]);
- t') l
- in
- Cic.Appl (fix::l')
- with
- CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable ->
- Cic.LetIn (Cic.Name var, fix, cic))
- | _ -> Cic.LetIn (Cic.Name var, fix, cic))
- | `CoInductive ->
- let funs =
- List.map (fun (name, _, typ, body) -> (name, typ, body)) funs
- in
- (fun (var, _, _, _) cic ->
- incr counter;
- let cofix = Cic.CoFix (!counter,funs) in
- match cic with
- Cic.Rel 1 -> cofix
- | (Cic.Appl (Cic.Rel 1::l)) -> Cic.Appl (cofix::l)
- | _ -> Cic.LetIn (Cic.Name var, cofix, cic))
- in
- List.fold_right (build_term inductiveFuns) inductiveFuns cic_body
- | CicNotationPt.Ident _
- | CicNotationPt.Uri _ when is_path -> raise PathNotWellFormed
- | CicNotationPt.Ident (name, subst)
- | CicNotationPt.Uri (name, subst) as ast ->
- let is_uri = function CicNotationPt.Uri _ -> true | _ -> false in
- (try
- if is_uri ast then raise Not_found;(* don't search the env for URIs *)
- let index = find_in_context name context in
- if subst <> None then
- CicNotationPt.fail loc "Explicit substitutions not allowed here";
- Cic.Rel index
- with Not_found ->
- let cic =
- if is_uri ast then (* we have the URI, build the term out of it *)
- try
- CicUtil.term_of_uri (UriManager.uri_of_string name)
- with UriManager.IllFormedUri _ ->
- CicNotationPt.fail loc "Ill formed URI"
- else
- resolve env (Id name) ()
- in
- let mk_subst uris =
- let ids_to_uris =
- List.map (fun uri -> UriManager.name_of_uri uri, uri) uris
- in
- (match subst with
- | Some subst ->
- List.map
- (fun (s, term) ->
- (try
- List.assoc s ids_to_uris, aux loc context term
- with Not_found ->
- raise (Invalid_choice (lazy "The provided explicit named substitution is trying to instantiate a named variable the object is not abstracted on"))))
- subst
- | None -> List.map (fun uri -> uri, Cic.Implicit None) uris)
- in
- (try
- match cic with
- | Cic.Const (uri, []) ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let uris = CicUtil.params_of_obj o in
- Cic.Const (uri, mk_subst uris)
- | Cic.Var (uri, []) ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let uris = CicUtil.params_of_obj o in
- Cic.Var (uri, mk_subst uris)
- | Cic.MutInd (uri, i, []) ->
- (try
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let uris = CicUtil.params_of_obj o in
- Cic.MutInd (uri, i, mk_subst uris)
- with
- CicEnvironment.Object_not_found _ ->
- (* if we are here it is probably the case that during the
- definition of a mutual inductive type we have met an
- occurrence of the type in one of its constructors.
- However, the inductive type is not yet in the environment
- *)
- (*here the explicit_named_substituion is assumed to be of length 0 *)
- Cic.MutInd (uri,i,[]))
- | Cic.MutConstruct (uri, i, j, []) ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let uris = CicUtil.params_of_obj o in
- Cic.MutConstruct (uri, i, j, mk_subst uris)
- | Cic.Meta _ | Cic.Implicit _ as t ->
-(*
- debug_print (lazy (sprintf
- "Warning: %s must be instantiated with _[%s] but we do not enforce it"
- (CicPp.ppterm t)
- (String.concat "; "
- (List.map
- (fun (s, term) -> s ^ " := " ^ CicNotationPtPp.pp_term term)
- subst))));
-*)
- t
- | _ ->
- raise (Invalid_choice (lazy "??? Can this happen?"))
- with
- CicEnvironment.CircularDependency _ ->
- raise (Invalid_choice (lazy "Circular dependency in the environment"))))
- | CicNotationPt.Implicit -> Cic.Implicit None
- | CicNotationPt.UserInput -> Cic.Implicit (Some `Hole)
- | CicNotationPt.Num (num, i) -> resolve env (Num i) ~num ()
- | CicNotationPt.Meta (index, subst) ->
- let cic_subst =
- List.map
- (function None -> None | Some term -> Some (aux loc context term))
- subst
- in
- Cic.Meta (index, cic_subst)
- | CicNotationPt.Sort `Prop -> Cic.Sort Cic.Prop
- | CicNotationPt.Sort `Set -> Cic.Sort Cic.Set
- | CicNotationPt.Sort (`Type u) -> Cic.Sort (Cic.Type u)
- | CicNotationPt.Sort `CProp -> Cic.Sort Cic.CProp
- | CicNotationPt.Symbol (symbol, instance) ->
- resolve env (Symbol (symbol, instance)) ()
- | _ -> assert false (* god bless Bologna *)
- and aux_option loc (context: Cic.name list) annotation = function
- | None -> Cic.Implicit annotation
- | Some term -> aux loc context term
- in
- match ast with
- | CicNotationPt.AttributedTerm (`Loc loc, term) -> aux loc context term
- | term -> aux dummy_floc context term
-
-let interpretate_path ~context path =
- interpretate_term ~context ~env:Environment.empty ~uri:None ~is_path:true path
-
-let interpretate_obj ~context ~env ~uri ~is_path obj =
- assert (context = []);
- assert (is_path = false);
- match obj with
- | GrafiteAst.Inductive (params,tyl) ->
- let uri = match uri with Some uri -> uri | None -> assert false in
- let context,params =
- let context,res =
- List.fold_left
- (fun (context,res) (name,t) ->
- Cic.Name name :: context,
- (name, interpretate_term context env None false t)::res
- ) ([],[]) params
- in
- context,List.rev res in
- let add_params =
- List.fold_right
- (fun (name,ty) t -> Cic.Prod (Cic.Name name,ty,t)) params in
- let name_to_uris =
- snd (
- List.fold_left
- (*here the explicit_named_substituion is assumed to be of length 0 *)
- (fun (i,res) (name,_,_,_) ->
- i + 1,(name,name,Cic.MutInd (uri,i,[]))::res
- ) (0,[]) tyl) in
- let con_env = DisambiguateTypes.env_of_list name_to_uris env in
- let undebrujin t =
- snd
- (List.fold_right
- (fun (name,_,_,_) (i,t) ->
- (*here the explicit_named_substituion is assumed to be of length 0 *)
- let t' = Cic.MutInd (uri,i,[]) in
- let t = CicSubstitution.subst t' t in
- i - 1,t
- ) tyl (List.length tyl - 1,t)) in
- let tyl =
- List.map
- (fun (name,b,ty,cl) ->
- let ty' = add_params (interpretate_term context env None false ty) in
- let cl' =
- List.map
- (fun (name,ty) ->
- let ty' =
- add_params (interpretate_term context con_env None false ty)
- in
- name,undebrujin ty'
- ) cl
- in
- name,b,ty',cl'
- ) tyl
- in
- Cic.InductiveDefinition (tyl,[],List.length params,[])
- | GrafiteAst.Record (params,name,ty,fields) ->
- let uri = match uri with Some uri -> uri | None -> assert false in
- let context,params =
- let context,res =
- List.fold_left
- (fun (context,res) (name,t) ->
- (Cic.Name name :: context),
- (name, interpretate_term context env None false t)::res
- ) ([],[]) params
- in
- context,List.rev res in
- let add_params =
- List.fold_right
- (fun (name,ty) t -> Cic.Prod (Cic.Name name,ty,t)) params in
- let ty' = add_params (interpretate_term context env None false ty) in
- let fields' =
- snd (
- List.fold_left
- (fun (context,res) (name,ty) ->
- let context' = Cic.Name name :: context in
- context',(name,interpretate_term context env None false ty)::res
- ) (context,[]) fields) in
- let concl =
- (*here the explicit_named_substituion is assumed to be of length 0 *)
- let mutind = Cic.MutInd (uri,0,[]) in
- if params = [] then mutind
- else
- Cic.Appl
- (mutind::CicUtil.mk_rels (List.length params) (List.length fields)) in
- let con =
- List.fold_left
- (fun t (name,ty) -> Cic.Prod (Cic.Name name,ty,t))
- concl fields' in
- let con' = add_params con in
- let tyl = [name,true,ty',["mk_" ^ name,con']] in
- let field_names = List.map fst fields in
- Cic.InductiveDefinition
- (tyl,[],List.length params,[`Class (`Record field_names)])
- | GrafiteAst.Theorem (flavour, name, ty, bo) ->
- let attrs = [`Flavour flavour] in
- let ty' = interpretate_term [] env None false ty in
- (match bo with
- None ->
- Cic.CurrentProof (name,[],Cic.Implicit None,ty',[],attrs)
- | Some bo ->
- let bo' = Some (interpretate_term [] env None false bo) in
- Cic.Constant (name,bo',ty',[],attrs))
-
-
- (* e.g. [5;1;1;1;2;3;4;1;2] -> [2;1;4;3;5] *)
-let rev_uniq =
- let module SortedItem =
- struct
- type t = DisambiguateTypes.domain_item
- let compare = Pervasives.compare
- end
- in
- let module Set = Set.Make (SortedItem) in
- fun l ->
- let rev_l = List.rev l in
- let (_, uniq_rev_l) =
- List.fold_left
- (fun (members, rev_l) elt ->
- if Set.mem elt members then
- (members, rev_l)
- else
- Set.add elt members, elt :: rev_l)
- (Set.empty, []) rev_l
- in
- List.rev uniq_rev_l
-
-(* "aux" keeps domain in reverse order and doesn't care about duplicates.
- * Domain item more in deep in the list will be processed first.
- *)
-let rec domain_rev_of_term ?(loc = dummy_floc) context = function
- | CicNotationPt.AttributedTerm (`Loc loc, term) ->
- domain_rev_of_term ~loc context term
- | CicNotationPt.AttributedTerm (_, term) ->
- domain_rev_of_term ~loc context term
- | CicNotationPt.Appl terms ->
- List.fold_left
- (fun dom term -> domain_rev_of_term ~loc context term @ dom) [] terms
- | CicNotationPt.Binder (kind, (var, typ), body) ->
- let kind_dom =
- match kind with
- | `Exists -> [ Symbol ("exists", 0) ]
- | _ -> []
- in
- let type_dom = domain_rev_of_term_option loc context typ in
- let body_dom =
- domain_rev_of_term ~loc
- (CicNotationUtil.cic_name_of_name var :: context) body
- in
- body_dom @ type_dom @ kind_dom
- | CicNotationPt.Case (term, indty_ident, outtype, branches) ->
- let term_dom = domain_rev_of_term ~loc context term in
- let outtype_dom = domain_rev_of_term_option loc context outtype in
- let get_first_constructor = function
- | [] -> []
- | ((head, _, _), _) :: _ -> [ Id head ]
- in
- let do_branch ((head, _, args), term) =
- let (term_context, args_domain) =
- List.fold_left
- (fun (cont, dom) (name, typ) ->
- (CicNotationUtil.cic_name_of_name name :: cont,
- (match typ with
- | None -> dom
- | Some typ -> domain_rev_of_term ~loc cont typ @ dom)))
- (context, []) args
- in
- args_domain @ domain_rev_of_term ~loc term_context term
- in
- let branches_dom =
- List.fold_left (fun dom branch -> do_branch branch @ dom) [] branches
- in
- branches_dom @ outtype_dom @ term_dom @
- (match indty_ident with
- | None -> get_first_constructor branches
- | Some (ident, _) -> [ Id ident ])
- | CicNotationPt.Cast (term, ty) ->
- let term_dom = domain_rev_of_term ~loc context term in
- let ty_dom = domain_rev_of_term ~loc context ty in
- ty_dom @ term_dom
- | CicNotationPt.LetIn ((var, typ), body, where) ->
- let body_dom = domain_rev_of_term ~loc context body in
- let type_dom = domain_rev_of_term_option loc context typ in
- let where_dom =
- domain_rev_of_term ~loc
- (CicNotationUtil.cic_name_of_name var :: context) where
- in
- where_dom @ type_dom @ body_dom
- | CicNotationPt.LetRec (kind, defs, where) ->
- let context' =
- List.fold_left
- (fun acc ((var, typ), _, _) ->
- CicNotationUtil.cic_name_of_name var :: acc)
- context defs
- in
- let where_dom = domain_rev_of_term ~loc context' where in
- let defs_dom =
- List.fold_left
- (fun dom ((_, typ), body, _) ->
- domain_rev_of_term ~loc context' body @
- domain_rev_of_term_option loc context typ)
- [] defs
- in
- where_dom @ defs_dom
- | CicNotationPt.Ident (name, subst) ->
- (try
- let index = find_in_context name context in
- if subst <> None then
- CicNotationPt.fail loc "Explicit substitutions not allowed here"
- else
- []
- with Not_found ->
- (match subst with
- | None -> [Id name]
- | Some subst ->
- List.fold_left
- (fun dom (_, term) ->
- let dom' = domain_rev_of_term ~loc context term in
- dom' @ dom)
- [Id name] subst))
- | CicNotationPt.Uri _ -> []
- | CicNotationPt.Implicit -> []
- | CicNotationPt.Num (num, i) -> [ Num i ]
- | CicNotationPt.Meta (index, local_context) ->
- List.fold_left
- (fun dom term -> domain_rev_of_term_option loc context term @ dom) []
- local_context
- | CicNotationPt.Sort _ -> []
- | CicNotationPt.Symbol (symbol, instance) -> [ Symbol (symbol, instance) ]
- | CicNotationPt.UserInput
- | CicNotationPt.Literal _
- | CicNotationPt.Layout _
- | CicNotationPt.Magic _
- | CicNotationPt.Variable _ -> assert false
-
-and domain_rev_of_term_option loc context = function
- | None -> []
- | Some t -> domain_rev_of_term ~loc context t
-
-let domain_of_term ~context ast = rev_uniq (domain_rev_of_term context ast)
-
-let domain_of_obj ~context ast =
- assert (context = []);
- let domain_rev =
- match ast with
- | GrafiteAst.Theorem (_,_,ty,bo) ->
- (match bo with
- None -> []
- | Some bo -> domain_rev_of_term [] bo) @
- domain_of_term [] ty
- | GrafiteAst.Inductive (params,tyl) ->
- let dom =
- List.flatten (
- List.rev_map
- (fun (_,_,ty,cl) ->
- List.flatten (
- List.rev_map
- (fun (_,ty) -> domain_rev_of_term [] ty) cl) @
- domain_rev_of_term [] ty) tyl) in
- let dom =
- List.fold_left
- (fun dom (_,ty) ->
- domain_rev_of_term [] ty @ dom
- ) dom params
- in
- List.filter
- (fun name ->
- not ( List.exists (fun (name',_) -> name = Id name') params
- || List.exists (fun (name',_,_,_) -> name = Id name') tyl)
- ) dom
- | GrafiteAst.Record (params,_,ty,fields) ->
- let dom =
- List.flatten
- (List.rev_map (fun (_,ty) -> domain_rev_of_term [] ty) fields) in
- let dom =
- List.filter
- (fun name->
- not ( List.exists (fun (name',_) -> name = Id name') params
- || List.exists (fun (name',_) -> name = Id name') fields)
- ) dom
- in
- List.fold_left
- (fun dom (_,ty) ->
- domain_rev_of_term [] ty @ dom
- ) (dom @ domain_rev_of_term [] ty) params
- in
- rev_uniq domain_rev
-
- (* dom1 \ dom2 *)
-let domain_diff dom1 dom2 =
-(* let domain_diff = Domain.diff *)
- let is_in_dom2 =
- List.fold_left (fun pred elt -> (fun elt' -> elt' = elt || pred elt'))
- (fun _ -> false) dom2
- in
- List.filter (fun elt -> not (is_in_dom2 elt)) dom1
-
-module type Disambiguator =
-sig
- val disambiguate_term :
- ?fresh_instances:bool ->
- dbd:HMysql.dbd ->
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- ?initial_ugraph:CicUniv.universe_graph ->
- aliases:DisambiguateTypes.environment ->(* previous interpretation status *)
- universe:DisambiguateTypes.multiple_environment option ->
- CicNotationPt.term ->
- ((DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list *
- Cic.metasenv * (* new metasenv *)
- Cic.term*
- CicUniv.universe_graph) list * (* disambiguated term *)
- bool
-
- val disambiguate_obj :
- ?fresh_instances:bool ->
- dbd:HMysql.dbd ->
- aliases:DisambiguateTypes.environment ->(* previous interpretation status *)
- universe:DisambiguateTypes.multiple_environment option ->
- uri:UriManager.uri option -> (* required only for inductive types *)
- GrafiteAst.obj ->
- ((DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list *
- Cic.metasenv * (* new metasenv *)
- Cic.obj *
- CicUniv.universe_graph) list * (* disambiguated obj *)
- bool
-end
-
-module Make (C: Callbacks) =
- struct
- let choices_of_id dbd id =
- let uris = MetadataQuery.locate ~dbd id in
- let uris =
- match uris with
- | [] ->
- [(C.input_or_locate_uri
- ~title:("URI matching \"" ^ id ^ "\" unknown.") ~id ())]
- | [uri] -> [uri]
- | _ ->
- C.interactive_user_uri_choice ~selection_mode:`MULTIPLE
- ~ok:"Try selected." ~enable_button_for_non_vars:true
- ~title:"Ambiguous input." ~id
- ~msg: ("Ambiguous input \"" ^ id ^
- "\". Please, choose one or more interpretations:")
- uris
- in
- List.map
- (fun uri ->
- (UriManager.string_of_uri uri,
- let term =
- try
- CicUtil.term_of_uri uri
- with exn ->
- debug_print (lazy (UriManager.string_of_uri uri));
- debug_print (lazy (Printexc.to_string exn));
- assert false
- in
- fun _ _ _ -> term))
- uris
-
-let refine_profiler = HExtlib.profile "disambiguate_thing.refine_thing"
-
- let disambiguate_thing ~dbd ~context ~metasenv
- ?(initial_ugraph = CicUniv.empty_ugraph) ~aliases ~universe
- ~uri ~pp_thing ~domain_of_thing ~interpretate_thing ~refine_thing thing
- =
- debug_print (lazy "DISAMBIGUATE INPUT");
- let disambiguate_context = (* cic context -> disambiguate context *)
- List.map
- (function None -> Cic.Anonymous | Some (name, _) -> name)
- context
- in
- debug_print (lazy ("TERM IS: " ^ (pp_thing thing)));
- let thing_dom = domain_of_thing ~context:disambiguate_context thing in
- debug_print (lazy (sprintf "DISAMBIGUATION DOMAIN: %s"
- (string_of_domain thing_dom)));
-(*
- debug_print (lazy (sprintf "DISAMBIGUATION ENVIRONMENT: %s"
- (DisambiguatePp.pp_environment aliases)));
- debug_print (lazy (sprintf "DISAMBIGUATION UNIVERSE: %s"
- (match universe with None -> "None" | Some _ -> "Some _")));
-*)
- let current_dom =
- Environment.fold (fun item _ dom -> item :: dom) aliases []
- in
- let todo_dom = domain_diff thing_dom current_dom in
- (* (2) lookup function for any item (Id/Symbol/Num) *)
- let lookup_choices =
- let id_choices = Hashtbl.create 1023 in
- fun item ->
- let choices =
- let lookup_in_library () =
- match item with
- | Id id -> choices_of_id dbd id
- | Symbol (symb, _) ->
- List.map DisambiguateChoices.mk_choice
- (CicNotationRew.lookup_interpretations symb)
- | Num instance ->
- DisambiguateChoices.lookup_num_choices ()
- in
- match universe with
- | None -> lookup_in_library ()
- | Some e ->
- (try
- Environment.find item e
- with Not_found -> lookup_in_library ())
- in
- if choices = [] then raise (No_choices item);
- choices
- in
-(*
- (* <benchmark> *)
- let _ =
- if benchmark then begin
- let per_item_choices =
- List.map
- (fun dom_item ->
- try
- let len = List.length (lookup_choices dom_item) in
- debug_print (lazy (sprintf "BENCHMARK %s: %d"
- (string_of_domain_item dom_item) len));
- len
- with No_choices _ -> 0)
- thing_dom
- in
- max_refinements := List.fold_left ( * ) 1 per_item_choices;
- actual_refinements := 0;
- domain_size := List.length thing_dom;
- choices_avg :=
- (float_of_int !max_refinements) ** (1. /. float_of_int !domain_size)
- end
- in
- (* </benchmark> *)
-*)
-
- (* (3) test an interpretation filling with meta uninterpreted identifiers
- *)
- let test_env aliases todo_dom ugraph =
- let filled_env =
- List.fold_left
- (fun env item ->
- Environment.add item
- ("Implicit",
- (match item with
- | Id _ | Num _ -> (fun _ _ _ -> Cic.Implicit (Some `Closed))
- | Symbol _ -> (fun _ _ _ -> Cic.Implicit None))) env)
- aliases todo_dom
- in
- try
- let cic_thing =
- interpretate_thing ~context:disambiguate_context ~env:filled_env
- ~uri ~is_path:false thing
- in
-let foo () =
- let k,ugraph1 = refine_thing metasenv context uri cic_thing ugraph in
- (k , ugraph1 )
-in refine_profiler.HExtlib.profile foo ()
- with
- | Try_again msg -> Uncertain msg, ugraph
- | Invalid_choice msg -> Ko msg, ugraph
- in
- (* (4) build all possible interpretations *)
- let (@@) (l1,l2) (l1',l2') = l1@l1', l2@l2' in
- let rec aux aliases diff lookup_in_todo_dom todo_dom base_univ =
- match todo_dom with
- | [] ->
- assert (lookup_in_todo_dom = None);
- (match test_env aliases [] base_univ with
- | Ok (thing, metasenv),new_univ ->
- [ aliases, diff, metasenv, thing, new_univ ], []
- | Ko msg,_ | Uncertain msg,_ -> [],[msg])
- | item :: remaining_dom ->
- debug_print (lazy (sprintf "CHOOSED ITEM: %s"
- (string_of_domain_item item)));
- let choices =
- match lookup_in_todo_dom with
- None -> lookup_choices item
- | Some choices -> choices in
- match choices with
- [] -> [], [lazy "No choices"]
- | [codomain_item] ->
- (* just one choice. We perform a one-step look-up and
- if the next set of choices is also a singleton we
- skip this refinement step *)
- debug_print(lazy (sprintf "%s CHOSEN" (fst codomain_item)));
- let new_env = Environment.add item codomain_item aliases in
- let new_diff = (item,codomain_item)::diff in
- let lookup_in_todo_dom,next_choice_is_single =
- match remaining_dom with
- [] -> None,false
- | he::_ ->
- let choices = lookup_choices he in
- Some choices,List.length choices = 1
- in
- if next_choice_is_single then
- aux new_env new_diff lookup_in_todo_dom remaining_dom
- base_univ
- else
- (match test_env new_env remaining_dom base_univ with
- | Ok (thing, metasenv),new_univ ->
- (match remaining_dom with
- | [] ->
- [ new_env, new_diff, metasenv, thing, new_univ ], []
- | _ ->
- aux new_env new_diff lookup_in_todo_dom
- remaining_dom new_univ)
- | Uncertain msg,new_univ ->
- (match remaining_dom with
- | [] -> [], [msg]
- | _ ->
- aux new_env new_diff lookup_in_todo_dom
- remaining_dom new_univ)
- | Ko msg,_ -> [], [msg])
- | _::_ ->
- let rec filter univ = function
- | [] -> [],[]
- | codomain_item :: tl ->
- debug_print(lazy (sprintf "%s CHOSEN" (fst codomain_item)));
- let new_env = Environment.add item codomain_item aliases in
- let new_diff = (item,codomain_item)::diff in
- (match test_env new_env remaining_dom univ with
- | Ok (thing, metasenv),new_univ ->
- (match remaining_dom with
- | [] -> [ new_env, new_diff, metasenv, thing, new_univ ], []
- | _ -> aux new_env new_diff None remaining_dom new_univ
- ) @@
- filter univ tl
- | Uncertain msg,new_univ ->
- (match remaining_dom with
- | [] -> [],[msg]
- | _ -> aux new_env new_diff None remaining_dom new_univ
- ) @@
- filter univ tl
- | Ko msg,_ -> ([],[msg]) @@ filter univ tl)
- in
- filter base_univ choices
- in
- let base_univ = initial_ugraph in
- try
- let res =
- match aux aliases [] None todo_dom base_univ with
- | [],errors -> raise (NoWellTypedInterpretation errors)
- | [_,diff,metasenv,t,ugraph],_ ->
- debug_print (lazy "SINGLE INTERPRETATION");
- [diff,metasenv,t,ugraph], false
- | l,_ ->
- debug_print (lazy (sprintf "MANY INTERPRETATIONS (%d)" (List.length l)));
- let choices =
- List.map
- (fun (env, _, _, _, _) ->
- List.map
- (fun domain_item ->
- let description =
- fst (Environment.find domain_item env)
- in
- (descr_of_domain_item domain_item, description))
- thing_dom)
- l
- in
- let choosed = C.interactive_interpretation_choice choices in
- (List.map (fun n->let _,d,m,t,u= List.nth l n in d,m,t,u) choosed),
- true
- in
- res
- with
- CicEnvironment.CircularDependency s ->
- failwith "Disambiguate: circular dependency"
-
- let disambiguate_term ?(fresh_instances=false) ~dbd ~context ~metasenv
- ?(initial_ugraph = CicUniv.empty_ugraph) ~aliases ~universe term
- =
- let term =
- if fresh_instances then CicNotationUtil.freshen_term term else term
- in
- disambiguate_thing ~dbd ~context ~metasenv ~initial_ugraph ~aliases
- ~universe ~uri:None ~pp_thing:CicNotationPp.pp_term
- ~domain_of_thing:domain_of_term ~interpretate_thing:interpretate_term
- ~refine_thing:refine_term term
-
- let disambiguate_obj ?(fresh_instances=false) ~dbd ~aliases ~universe ~uri
- obj
- =
- let obj =
- if fresh_instances then CicNotationUtil.freshen_obj obj else obj
- in
- disambiguate_thing ~dbd ~context:[] ~metasenv:[] ~aliases ~universe ~uri
- ~pp_thing:GrafiteAstPp.pp_obj ~domain_of_thing:domain_of_obj
- ~interpretate_thing:interpretate_obj ~refine_thing:refine_obj
- obj
- end
-
-module Trivial =
-struct
- exception Ambiguous_term of string Lazy.t
- exception Exit
- module Callbacks =
- struct
- let interactive_user_uri_choice ~selection_mode ?ok
- ?(enable_button_for_non_vars = true) ~title ~msg ~id uris =
- raise Exit
- let interactive_interpretation_choice interp = raise Exit
- let input_or_locate_uri ~(title:string) ?id = raise Exit
- end
- module Disambiguator = Make (Callbacks)
- let disambiguate_string ~dbd ?(context = []) ?(metasenv = []) ?initial_ugraph
- ?(aliases = DisambiguateTypes.Environment.empty) term
- =
- let ast =
- CicNotationParser.parse_level2_ast (Ulexing.from_utf8_string term)
- in
- try
- fst (Disambiguator.disambiguate_term ~dbd ~context ~metasenv ast
- ?initial_ugraph ~aliases ~universe:None)
- with Exit -> raise (Ambiguous_term (lazy term))
-end
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Disambiguation interface} *)
-
-exception NoWellTypedInterpretation of string Lazy.t list
-exception PathNotWellFormed
-
-val interpretate_path :
- context:Cic.name list -> DisambiguateTypes.term ->
- Cic.term
-
-module type Disambiguator =
-sig
- (** @param fresh_instances when set to true fresh instances will be generated
- * for each number _and_ symbol in the disambiguation domain. Instances of the
- * input AST will be ignored. Defaults to false. *)
- val disambiguate_term :
- ?fresh_instances:bool ->
- dbd:HMysql.dbd ->
- context:Cic.context ->
- metasenv:Cic.metasenv ->
- ?initial_ugraph:CicUniv.universe_graph ->
- aliases:DisambiguateTypes.environment ->(* previous interpretation status *)
- universe:DisambiguateTypes.multiple_environment option ->
- DisambiguateTypes.term ->
- ((DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list *
- Cic.metasenv * (* new metasenv *)
- Cic.term *
- CicUniv.universe_graph) list * (* disambiguated term *)
- bool (* has interactive_interpretation_choice been invoked? *)
-
- (** @param fresh_instances as per disambiguate_term *)
- val disambiguate_obj :
- ?fresh_instances:bool ->
- dbd:HMysql.dbd ->
- aliases:DisambiguateTypes.environment ->(* previous interpretation status *)
- universe:DisambiguateTypes.multiple_environment option ->
- uri:UriManager.uri option -> (* required only for inductive types *)
- GrafiteAst.obj ->
- ((DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list *
- Cic.metasenv * (* new metasenv *)
- Cic.obj *
- CicUniv.universe_graph) list * (* disambiguated obj *)
- bool (* has interactive_interpretation_choice been invoked? *)
-end
-
-module Make (C : DisambiguateTypes.Callbacks) : Disambiguator
-
-module Trivial:
-sig
- exception Ambiguous_term of string Lazy.t
-
- (** disambiguate an _unanmbiguous_ term using dummy callbacks which fail if a
- * choice from the user is needed to disambiguate the term
- * @raise Ambiguous_term for ambiguous term *)
- val disambiguate_string:
- dbd:HMysql.dbd ->
- ?context:Cic.context ->
- ?metasenv:Cic.metasenv ->
- ?initial_ugraph:CicUniv.universe_graph ->
- ?aliases:DisambiguateTypes.environment ->(* previous interpretation status*)
- string ->
- ((DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list *
- Cic.metasenv * (* new metasenv *)
- Cic.term *
- CicUniv.universe_graph) list (* disambiguated term *)
-end
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open DisambiguateTypes
-
-exception Choice_not_found of string Lazy.t
-
-let num_choices = ref []
-
-let add_num_choice choice = num_choices := choice :: !num_choices
-
-let has_description dsc = (fun x -> fst x = dsc)
-
-let lookup_num_choices () = !num_choices
-
-let lookup_num_by_dsc dsc =
- try
- List.find (has_description dsc) !num_choices
- with Not_found -> raise (Choice_not_found (lazy ("Num with dsc " ^ dsc)))
-
-let mk_choice (dsc, args, appl_pattern) =
- dsc,
- (fun env _ cic_args ->
- let env' =
- let names =
- List.map (function CicNotationPt.IdentArg (_, name) -> name) args
- in
- try
- List.combine names cic_args
- with Invalid_argument _ ->
- raise (Invalid_choice (lazy "The notation expects a different number of arguments"))
- in
- CicNotationFwd.instantiate_appl_pattern env' appl_pattern)
-
-let lookup_symbol_by_dsc symbol dsc =
- try
- mk_choice
- (List.find
- (fun (dsc', _, _) -> dsc = dsc')
- (CicNotationRew.lookup_interpretations symbol))
- with CicNotationRew.Interpretation_not_found | Not_found ->
- raise (Choice_not_found (lazy (sprintf "Symbol %s, dsc %s" symbol dsc)))
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open DisambiguateTypes
-
-(** {2 Choice registration low-level interface} *)
-
- (** raised by lookup_XXXX below *)
-exception Choice_not_found of string Lazy.t
-
- (** register a new number choice *)
-val add_num_choice: codomain_item -> unit
-
-(** {2 Choices lookup}
- * for user defined aliases *)
-
-val lookup_num_choices: unit -> codomain_item list
-
- (** @param dsc description (1st component of codomain_item) *)
-val lookup_num_by_dsc: string -> codomain_item
-
- (** @param symbol symbol as per AST
- * @param dsc description (1st component of codomain_item)
- *)
-val lookup_symbol_by_dsc: string -> string -> codomain_item
-
-val mk_choice:
- string * CicNotationPt.argument_pattern list *
- CicNotationPt.cic_appl_pattern ->
- codomain_item
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open DisambiguateTypes
-
-let parse_environment str =
- let stream = Ulexing.from_utf8_string str in
- let environment = ref Environment.empty in
- let multiple_environment = ref Environment.empty in
- try
- while true do
- let alias =
- match GrafiteParser.parse_statement stream with
- GrafiteAst.Executable (_, GrafiteAst.Command (_, GrafiteAst.Alias (_,alias)))
- -> alias
- | _ -> assert false in
- let key,value =
- (*CSC: Warning: this code should be factorized with the corresponding
- code in MatitaEngine *)
- match alias with
- GrafiteAst.Ident_alias (id,uri) ->
- Id id,
- (uri,(fun _ _ _-> CicUtil.term_of_uri (UriManager.uri_of_string uri)))
- | GrafiteAst.Symbol_alias (symb,instance,desc) ->
- Symbol (symb,instance),
- DisambiguateChoices.lookup_symbol_by_dsc symb desc
- | GrafiteAst.Number_alias (instance,desc) ->
- Num instance,
- DisambiguateChoices.lookup_num_by_dsc desc
- in
- environment := Environment.add key value !environment;
- multiple_environment := Environment.cons key value !multiple_environment;
- done;
- assert false
- with End_of_file ->
- !environment, !multiple_environment
-
-let alias_of_domain_and_codomain_items domain_item (dsc,_) =
- match domain_item with
- Id id -> GrafiteAst.Ident_alias (id, dsc)
- | Symbol (symb, i) -> GrafiteAst.Symbol_alias (symb, i, dsc)
- | Num i -> GrafiteAst.Number_alias (i, dsc)
-
-let aliases_of_environment env =
- Environment.fold
- (fun domain_item codomain_item acc ->
- alias_of_domain_and_codomain_items domain_item codomain_item::acc
- ) env []
-
-let aliases_of_domain_and_codomain_items_list l =
- List.fold_left
- (fun acc (domain_item,codomain_item) ->
- alias_of_domain_and_codomain_items domain_item codomain_item::acc
- ) [] l
-
-let pp_environment env =
- let aliases = aliases_of_environment env in
- let strings =
- List.map (fun alias -> GrafiteAstPp.pp_alias alias ^ ".") aliases
- in
- String.concat "\n" (List.sort compare strings)
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val parse_environment:
- string ->
- DisambiguateTypes.environment * DisambiguateTypes.multiple_environment
-
-val aliases_of_domain_and_codomain_items_list:
- (DisambiguateTypes.domain_item * DisambiguateTypes.codomain_item) list ->
- GrafiteAst.alias_spec list
-
-val pp_environment: DisambiguateTypes.environment -> string
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type term = CicNotationPt.term
-type tactic = (term, term, GrafiteAst.reduction, string) GrafiteAst.tactic
-type tactical = (term, term, GrafiteAst.reduction, string) GrafiteAst.tactical
-type script_entry =
- | Command of tactical
- | Comment of CicNotationPt.location * string
-type script = CicNotationPt.location * script_entry list
-
-type domain_item =
- | Id of string (* literal *)
- | Symbol of string * int (* literal, instance num *)
- | Num of int (* instance num *)
-
-exception Invalid_choice of string Lazy.t
-
-module OrderedDomain =
- struct
- type t = domain_item
- let compare = Pervasives.compare
- end
-
-(* module Domain = Set.Make (OrderedDomain) *)
-module Environment =
-struct
- module Environment' = Map.Make (OrderedDomain)
-
- include Environment'
-
- let cons k v env =
- try
- let current = find k env in
- let dsc, _ = v in
- add k (v :: (List.filter (fun (dsc', _) -> dsc' <> dsc) current)) env
- with Not_found ->
- add k [v] env
-
- let hd list_env =
- try
- map List.hd list_env
- with Failure _ -> assert false
-
- let fold_flatten f env base =
- fold
- (fun k l acc -> List.fold_right (fun v acc -> f k v acc) l acc)
- env base
-
-end
-
-type codomain_item =
- string * (* description *)
- (environment -> string -> Cic.term list -> Cic.term)
- (* environment, literal number, arguments as needed *)
-
-and environment = codomain_item Environment.t
-
-type multiple_environment = codomain_item list Environment.t
-
-
-(** adds a (name,uri) list l to a disambiguation environment e **)
-let multiple_env_of_list l e =
- List.fold_left
- (fun e (name,descr,t) -> Environment.cons (Id name) (descr,fun _ _ _ -> t) e)
- e l
-
-let env_of_list l e =
- List.fold_left
- (fun e (name,descr,t) -> Environment.add (Id name) (descr,fun _ _ _ -> t) e)
- e l
-
-module type Callbacks =
- sig
- val interactive_user_uri_choice:
- selection_mode:[`SINGLE | `MULTIPLE] ->
- ?ok:string ->
- ?enable_button_for_non_vars:bool ->
- title:string -> msg:string -> id:string -> UriManager.uri list ->
- UriManager.uri list
- val interactive_interpretation_choice:
- (string * string) list list -> int list
- val input_or_locate_uri:
- title:string -> ?id:string -> unit -> UriManager.uri
- end
-
-let string_of_domain_item = function
- | Id s -> Printf.sprintf "ID(%s)" s
- | Symbol (s, i) -> Printf.sprintf "SYMBOL(%s,%d)" s i
- | Num i -> Printf.sprintf "NUM(instance %d)" i
-
-let string_of_domain dom =
- String.concat "; " (List.map string_of_domain_item dom)
-
-let floc_of_loc (loc_begin, loc_end) =
- let floc_begin =
- { Lexing.pos_fname = ""; Lexing.pos_lnum = -1; Lexing.pos_bol = -1;
- Lexing.pos_cnum = loc_begin }
- in
- let floc_end = { floc_begin with Lexing.pos_cnum = loc_end } in
- (floc_begin, floc_end)
-
-let dummy_floc = floc_of_loc (-1, -1)
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type domain_item =
- | Id of string (* literal *)
- | Symbol of string * int (* literal, instance num *)
- | Num of int (* instance num *)
-
-(* module Domain: Set.S with type elt = domain_item *)
-module Environment:
-sig
- include Map.S with type key = domain_item
- val cons: domain_item -> ('a * 'b) -> ('a * 'b) list t -> ('a * 'b) list t
- val hd: 'a list t -> 'a t
-
- (** last alias cons-ed will be processed first *)
- val fold_flatten: (domain_item -> 'a -> 'b -> 'b) -> 'a list t -> 'b -> 'b
-end
-
- (** to be raised when a choice is invalid due to some given parameter (e.g.
- * wrong number of Cic.term arguments received) *)
-exception Invalid_choice of string Lazy.t
-
-type codomain_item =
- string * (* description *)
- (environment -> string -> Cic.term list -> Cic.term)
- (* environment, literal number, arguments as needed *)
-
-and environment = codomain_item Environment.t
-
-type multiple_environment = codomain_item list Environment.t
-
-(* a simple case of extension of a disambiguation environment *)
-val env_of_list:
- (string * string * Cic.term) list -> environment -> environment
-
-val multiple_env_of_list:
- (string * string * Cic.term) list -> multiple_environment ->
- multiple_environment
-
-module type Callbacks =
- sig
-
- val interactive_user_uri_choice :
- selection_mode:[`SINGLE | `MULTIPLE] ->
- ?ok:string ->
- ?enable_button_for_non_vars:bool ->
- title:string -> msg:string -> id:string -> UriManager.uri list ->
- UriManager.uri list
-
- val interactive_interpretation_choice :
- (string * string) list list -> int list
-
- (** @param title gtk window title for user prompting
- * @param id unbound identifier which originated this callback invocation *)
- val input_or_locate_uri:
- title:string -> ?id:string -> unit -> UriManager.uri
- end
-
-val string_of_domain_item: domain_item -> string
-val string_of_domain: domain_item list -> string
-
-(** {3 type shortands} *)
-
-type term = CicNotationPt.term
-type tactic = (term, term, GrafiteAst.reduction, string) GrafiteAst.tactic
-type tactical = (term, term, GrafiteAst.reduction, string) GrafiteAst.tactical
-
-type script_entry =
- | Command of tactical
- | Comment of CicNotationPt.location * string
-type script = CicNotationPt.location * script_entry list
-
-val dummy_floc: Lexing.position * Lexing.position
-
+++ /dev/null
-
-Input Should be parsed as Derived constraint
- on precedence
---------------------------------------------------------------------------------
-\lambda x.x y \lambda x.(x y) lambda > apply
-S x = y (= (S x) y) apply > infix operators
-\forall x.x=x (\forall x.(= x x)) infix operators > binders
-\lambda x.x \to x \lambda. (x \to x) \to > \lambda
---------------------------------------------------------------------------------
-
-Precedence total order:
-
- apply > infix operators > to > binders
-
-where binders are all binders except lambda (i.e. \forall, \pi, \exists)
-
-to test:
-
-./test_parser term << EOT
- \lambda x.x y
- S x = y
- \forall x.x=x
- \lambda x.x \to x
-EOT
-
-should respond with:
-
- \lambda x.(x y)
- (eq (S x) y)
- \forall x.(eq x x)
- \lambda x.(x \to x)
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let _ =
- let const s = Cic.Const (s, []) in
- let mutind s = Cic.MutInd (s, 0, []) in
-
- DisambiguateChoices.add_num_choice
- ("natural number",
- (fun _ num _ -> HelmLibraryObjects.build_nat (int_of_string num)));
- DisambiguateChoices.add_num_choice
- ("real number",
- (fun _ num _ -> HelmLibraryObjects.build_real (int_of_string num)));
- DisambiguateChoices.add_num_choice
- ("binary positive number",
- (fun _ num _ ->
- let num = int_of_string num in
- if num = 0 then
- raise (DisambiguateTypes.Invalid_choice (lazy "0 is not a valid positive number"))
- else
- HelmLibraryObjects.build_bin_pos num));
- DisambiguateChoices.add_num_choice
- ("binary integer number",
- (fun _ num _ ->
- let num = int_of_string num in
- if num = 0 then
- HelmLibraryObjects.BinInt.z0
- else if num > 0 then
- Cic.Appl [
- HelmLibraryObjects.BinInt.zpos;
- HelmLibraryObjects.build_bin_pos num ]
- else
- assert false))
-
+++ /dev/null
-alias id foo = cic:/a.con
-alias id bar = cic:/b.con
-alias symbol "plus" (instance 0) = "real plus"
-alias symbol "plus" (instance 1) = "natural plus"
-alias num (instance 0) = "real number"
-alias num (instance 1) = "natural number"
+++ /dev/null
-\forall n. \forall m. n + m = n
+++ /dev/null
-[\lambda x:nat.
- [\lambda y:nat. Set]
- match x:nat with [ O \Rightarrow nat | (S x) \Rightarrow bool ]]
-match (S O):nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow false ]
-
-[\lambda z:nat. \lambda h:(le O z). (eq nat O O)]
-match (le_n O): le with
-[ le_n \Rightarrow (refl_equal nat O)
-| (le_S x y) \Rightarrow (refl_equal nat O) ]
-
-[\lambda z:nat. \lambda h:(le (plus (plus O O) (plus O O)) z). (eq nat (plus (plus O O) (plus O O)) (plus (plus O O) (plus O O)))]
-match (le_n (plus (plus O O) (plus O O))): le with
-[ le_n \Rightarrow (refl_equal nat (plus (plus O O) (plus O O)))
-| (le_S x y) \Rightarrow (refl_equal nat (plus (plus O O) (plus O O))) ]
-
-(*
-[\lambda z:nat. \lambda h:(le 1 z). (le 0 z)]
-match (le_S 2 (le_n 1)): le with
-[ le_n \Rightarrow (le_S 1 (le_n 0))
-| (le_S x y) \Rightarrow y ]
-*)
-
-[\lambda z:nat. \lambda h:(le 0 z). (le 0 (S z))]
-match (le_S 0 0 (le_n 0)): le with
-[ le_n \Rightarrow (le_S 0 0 (le_n 0))
-| (le_S x y) \Rightarrow (le_S 0 (S x) (le_S 0 x y)) ]
-
-
-[\lambda x:bool. nat]
-match true:bool with
-[ true \Rightarrow O
-| false \Rightarrow (S O) ]
-
-[\lambda x:nat. nat]
-match O:nat with
-[ O \Rightarrow O
-| (S x) \Rightarrow (S (S x)) ]
-
-[\lambda x:list. list]
-match nil:list with
-[ nil \Rightarrow nil
-| (cons x y) \Rightarrow (cons x y) ]
-
-\lambda x:False.
- [\lambda h:False. True]
- match x:False with []
-
+++ /dev/null
-*.cm[aiox]
-*.cmxa
-*.[ao]
-test_lexer
-test_parser
-test_dep
-print_grammar
+++ /dev/null
-cicNotationUtil.cmi: grafiteAst.cmo cicNotationPt.cmo
-cicNotationTag.cmi: cicNotationPt.cmo
-cicNotationEnv.cmi: cicNotationPt.cmo
-cicNotationPp.cmi: cicNotationPt.cmo cicNotationEnv.cmi
-grafiteAstPp.cmi: grafiteAst.cmo cicNotationPt.cmo
-cicNotationMatcher.cmi: cicNotationPt.cmo cicNotationEnv.cmi
-cicNotationFwd.cmi: cicNotationPt.cmo cicNotationEnv.cmi
-cicNotationRew.cmi: cicNotationPt.cmo
-cicNotationParser.cmi: cicNotationPt.cmo cicNotationEnv.cmi
-grafiteParser.cmi: grafiteAst.cmo cicNotationPt.cmo
-cicNotationPres.cmi: mpresentation.cmi cicNotationPt.cmo box.cmi
-boxPp.cmi: cicNotationPres.cmi
-cicNotation.cmi: grafiteAst.cmo
-grafiteAst.cmo: cicNotationPt.cmo
-grafiteAst.cmx: cicNotationPt.cmx
-renderingAttrs.cmo: renderingAttrs.cmi
-renderingAttrs.cmx: renderingAttrs.cmi
-cicNotationUtil.cmo: grafiteAst.cmo cicNotationPt.cmo cicNotationUtil.cmi
-cicNotationUtil.cmx: grafiteAst.cmx cicNotationPt.cmx cicNotationUtil.cmi
-cicNotationTag.cmo: cicNotationUtil.cmi cicNotationPt.cmo cicNotationTag.cmi
-cicNotationTag.cmx: cicNotationUtil.cmx cicNotationPt.cmx cicNotationTag.cmi
-cicNotationLexer.cmo: cicNotationLexer.cmi
-cicNotationLexer.cmx: cicNotationLexer.cmi
-cicNotationEnv.cmo: cicNotationUtil.cmi cicNotationPt.cmo cicNotationEnv.cmi
-cicNotationEnv.cmx: cicNotationUtil.cmx cicNotationPt.cmx cicNotationEnv.cmi
-cicNotationPp.cmo: cicNotationPt.cmo cicNotationEnv.cmi cicNotationPp.cmi
-cicNotationPp.cmx: cicNotationPt.cmx cicNotationEnv.cmx cicNotationPp.cmi
-grafiteAstPp.cmo: grafiteAst.cmo cicNotationPt.cmo cicNotationPp.cmi \
- grafiteAstPp.cmi
-grafiteAstPp.cmx: grafiteAst.cmx cicNotationPt.cmx cicNotationPp.cmx \
- grafiteAstPp.cmi
-cicNotationMatcher.cmo: grafiteAstPp.cmi cicNotationUtil.cmi \
- cicNotationTag.cmi cicNotationPt.cmo cicNotationPp.cmi cicNotationEnv.cmi \
- cicNotationMatcher.cmi
-cicNotationMatcher.cmx: grafiteAstPp.cmx cicNotationUtil.cmx \
- cicNotationTag.cmx cicNotationPt.cmx cicNotationPp.cmx cicNotationEnv.cmx \
- cicNotationMatcher.cmi
-cicNotationFwd.cmo: cicNotationUtil.cmi cicNotationPt.cmo cicNotationPp.cmi \
- cicNotationEnv.cmi cicNotationFwd.cmi
-cicNotationFwd.cmx: cicNotationUtil.cmx cicNotationPt.cmx cicNotationPp.cmx \
- cicNotationEnv.cmx cicNotationFwd.cmi
-cicNotationRew.cmo: renderingAttrs.cmi cicNotationUtil.cmi cicNotationPt.cmo \
- cicNotationPp.cmi cicNotationMatcher.cmi cicNotationEnv.cmi \
- cicNotationRew.cmi
-cicNotationRew.cmx: renderingAttrs.cmx cicNotationUtil.cmx cicNotationPt.cmx \
- cicNotationPp.cmx cicNotationMatcher.cmx cicNotationEnv.cmx \
- cicNotationRew.cmi
-cicNotationParser.cmo: cicNotationUtil.cmi cicNotationPt.cmo \
- cicNotationPp.cmi cicNotationLexer.cmi cicNotationEnv.cmi \
- cicNotationParser.cmi
-cicNotationParser.cmx: cicNotationUtil.cmx cicNotationPt.cmx \
- cicNotationPp.cmx cicNotationLexer.cmx cicNotationEnv.cmx \
- cicNotationParser.cmi
-grafiteParser.cmo: grafiteAst.cmo cicNotationPt.cmo cicNotationParser.cmi \
- cicNotationLexer.cmi grafiteParser.cmi
-grafiteParser.cmx: grafiteAst.cmx cicNotationPt.cmx cicNotationParser.cmx \
- cicNotationLexer.cmx grafiteParser.cmi
-mpresentation.cmo: mpresentation.cmi
-mpresentation.cmx: mpresentation.cmi
-box.cmo: renderingAttrs.cmi box.cmi
-box.cmx: renderingAttrs.cmx box.cmi
-cicNotationPres.cmo: renderingAttrs.cmi mpresentation.cmi cicNotationUtil.cmi \
- cicNotationPt.cmo cicNotationPp.cmi box.cmi cicNotationPres.cmi
-cicNotationPres.cmx: renderingAttrs.cmx mpresentation.cmx cicNotationUtil.cmx \
- cicNotationPt.cmx cicNotationPp.cmx box.cmx cicNotationPres.cmi
-boxPp.cmo: renderingAttrs.cmi mpresentation.cmi cicNotationPres.cmi box.cmi \
- boxPp.cmi
-boxPp.cmx: renderingAttrs.cmx mpresentation.cmx cicNotationPres.cmx box.cmx \
- boxPp.cmi
-cicNotation.cmo: grafiteParser.cmi grafiteAst.cmo cicNotationRew.cmi \
- cicNotationParser.cmi cicNotationFwd.cmi cicNotation.cmi
-cicNotation.cmx: grafiteParser.cmx grafiteAst.cmx cicNotationRew.cmx \
- cicNotationParser.cmx cicNotationFwd.cmx cicNotation.cmi
+++ /dev/null
-
-PACKAGE = cic_notation
-NULL =
-REQUIRES = \
- helm-cic \
- helm-utf8_macros \
- camlp4.gramlib \
- helm-cic_proof_checking \
- ulex \
- $(NULL)
-INTERFACE_FILES = \
- renderingAttrs.mli \
- cicNotationUtil.mli \
- cicNotationTag.mli \
- cicNotationLexer.mli \
- cicNotationEnv.mli \
- cicNotationPp.mli \
- grafiteAstPp.mli \
- cicNotationMatcher.mli \
- cicNotationFwd.mli \
- cicNotationRew.mli \
- cicNotationParser.mli \
- grafiteParser.mli \
- mpresentation.mli \
- box.mli \
- cicNotationPres.mli \
- boxPp.mli \
- cicNotation.mli \
- $(NULL)
-IMPLEMENTATION_FILES = \
- cicNotationPt.ml \
- grafiteAst.ml \
- $(patsubst %.mli, %.ml, $(INTERFACE_FILES)) \
- $(NULL)
-
-all: test_lexer test_parser test_dep print_grammar
-
-LOCAL_LINKOPTS = -package helm-cic_notation -linkpkg
-test: test_lexer test_parser test_dep
-test_lexer: test_lexer.ml $(PACKAGE).cma
- $(OCAMLC) $(LOCAL_LINKOPTS) -o $@ $<
-test_parser: REQUIRES += helm-cic_omdoc
-test_parser: test_parser.ml $(PACKAGE).cma
- $(OCAMLC) $(LOCAL_LINKOPTS) -o $@ $<
-test_dep: test_dep.ml $(PACKAGE).cma
- $(OCAMLC) $(LOCAL_LINKOPTS) -o $@ $<
-print_grammar: print_grammar.ml $(PACKAGE).cma
- $(OCAMLC) $(LOCAL_LINKOPTS) -o $@ $<
-
-cicNotationLexer.cmo: OCAMLC = $(OCAMLC_P4)
-cicNotationParser.cmo: OCAMLC = $(OCAMLC_P4)
-grafiteParser.cmo: OCAMLC = $(OCAMLC_P4)
-cicNotationLexer.cmx: OCAMLOPT = $(OCAMLOPT_P4)
-cicNotationParser.cmx: OCAMLOPT = $(OCAMLOPT_P4)
-grafiteParser.cmx: OCAMLOPT = $(OCAMLOPT_P4)
-cicNotationParser.ml.annot: OCAMLC = $(OCAMLC_P4)
-grafiteParser.ml.annot: OCAMLC = $(OCAMLC_P4)
-cicNotationLexer.ml.annot: OCAMLC = $(OCAMLC_P4)
-cicNotationPres.cmi: OCAMLOPTIONS += -rectypes
-cicNotationPres.cmo: OCAMLOPTIONS += -rectypes
-cicNotationPres.cmx: OCAMLOPTIONS += -rectypes
-
-clean: extra_clean
-distclean: extra_clean
- rm -f macro_table.dump
-extra_clean:
- rm -f test_lexer test_parser
-
-include ../Makefile.common
-OCAMLARCHIVEOPTIONS += -linkall
-
-cicNotationParser.expanded.ml: cicNotationParser.ml
- camlp4 -nolib '-I' '/usr/lib/ocaml/3.08.3/' '-I' '/home/zack/helm/ocaml/urimanager' '-I' '/usr/lib/ocaml/3.08.3/pcre' '-I' '/usr/lib/ocaml/3.08.3/' '-I' '/usr/lib/ocaml/3.08.3/netstring' '-I' '/usr/lib/ocaml/3.08.3/pxp-engine' '-I' '/usr/lib/ocaml/3.08.3/pxp-lex-utf8' '-I' '/usr/lib/ocaml/3.08.3/pxp-lex-iso88591' '-I' '/usr/lib/ocaml/3.08.3/pxp-lex-iso885915' '-I' '/usr/lib/ocaml/3.08.3/http' '-I' '/home/zacchiro/helm/ocaml/pxp' '-I' '/usr/lib/ocaml/3.08.3/zip' '-I' '/usr/lib/ocaml/3.08.3/expat' '-I' '/home/zacchiro/helm/ocaml/xml' '-I' '/home/zack/helm/ocaml/cic' '-I' '/usr/lib/ocaml/3.08.3/camlp4' '-I' '/home/zack/helm/ocaml/utf8_macros' '-I' '/usr/lib/ocaml/3.08.3/camlp4' '-I' '/usr/lib/ocaml/3.08.3/ulex' 'pa_o.cmo' 'pa_op.cmo' 'pr_o.cmo' 'pa_extend.cmo' 'pa_unicode_macro.cma' 'pa_ulex.cma' $< > $@
-
+++ /dev/null
-
-TODO
-
-* implementare type-checker per le trasformazioni
-* prestazioni trasformazioni 3 => 2 e 2 => 1
-* magic per gestione degli array?
-* gestione della notazione per i numeri
-* sintassi concreta
- - studiare/implementare sintassi con ... per i magic fold
-* trasformazioni
- - parentesi cagose (tail)
- - hyperlink multipli con il magic fold (e.g. notazione per le liste)
- - ident0 -> ident_0 ?
-
-DONE
-
-* trasformazioni
- - spacing delle keyword
- - hyperlink su head dei case pattern e sul tipo induttivo su cui si fa match
-* bug di rimozione della notazione: pare che camlp4 distrugga un livello
- grammaticale quando toglie l'ultima produzione ivi definita
-* pretty printing verso testo
-* gestione priorita'/associativita'
- - triplicare livelli nella grammatica?
-* implementare trasformazione 1 => 0
-* implementare istanziazione dei magic a livello 1 (2 => 1)
-* implementare compilazione dei default in 2 => 1
-* annotazioni nel livello 1 generato
-* problema con pattern overlapping per i magic al livello 2
-* gestione greedyness dei magic in 2 => 1
-* href multipli
-* integrazione
- - apportare all'ast le modifiche di CicAst (case, cast non come annotazione,
- tipi opzionali nel let rec e nelle definizioni)
-* integrazione
- - porting della disambiguazione al nuovo ast
- - refactoring: unico punto di accesso allo stato imperativo della notazione
- - gestire cast
- - salvare la notazione nei file .moo
- - portare le trasformazioni al nuovo ast
- - gestire i problemi di ridefinizione della stessa notazione?
- - togliere file non piu' utilizzati (caterva di cvs remove)
-* gtkmathview
- - aggiungere metodo per caricare un file di configurazione dell'utente (idem
- nel binding)
- - algoritmo di layout delle scatole
-
+++ /dev/null
-(* Copyright (C) 2000-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 13/2/2004 *)
-(* *)
-(*************************************************************************)
-
-type
- 'expr box =
- Text of attr * string
- | Space of attr
- | Ink of attr
- | H of attr * ('expr box) list
- | V of attr * ('expr box) list
- | HV of attr * ('expr box) list
- | HOV of attr * ('expr box) list
- | Object of attr * 'expr
- | Action of attr * ('expr box) list
-
-and attr = (string option * string * string) list
-
-let smallskip = Space([None,"width","0.5em"]);;
-let skip = Space([None,"width","1em"]);;
-
-let indent t = H([],[skip;t]);;
-
-(* BoxML prefix *)
-let prefix = "b";;
-
-let tag_of_box = function
- | H _ -> "h"
- | V _ -> "v"
- | HV _ -> "hv"
- | HOV _ -> "hov"
- | _ -> assert false
-
-let box2xml ~obj2xml box =
- let rec aux =
- let module X = Xml in
- function
- Text (attr,s) -> X.xml_nempty ~prefix "text" attr (X.xml_cdata s)
- | Space attr -> X.xml_empty ~prefix "space" attr
- | Ink attr -> X.xml_empty ~prefix "ink" attr
- | H (attr,l)
- | V (attr,l)
- | HV (attr,l)
- | HOV (attr,l) as box ->
- X.xml_nempty ~prefix (tag_of_box box) attr
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) l [<>])
- >]
- | Object (attr,m) ->
- X.xml_nempty ~prefix "obj" attr [< obj2xml m >]
- | Action (attr,l) ->
- X.xml_nempty ~prefix "action" attr
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) l [<>]) >]
- in
- aux box
-;;
-
-let rec map f = function
- | (Text _) as box -> box
- | (Space _) as box -> box
- | (Ink _) as box -> box
- | H (attr, l) -> H (attr, List.map (map f) l)
- | V (attr, l) -> V (attr, List.map (map f) l)
- | HV (attr, l) -> HV (attr, List.map (map f) l)
- | HOV (attr, l) -> HOV (attr, List.map (map f) l)
- | Action (attr, l) -> Action (attr, List.map (map f) l)
- | Object (attr, obj) -> Object (attr, f obj)
-;;
-
-(*
-let document_of_box ~obj2xml pres =
- [< Xml.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- Xml.xml_cdata "\n";
- Xml.xml_nempty ~prefix "box"
- [Some "xmlns","m","http://www.w3.org/1998/Math/MathML" ;
- Some "xmlns","b","http://helm.cs.unibo.it/2003/BoxML" ;
- Some "xmlns","helm","http://www.cs.unibo.it/helm" ;
- Some "xmlns","xlink","http://www.w3.org/1999/xlink"
- ] (print_box pres)
- >]
-*)
-
-let b_h a b = H(a,b)
-let b_v a b = V(a,b)
-let b_hv a b = HV(a,b)
-let b_hov a b = HOV(a,b)
-let b_text a b = Text(a,b)
-let b_object b = Object ([],b)
-let b_indent = indent
-let b_space = Space [None, "width", "0.5em"]
-let b_kw = b_text (RenderingAttrs.object_keyword_attributes `BoxML)
-
-let pp_attr attr =
- let pp (ns, n, v) =
- Printf.sprintf "%s%s=%s" (match ns with None -> "" | Some s -> s ^ ":") n v
- in
- String.concat " " (List.map pp attr)
-
-let get_attr = function
- | Text (attr, _)
- | Space attr
- | Ink attr
- | H (attr, _)
- | V (attr, _)
- | HV (attr, _)
- | HOV (attr, _)
- | Object (attr, _)
- | Action (attr, _) ->
- attr
-
-let set_attr attr = function
- | Text (_, x) -> Text (attr, x)
- | Space _ -> Space attr
- | Ink _ -> Ink attr
- | H (_, x) -> H (attr, x)
- | V (_, x) -> V (attr, x)
- | HV (_, x) -> HV (attr, x)
- | HOV (_, x) -> HOV (attr, x)
- | Object (_, x) -> Object (attr, x)
- | Action (_, x) -> Action (attr, x)
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 13/2/2004 *)
-(* *)
-(*************************************************************************)
-
-type
- 'expr box =
- Text of attr * string
- | Space of attr
- | Ink of attr
- | H of attr * ('expr box) list
- | V of attr * ('expr box) list
- | HV of attr * ('expr box) list
- | HOV of attr * ('expr box) list
- | Object of attr * 'expr
- | Action of attr * ('expr box) list
-
-and attr = (string option * string * string) list
-
-val get_attr: 'a box -> attr
-val set_attr: attr -> 'a box -> 'a box
-
-val smallskip : 'expr box
-val skip: 'expr box
-val indent : 'expr box -> 'expr box
-
-val box2xml:
- obj2xml:('a -> Xml.token Stream.t) -> 'a box ->
- Xml.token Stream.t
-
-val map: ('a -> 'b) -> 'a box -> 'b box
-
-(*
-val document_of_box :
- ~obj2xml:('a -> Xml.token Stream.t) -> 'a box -> Xml.token Stream.t
-*)
-
-val b_h: attr -> 'expr box list -> 'expr box
-val b_v: attr -> 'expr box list -> 'expr box
-val b_hv: attr -> 'expr box list -> 'expr box (** default indent and spacing *)
-val b_hov: attr -> 'expr box list -> 'expr box (** default indent and spacing *)
-val b_text: attr -> string -> 'expr box
-val b_object: 'expr -> 'expr box
-val b_indent: 'expr box -> 'expr box
-val b_space: 'expr box
-val b_kw: string -> 'expr box
-
-val pp_attr: attr -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Pres = Mpresentation
-
-(** {2 Pretty printing from BoxML to strings} *)
-
-let string_space = " "
-let string_space_len = String.length string_space
-let string_indent = string_space
-let string_indent_len = String.length string_indent
-let string_ink = "##"
-let string_ink_len = String.length string_ink
-
-let contains_attrs contained container =
- List.for_all (fun attr -> List.mem attr container) contained
-
-let want_indent = contains_attrs (RenderingAttrs.indent_attributes `BoxML)
-let want_spacing = contains_attrs (RenderingAttrs.spacing_attributes `BoxML)
-
-let indent_string s = string_indent ^ s
-let indent_children (size, children) =
- let children' = List.map indent_string children in
- size + string_space_len, children'
-
-let choose_rendering size (best, other) =
- let best_size, _ = best in
- if size >= best_size then best else other
-
-let merge_columns sep cols =
- let sep_len = String.length sep in
- let indent = ref 0 in
- let res_rows = ref [] in
- let add_row ~continue row =
- match !res_rows with
- | last :: prev when continue ->
- res_rows := (String.concat sep [last; row]) :: prev;
- indent := !indent + String.length last + sep_len
- | _ -> res_rows := (String.make !indent ' ' ^ row) :: !res_rows;
- in
- List.iter
- (fun rows ->
- match rows with
- | hd :: tl ->
- add_row ~continue:true hd;
- List.iter (add_row ~continue:false) tl
- | [] -> ())
- cols;
- List.rev !res_rows
-
-let max_len =
- List.fold_left (fun max_size s -> max (String.length s) max_size) 0
-
-let render_row available_space spacing children =
- let spacing_bonus = if spacing then string_space_len else 0 in
- let rem_space = ref available_space in
- let renderings = ref [] in
- List.iter
- (fun f ->
- let occupied_space, rendering = f !rem_space in
- renderings := rendering :: !renderings;
- rem_space := !rem_space - (occupied_space + spacing_bonus))
- children;
- let sep = if spacing then string_space else "" in
- let rendering = merge_columns sep (List.rev !renderings) in
- max_len rendering, rendering
-
-let fixed_rendering s =
- let s_len = String.length s in
- (fun _ -> s_len, [s])
-
-let render_to_strings size markup =
- let max_size = max_int in
- let rec aux_box =
- function
- | Box.Text (_, t) -> fixed_rendering t
- | Box.Space _ -> fixed_rendering string_space
- | Box.Ink _ -> fixed_rendering string_ink
- | Box.Action (_, []) -> assert false
- | Box.Action (_, hd :: _) -> aux_box hd
- | Box.Object (_, o) -> aux_mpres o
- | Box.H (attrs, children) ->
- let spacing = want_spacing attrs in
- let children' = List.map aux_box children in
- (fun size -> render_row size spacing children')
- | Box.HV (attrs, children) ->
- let spacing = want_spacing attrs in
- let children' = List.map aux_box children in
- (fun size ->
- let (size', renderings) as res =
- render_row max_size spacing children'
- in
- if size' <= size then (* children fit in a row *)
- res
- else (* break needed, re-render using a Box.V *)
- aux_box (Box.V (attrs, children)) size)
- | Box.V (attrs, []) -> assert false
- | Box.V (attrs, [child]) -> aux_box child
- | Box.V (attrs, hd :: tl) ->
- let indent = want_indent attrs in
- let hd_f = aux_box hd in
- let tl_fs = List.map aux_box tl in
- (fun size ->
- let _, hd_rendering = hd_f size in
- let children_size =
- max 0 (if indent then size - string_indent_len else size)
- in
- let tl_renderings =
- List.map
- (fun f ->
- let indent_header = if indent then string_indent else "" in
- snd (indent_children (f children_size)))
- tl_fs
- in
- let rows = hd_rendering @ List.concat tl_renderings in
- max_len rows, rows)
- | Box.HOV (attrs, []) -> assert false
- | Box.HOV (attrs, [child]) -> aux_box child
- | Box.HOV (attrs, children) ->
- let spacing = want_spacing attrs in
- let indent = want_indent attrs in
- let spacing_bonus = if spacing then string_space_len else 0 in
- let indent_bonus = if indent then string_indent_len else 0 in
- let sep = if spacing then string_space else "" in
- let fs = List.map aux_box children in
- (fun size ->
- let rows = ref [] in
- let renderings = ref [] in
- let rem_space = ref size in
- let first_row = ref true in
- let use_rendering (space, rendering) =
- let use_indent = !renderings = [] && not !first_row in
- let rendering' =
- if use_indent then List.map indent_string rendering
- else rendering
- in
- renderings := rendering' :: !renderings;
- let bonus = if use_indent then indent_bonus else spacing_bonus in
- rem_space := !rem_space - (space + bonus)
- in
- let end_cluster () =
- let new_rows = merge_columns sep (List.rev !renderings) in
- rows := List.rev_append new_rows !rows;
- rem_space := size - indent_bonus;
- renderings := [];
- first_row := false
- in
- List.iter
- (fun f ->
- let (best_space, _) as best = f max_size in
- if best_space <= !rem_space then
- use_rendering best
- else begin
- end_cluster ();
- if best_space <= !rem_space then use_rendering best
- else use_rendering (f size)
- end)
- fs;
- if !renderings <> [] then end_cluster ();
- max_len !rows, List.rev !rows)
- and aux_mpres =
- let text s = Pres.Mtext ([], s) in
- let mrow c = Pres.Mrow ([], c) in
- function
- | Pres.Mi (_, s)
- | Pres.Mn (_, s)
- | Pres.Mtext (_, s)
- | Pres.Ms (_, s)
- | Pres.Mgliph (_, s) -> fixed_rendering s
- | Pres.Mo (_, s) ->
- let s =
- if String.length s > 1 then
- (* heuristic to guess which operators need to be expanded in their
- * TeX like format *)
- Utf8Macro.tex_of_unicode s ^ " "
- else s
- in
- fixed_rendering s
- | Pres.Mspace _ -> fixed_rendering string_space
- | Pres.Mrow (attrs, children) ->
- let children' = List.map aux_mpres children in
- (fun size -> render_row size false children')
- | Pres.Mfrac (_, m, n) ->
- aux_mpres (mrow [ text "\\frac("; text ")"; text "("; n; text ")" ])
- | Pres.Msqrt (_, m) -> aux_mpres (mrow [ text "\\sqrt("; m; text ")" ])
- | Pres.Mroot (_, r, i) ->
- aux_mpres (mrow [
- text "\\root("; i; text ")"; text "\\of("; r; text ")" ])
- | Pres.Mstyle (_, m)
- | Pres.Merror (_, m)
- | Pres.Mpadded (_, m)
- | Pres.Mphantom (_, m)
- | Pres.Menclose (_, m) -> aux_mpres m
- | Pres.Mfenced (_, children) -> aux_mpres (mrow children)
- | Pres.Maction (_, []) -> assert false
- | Pres.Msub (_, m, n) ->
- aux_mpres (mrow [ text "("; m; text ")\\sub("; n; text ")" ])
- | Pres.Msup (_, m, n) ->
- aux_mpres (mrow [ text "("; m; text ")\\sup("; n; text ")" ])
- | Pres.Munder (_, m, n) ->
- aux_mpres (mrow [ text "("; m; text ")\\below("; n; text ")" ])
- | Pres.Mover (_, m, n) ->
- aux_mpres (mrow [ text "("; m; text ")\\above("; n; text ")" ])
- | Pres.Msubsup _
- | Pres.Munderover _
- | Pres.Mtable _ ->
- prerr_endline
- "MathML presentation element not yet available in concrete syntax";
- assert false
- | Pres.Maction (_, hd :: _) -> aux_mpres hd
- | Pres.Mobject (_, o) -> aux_box (o: CicNotationPres.boxml_markup)
- in
- snd (aux_mpres markup size)
-
-let render_to_string size markup =
- String.concat "\n" (render_to_strings size markup)
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** @return rows list of rows *)
-val render_to_strings: int -> CicNotationPres.markup -> string list
-
- (** helper function
- * @return s, concatenation of the return value of render_to_strings above
- * with newlines as separators *)
-val render_to_string: int -> CicNotationPres.markup -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open GrafiteAst
-
-type notation_id =
- | RuleId of CicNotationParser.rule_id
- | InterpretationId of CicNotationRew.interpretation_id
- | PrettyPrinterId of CicNotationRew.pretty_printer_id
-
-let process_notation st =
- match st with
- | Notation (loc, dir, l1, associativity, precedence, l2) ->
- let rule_id =
- if dir <> Some `RightToLeft then
- [ RuleId (CicNotationParser.extend l1 ?precedence ?associativity
- (fun env loc -> CicNotationFwd.instantiate_level2 env l2)) ]
- else
- []
- in
- let pp_id =
- if dir <> Some `LeftToRight then
- [ PrettyPrinterId
- (CicNotationRew.add_pretty_printer ?precedence ?associativity
- l2 l1) ]
- else
- []
- in
- st, rule_id @ pp_id
- | Interpretation (loc, dsc, l2, l3) ->
- let interp_id = CicNotationRew.add_interpretation dsc l2 l3 in
- st, [ InterpretationId interp_id ]
- | st -> st, []
-
-let remove_notation = function
- | RuleId id -> CicNotationParser.delete id
- | PrettyPrinterId id -> CicNotationRew.remove_pretty_printer id
- | InterpretationId id -> CicNotationRew.remove_interpretation id
-
-let load_notation fname =
- let ic = open_in fname in
- let lexbuf = Ulexing.from_utf8_channel ic in
- try
- while true do
- match GrafiteParser.parse_statement lexbuf with
- | Executable (_, Command (_, cmd)) -> ignore (process_notation cmd)
- | _ -> ()
- done
- with End_of_file -> close_in ic
-
-let get_all_notations () =
- List.map
- (fun (interp_id, dsc) ->
- InterpretationId interp_id, "interpretation: " ^ dsc)
- (CicNotationRew.get_all_interpretations ())
-
-let get_active_notations () =
- List.map (fun id -> InterpretationId id)
- (CicNotationRew.get_active_interpretations ())
-
-let set_active_notations ids =
- let interp_ids =
- HExtlib.filter_map
- (function InterpretationId interp_id -> Some interp_id | _ -> None)
- ids
- in
- CicNotationRew.set_active_interpretations interp_ids
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type notation_id
-
-val process_notation:
- ('a, 'b) GrafiteAst.command -> ('a, 'b) GrafiteAst.command * notation_id list
-
-val remove_notation: notation_id -> unit
-
-(** @param fname file from which load notation *)
-val load_notation: string -> unit
-
-(** {2 Notation enabling/disabling}
- * Right now, only disabling of notation during pretty printing is supporting.
- * If it is useful to disable it also for the input phase is still to be
- * understood ... *)
-
-val get_all_notations: unit -> (notation_id * string) list (* id, dsc *)
-val get_active_notations: unit -> notation_id list
-val set_active_notations: notation_id list -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Ast = CicNotationPt
-
-type value =
- | TermValue of Ast.term
- | StringValue of string
- | NumValue of string
- | OptValue of value option
- | ListValue of value list
-
-type value_type =
- | TermType
- | StringType
- | NumType
- | OptType of value_type
- | ListType of value_type
-
-exception Value_not_found of string
-exception Type_mismatch of string * value_type
-
-type declaration = string * value_type
-type binding = string * (value_type * value)
-type t = binding list
-
-let lookup env name =
- try
- List.assoc name env
- with Not_found -> raise (Value_not_found name)
-
-let lookup_value env name =
- try
- snd (List.assoc name env)
- with Not_found -> raise (Value_not_found name)
-
-let remove_name env name = List.remove_assoc name env
-
-let remove_names env names =
- List.filter (fun name, _ -> not (List.mem name names)) env
-
-let lookup_term env name =
- match lookup env name with
- | _, TermValue x -> x
- | ty, _ -> raise (Type_mismatch (name, ty))
-
-let lookup_num env name =
- match lookup env name with
- | _, NumValue x -> x
- | ty, _ -> raise (Type_mismatch (name, ty))
-
-let lookup_string env name =
- match lookup env name with
- | _, StringValue x -> x
- | ty, _ -> raise (Type_mismatch (name, ty))
-
-let lookup_opt env name =
- match lookup env name with
- | _, OptValue x -> x
- | ty, _ -> raise (Type_mismatch (name, ty))
-
-let lookup_list env name =
- match lookup env name with
- | _, ListValue x -> x
- | ty, _ -> raise (Type_mismatch (name, ty))
-
-let opt_binding_some (n, (ty, v)) = (n, (OptType ty, OptValue (Some v)))
-let opt_binding_none (n, (ty, v)) = (n, (OptType ty, OptValue None))
-let opt_binding_of_name (n, ty) = (n, (OptType ty, OptValue None))
-let list_binding_of_name (n, ty) = (n, (ListType ty, ListValue []))
-let opt_declaration (n, ty) = (n, OptType ty)
-let list_declaration (n, ty) = (n, ListType ty)
-
-let declaration_of_var = function
- | Ast.NumVar s -> s, NumType
- | Ast.IdentVar s -> s, StringType
- | Ast.TermVar s -> s, TermType
- | _ -> assert false
-
-let value_of_term = function
- | Ast.Num (s, _) -> NumValue s
- | Ast.Ident (s, None) -> StringValue s
- | t -> TermValue t
-
-let term_of_value = function
- | NumValue s -> Ast.Num (s, 0)
- | StringValue s -> Ast.Ident (s, None)
- | TermValue t -> t
- | _ -> assert false (* TO BE UNDERSTOOD *)
-
-let rec well_typed ty value =
- match ty, value with
- | TermType, TermValue _
- | StringType, StringValue _
- | OptType _, OptValue None
- | NumType, NumValue _ -> true
- | OptType ty', OptValue (Some value') -> well_typed ty' value'
- | ListType ty', ListValue vl ->
- List.for_all (fun value' -> well_typed ty' value') vl
- | _ -> false
-
-let declarations_of_env = List.map (fun (name, (ty, _)) -> (name, ty))
-let declarations_of_term p =
- List.map declaration_of_var (CicNotationUtil.variables_of_term p)
-
-let rec combine decls values =
- match decls, values with
- | [], [] -> []
- | (name, ty) :: decls, v :: values ->
- (name, (ty, v)) :: (combine decls values)
- | _ -> assert false
-
-let coalesce_env declarations env_list =
- let env0 = List.map list_binding_of_name declarations in
- let grow_env_entry env n v =
- List.map
- (function
- | (n', (ty, ListValue vl)) as entry ->
- if n' = n then n', (ty, ListValue (v :: vl)) else entry
- | _ -> assert false)
- env
- in
- let grow_env env_i env =
- List.fold_left
- (fun env (n, (_, v)) -> grow_env_entry env n v)
- env env_i
- in
- List.fold_right grow_env env_list env0
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Types} *)
-
-type value =
- | TermValue of CicNotationPt.term
- | StringValue of string
- | NumValue of string
- | OptValue of value option
- | ListValue of value list
-
-type value_type =
- | TermType
- | StringType
- | NumType
- | OptType of value_type
- | ListType of value_type
-
- (** looked up value not found in environment *)
-exception Value_not_found of string
-
- (** looked up value has the wrong type
- * parameters are value name and value type in environment *)
-exception Type_mismatch of string * value_type
-
-type declaration = string * value_type
-type binding = string * (value_type * value)
-type t = binding list
-
-val declaration_of_var: CicNotationPt.pattern_variable -> declaration
-val value_of_term: CicNotationPt.term -> value
-val term_of_value: value -> CicNotationPt.term
-val well_typed: value_type -> value -> bool
-
-val declarations_of_env: t -> declaration list
-val declarations_of_term: CicNotationPt.term -> declaration list
-val combine: declaration list -> value list -> t (** @raise Invalid_argument *)
-
-(** {2 Environment lookup} *)
-
-val lookup_value: t -> string -> value (** @raise Value_not_found *)
-
-(** lookup_* functions below may raise Value_not_found and Type_mismatch *)
-
-val lookup_term: t -> string -> CicNotationPt.term
-val lookup_string: t -> string -> string
-val lookup_num: t -> string -> string
-val lookup_opt: t -> string -> value option
-val lookup_list: t -> string -> value list
-
-val remove_name: t -> string -> t
-val remove_names: t -> string list -> t
-
-(** {2 Bindings mangling} *)
-
-val opt_binding_some: binding -> binding (* v -> Some v *)
-val opt_binding_none: binding -> binding (* v -> None *)
-
-val opt_binding_of_name: declaration -> binding (* None binding *)
-val list_binding_of_name: declaration -> binding (* [] binding *)
-
-val opt_declaration: declaration -> declaration (* t -> OptType t *)
-val list_declaration: declaration -> declaration (* t -> ListType t *)
-
-(** given a list of environments bindings a set of names n_1, ..., n_k, returns
- * a single environment where n_i is bound to the list of values bound in the
- * starting environments *)
-val coalesce_env: declaration list -> t list -> t
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-module Env = CicNotationEnv
-
-let unopt_names names env =
- let rec aux acc = function
- | (name, (ty, v)) :: tl when List.mem name names ->
- (match ty, v with
- | Env.OptType ty, Env.OptValue (Some v) ->
- aux ((name, (ty, v)) :: acc) tl
- | _ -> assert false)
- | hd :: tl -> aux (hd :: acc) tl
- | [] -> acc
- in
- aux [] env
-
-let head_names names env =
- let rec aux acc = function
- | (name, (ty, v)) :: tl when List.mem name names ->
- (match ty, v with
- | Env.ListType ty, Env.ListValue (v :: _) ->
- aux ((name, (ty, v)) :: acc) tl
- | _ -> assert false)
- | _ :: tl -> aux acc tl
- (* base pattern may contain only meta names, thus we trash all others *)
- | [] -> acc
- in
- aux [] env
-
-let tail_names names env =
- let rec aux acc = function
- | (name, (ty, v)) :: tl when List.mem name names ->
- (match ty, v with
- | Env.ListType ty, Env.ListValue (_ :: vtl) ->
- aux ((name, (Env.ListType ty, Env.ListValue vtl)) :: acc) tl
- | _ -> assert false)
- | binding :: tl -> aux (binding :: acc) tl
- | [] -> acc
- in
- aux [] env
-
-let instantiate_level2 env term =
- let fresh_env = ref [] in
- let lookup_fresh_name n =
- try
- List.assoc n !fresh_env
- with Not_found ->
- let new_name = CicNotationUtil.fresh_name () in
- fresh_env := (n, new_name) :: !fresh_env;
- new_name
- in
- let rec aux env term =
-(* prerr_endline ("ENV " ^ CicNotationPp.pp_env env); *)
- match term with
- | Ast.AttributedTerm (_, term) -> aux env term
- | Ast.Appl terms -> Ast.Appl (List.map (aux env) terms)
- | Ast.Binder (binder, var, body) ->
- Ast.Binder (binder, aux_capture_var env var, aux env body)
- | Ast.Case (term, indty, outty_opt, patterns) ->
- Ast.Case (aux env term, indty, aux_opt env outty_opt,
- List.map (aux_branch env) patterns)
- | Ast.LetIn (var, t1, t2) ->
- Ast.LetIn (aux_capture_var env var, aux env t1, aux env t2)
- | Ast.LetRec (kind, definitions, body) ->
- Ast.LetRec (kind, List.map (aux_definition env) definitions,
- aux env body)
- | Ast.Uri (name, None) -> Ast.Uri (name, None)
- | Ast.Uri (name, Some substs) ->
- Ast.Uri (name, Some (aux_substs env substs))
- | Ast.Ident (name, Some substs) ->
- Ast.Ident (name, Some (aux_substs env substs))
- | Ast.Meta (index, substs) -> Ast.Meta (index, aux_meta_substs env substs)
-
- | Ast.Implicit
- | Ast.Ident _
- | Ast.Num _
- | Ast.Sort _
- | Ast.Symbol _
- | Ast.UserInput -> term
-
- | Ast.Magic magic -> aux_magic env magic
- | Ast.Variable var -> aux_variable env var
-
- | _ -> assert false
- and aux_opt env = function
- | Some term -> Some (aux env term)
- | None -> None
- and aux_capture_var env (name, ty_opt) = (aux env name, aux_opt env ty_opt)
- and aux_branch env (pattern, term) =
- (aux_pattern env pattern, aux env term)
- and aux_pattern env (head, hrefs, vars) =
- (head, hrefs, List.map (aux_capture_var env) vars)
- and aux_definition env (var, term, i) =
- (aux_capture_var env var, aux env term, i)
- and aux_substs env substs =
- List.map (fun (name, term) -> (name, aux env term)) substs
- and aux_meta_substs env meta_substs = List.map (aux_opt env) meta_substs
- and aux_variable env = function
- | Ast.NumVar name -> Ast.Num (Env.lookup_num env name, 0)
- | Ast.IdentVar name -> Ast.Ident (Env.lookup_string env name, None)
- | Ast.TermVar name -> Env.lookup_term env name
- | Ast.FreshVar name -> Ast.Ident (lookup_fresh_name name, None)
- | Ast.Ascription (term, name) -> assert false
- and aux_magic env = function
- | Ast.Default (some_pattern, none_pattern) ->
- let some_pattern_names = CicNotationUtil.names_of_term some_pattern in
- let none_pattern_names = CicNotationUtil.names_of_term none_pattern in
- let opt_names =
- List.filter
- (fun name -> not (List.mem name none_pattern_names))
- some_pattern_names
- in
- (match opt_names with
- | [] -> assert false (* some pattern must contain at least 1 name *)
- | (name :: _) as names ->
- (match Env.lookup_value env name with
- | Env.OptValue (Some _) ->
- (* assumption: if "name" above is bound to Some _, then all
- * names returned by "meta_names_of" are bound to Some _ as well
- *)
- aux (unopt_names names env) some_pattern
- | Env.OptValue None -> aux env none_pattern
- | _ ->
- prerr_endline (sprintf
- "lookup of %s in env %s did not return an optional value"
- name (CicNotationPp.pp_env env));
- assert false))
- | Ast.Fold (`Left, base_pattern, names, rec_pattern) ->
- let acc_name = List.hd names in (* names can't be empty, cfr. parser *)
- let meta_names =
- List.filter ((<>) acc_name)
- (CicNotationUtil.names_of_term rec_pattern)
- in
- (match meta_names with
- | [] -> assert false (* as above *)
- | (name :: _) as names ->
- let rec instantiate_fold_left acc env' =
- match Env.lookup_value env' name with
- | Env.ListValue (_ :: _) ->
- instantiate_fold_left
- (let acc_binding =
- acc_name, (Env.TermType, Env.TermValue acc)
- in
- aux (acc_binding :: head_names names env') rec_pattern)
- (tail_names names env')
- | Env.ListValue [] -> acc
- | _ -> assert false
- in
- instantiate_fold_left (aux env base_pattern) env)
- | Ast.Fold (`Right, base_pattern, names, rec_pattern) ->
- let acc_name = List.hd names in (* names can't be empty, cfr. parser *)
- let meta_names =
- List.filter ((<>) acc_name)
- (CicNotationUtil.names_of_term rec_pattern)
- in
- (match meta_names with
- | [] -> assert false (* as above *)
- | (name :: _) as names ->
- let rec instantiate_fold_right env' =
- match Env.lookup_value env' name with
- | Env.ListValue (_ :: _) ->
- let acc = instantiate_fold_right (tail_names names env') in
- let acc_binding =
- acc_name, (Env.TermType, Env.TermValue acc)
- in
- aux (acc_binding :: head_names names env') rec_pattern
- | Env.ListValue [] -> aux env base_pattern
- | _ -> assert false
- in
- instantiate_fold_right env)
- | Ast.If (_, p_true, p_false) as t ->
- aux env (CicNotationUtil.find_branch (Ast.Magic t))
- | Ast.Fail -> assert false
- | _ -> assert false
- in
- aux env term
-
-let instantiate_appl_pattern env appl_pattern =
- let lookup name =
- try List.assoc name env
- with Not_found ->
- prerr_endline (sprintf "Name %s not found" name);
- assert false
- in
- let rec aux = function
- | Ast.UriPattern uri -> CicUtil.term_of_uri uri
- | Ast.ImplicitPattern -> Cic.Implicit None
- | Ast.VarPattern name -> lookup name
- | Ast.ApplPattern terms -> Cic.Appl (List.map aux terms)
- in
- aux appl_pattern
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** fills a term pattern instantiating variable magics *)
-val instantiate_level2:
- CicNotationEnv.t -> CicNotationPt.term ->
- CicNotationPt.term
-
- (** @param env environment from argument_pattern to cic terms
- * @param pat cic_appl_pattern *)
-val instantiate_appl_pattern:
- (string * Cic.term) list -> CicNotationPt.cic_appl_pattern ->
- Cic.term
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-exception Error of int * int * string
-
-let regexp number = xml_digit+
-
- (* ZACK: breaks unicode's binder followed by an ascii letter without blank *)
-(* let regexp ident_letter = xml_letter *)
-
-let regexp ident_letter = [ 'a' - 'z' 'A' - 'Z' ]
-
- (* must be in sync with "is_ligature_char" below *)
-let regexp ligature_char = [ "'`~!?@*()[]<>-+=|:;.,/\"" ]
-let regexp ligature = ligature_char ligature_char+
-
-let is_ligature_char =
- (* must be in sync with "regexp ligature_char" above *)
- let chars = "'`~!?@*()[]<>-+=|:;.,/\"" in
- (fun char ->
- (try
- ignore (String.index chars char);
- true
- with Not_found -> false))
-
-let regexp ident_decoration = '\'' | '?' | '`'
-let regexp ident_cont = ident_letter | xml_digit | '_'
-let regexp ident = ident_letter ident_cont* ident_decoration*
-
-let regexp tex_token = '\\' ident
-
-let regexp delim_begin = "\\["
-let regexp delim_end = "\\]"
-
-let regexp qkeyword = "'" ident "'"
-
-let regexp implicit = '?'
-let regexp placeholder = '%'
-let regexp meta = implicit number
-
-let regexp csymbol = '\'' ident
-
-let regexp begin_group = "@{" | "${"
-let regexp end_group = '}'
-let regexp wildcard = "$_"
-let regexp ast_ident = "@" ident
-let regexp ast_csymbol = "@" csymbol
-let regexp meta_ident = "$" ident
-let regexp meta_anonymous = "$_"
-let regexp qstring = '"' [^ '"']* '"'
-
-let regexp begincomment = "(**" xml_blank
-let regexp beginnote = "(*"
-let regexp endcomment = "*)"
-(* let regexp comment_char = [^'*'] | '*'[^')']
-let regexp note = "|+" ([^'*'] | "**") comment_char* "+|" *)
-
-let level1_layouts =
- [ "sub"; "sup";
- "below"; "above";
- "over"; "atop"; "frac";
- "sqrt"; "root"
- ]
-
-let level1_keywords =
- [ "hbox"; "hvbox"; "hovbox"; "vbox";
- "break";
- "list0"; "list1"; "sep";
- "opt";
- "term"; "ident"; "number"
- ] @ level1_layouts
-
-let level2_meta_keywords =
- [ "if"; "then"; "else";
- "fold"; "left"; "right"; "rec";
- "fail";
- "default";
- "anonymous"; "ident"; "number"; "term"; "fresh"
- ]
-
- (* (string, unit) Hashtbl.t, to exploit multiple bindings *)
-let level2_ast_keywords = Hashtbl.create 23
-let _ =
- List.iter (fun k -> Hashtbl.add level2_ast_keywords k ())
- [ "CProp"; "Prop"; "Type"; "Set"; "let"; "rec"; "corec"; "match";
- "with"; "in"; "and"; "to"; "as"; "on"; "return" ]
-
-let add_level2_ast_keyword k = Hashtbl.add level2_ast_keywords k ()
-let remove_level2_ast_keyword k = Hashtbl.remove level2_ast_keywords k
-
- (* (string, int) Hashtbl.t, with multiple bindings.
- * int is the unicode codepoint *)
-let ligatures = Hashtbl.create 23
-let _ =
- List.iter
- (fun (ligature, symbol) -> Hashtbl.add ligatures ligature symbol)
- [ ("->", <:unicode<to>>); ("=>", <:unicode<Rightarrow>>);
- ("<=", <:unicode<leq>>); (">=", <:unicode<geq>>);
- ("<>", <:unicode<neq>>); (":=", <:unicode<def>>);
- ]
-
-let regexp uri_step = [ 'a' - 'z' 'A' - 'Z' '0' - '9' '_' '-' ]+
-
-let regexp uri =
- ("cic:/" | "theory:/") (* schema *)
-(* ident ('/' ident)* |+ path +| *)
- uri_step ('/' uri_step)* (* path *)
- ('.' ident)+ (* ext *)
- ("#xpointer(" number ('/' number)+ ")")? (* xpointer *)
-
-let error lexbuf msg =
- let begin_cnum, end_cnum = Ulexing.loc lexbuf in
- raise (Error (begin_cnum, end_cnum, msg))
-let error_at_end lexbuf msg =
- let begin_cnum, end_cnum = Ulexing.loc lexbuf in
- raise (Error (begin_cnum, end_cnum, msg))
-
-let return_with_loc token begin_cnum end_cnum =
- (* TODO handle line/column numbers *)
- let flocation_begin =
- { Lexing.pos_fname = "";
- Lexing.pos_lnum = -1; Lexing.pos_bol = -1;
- Lexing.pos_cnum = begin_cnum }
- in
- let flocation_end = { flocation_begin with Lexing.pos_cnum = end_cnum } in
- (token, (flocation_begin, flocation_end))
-
-let return lexbuf token =
- let begin_cnum, end_cnum = Ulexing.loc lexbuf in
- return_with_loc token begin_cnum end_cnum
-
-let return_lexeme lexbuf name = return lexbuf (name, Ulexing.utf8_lexeme lexbuf)
-
-let return_symbol lexbuf s = return lexbuf ("SYMBOL", s)
-let return_eoi lexbuf = return lexbuf ("EOI", "")
-
-let remove_quotes s = String.sub s 1 (String.length s - 2)
-
-let mk_lexer token =
- let tok_func stream =
-(* let lexbuf = Ulexing.from_utf8_stream stream in *)
-(** XXX Obj.magic rationale.
- * The problem.
- * camlp4 constraints the tok_func field of Token.glexer to have type:
- * Stream.t char -> (Stream.t 'te * flocation_function)
- * In order to use ulex we have (in theory) to instantiate a new lexbuf each
- * time a char Stream.t is passed, destroying the previous lexbuf which may
- * have consumed a character from the old stream which is lost forever :-(
- * The "solution".
- * Instead of passing to camlp4 a char Stream.t we pass a lexbuf, casting it to
- * char Stream.t with Obj.magic where needed.
- *)
- let lexbuf = Obj.magic stream in
- Token.make_stream_and_flocation
- (fun () ->
- try
- token lexbuf
- with
- | Ulexing.Error -> error_at_end lexbuf "Unexpected character"
- | Ulexing.InvalidCodepoint p ->
- error_at_end lexbuf (sprintf "Invalid code point: %d" p))
- in
- {
- Token.tok_func = tok_func;
- Token.tok_using = (fun _ -> ());
- Token.tok_removing = (fun _ -> ());
- Token.tok_match = Token.default_match;
- Token.tok_text = Token.lexer_text;
- Token.tok_comm = None;
- }
-
-let expand_macro lexbuf =
- let macro =
- Ulexing.utf8_sub_lexeme lexbuf 1 (Ulexing.lexeme_length lexbuf - 1)
- in
- try
- ("SYMBOL", Utf8Macro.expand macro)
- with Utf8Macro.Macro_not_found _ -> "SYMBOL", Ulexing.utf8_lexeme lexbuf
-
-let remove_quotes s = String.sub s 1 (String.length s - 2)
-let remove_left_quote s = String.sub s 1 (String.length s - 1)
-
-let rec level2_pattern_token_group counter buffer =
- lexer
- | end_group ->
- if (counter > 0) then
- Buffer.add_string buffer (Ulexing.utf8_lexeme lexbuf) ;
- snd (Ulexing.loc lexbuf)
- | begin_group ->
- Buffer.add_string buffer (Ulexing.utf8_lexeme lexbuf) ;
- ignore (level2_pattern_token_group (counter + 1) buffer lexbuf) ;
- level2_pattern_token_group counter buffer lexbuf
- | _ ->
- Buffer.add_string buffer (Ulexing.utf8_lexeme lexbuf) ;
- level2_pattern_token_group counter buffer lexbuf
-
-let read_unparsed_group token_name lexbuf =
- let buffer = Buffer.create 16 in
- let begin_cnum, _ = Ulexing.loc lexbuf in
- let end_cnum = level2_pattern_token_group 0 buffer lexbuf in
- return_with_loc (token_name, Buffer.contents buffer) begin_cnum end_cnum
-
-let rec level2_meta_token =
- lexer
- | xml_blank+ -> level2_meta_token lexbuf
- | ident ->
- let s = Ulexing.utf8_lexeme lexbuf in
- begin
- if List.mem s level2_meta_keywords then
- return lexbuf ("", s)
- else
- return lexbuf ("IDENT", s)
- end
- | "@{" -> read_unparsed_group "UNPARSED_AST" lexbuf
- | ast_ident ->
- return lexbuf ("UNPARSED_AST",
- remove_left_quote (Ulexing.utf8_lexeme lexbuf))
- | ast_csymbol ->
- return lexbuf ("UNPARSED_AST",
- remove_left_quote (Ulexing.utf8_lexeme lexbuf))
- | eof -> return_eoi lexbuf
-
-let rec comment_token acc depth =
- lexer
- | beginnote ->
- let acc = acc ^ Ulexing.utf8_lexeme lexbuf in
- comment_token acc (depth + 1) lexbuf
- | endcomment ->
- let acc = acc ^ Ulexing.utf8_lexeme lexbuf in
- if depth = 0
- then acc
- else comment_token acc (depth - 1) lexbuf
- | _ ->
- let acc = acc ^ Ulexing.utf8_lexeme lexbuf in
- comment_token acc depth lexbuf
-
- (** @param k continuation to be invoked when no ligature has been found *)
-let rec ligatures_token k =
- lexer
- | ligature ->
- let lexeme = Ulexing.utf8_lexeme lexbuf in
- (match List.rev (Hashtbl.find_all ligatures lexeme) with
- | [] -> (* ligature not found, rollback and try default lexer *)
- Ulexing.rollback lexbuf;
- k lexbuf
- | default_lig :: _ -> (* ligatures found, use the default one *)
- return_symbol lexbuf default_lig)
- | eof -> return_eoi lexbuf
- | _ -> (* not a ligature, rollback and try default lexer *)
- Ulexing.rollback lexbuf;
- k lexbuf
-
-and level2_ast_token =
- lexer
- | xml_blank+ -> ligatures_token level2_ast_token lexbuf
- | meta -> return lexbuf ("META", Ulexing.utf8_lexeme lexbuf)
- | implicit -> return lexbuf ("IMPLICIT", "")
- | placeholder -> return lexbuf ("PLACEHOLDER", "")
- | ident ->
- let lexeme = Ulexing.utf8_lexeme lexbuf in
- if Hashtbl.mem level2_ast_keywords lexeme then
- return lexbuf ("", lexeme)
- else
- return lexbuf ("IDENT", lexeme)
- | number -> return lexbuf ("NUMBER", Ulexing.utf8_lexeme lexbuf)
- | tex_token -> return lexbuf (expand_macro lexbuf)
- | uri -> return lexbuf ("URI", Ulexing.utf8_lexeme lexbuf)
- | qstring ->
- return lexbuf ("QSTRING", remove_quotes (Ulexing.utf8_lexeme lexbuf))
- | csymbol ->
- return lexbuf ("CSYMBOL", remove_left_quote (Ulexing.utf8_lexeme lexbuf))
- | "${" -> read_unparsed_group "UNPARSED_META" lexbuf
- | "@{" -> read_unparsed_group "UNPARSED_AST" lexbuf
- | '(' -> return lexbuf ("LPAREN", "")
- | ')' -> return lexbuf ("RPAREN", "")
- | meta_ident ->
- return lexbuf ("UNPARSED_META",
- remove_left_quote (Ulexing.utf8_lexeme lexbuf))
- | meta_anonymous -> return lexbuf ("UNPARSED_META", "anonymous")
- | beginnote ->
- let comment = comment_token (Ulexing.utf8_lexeme lexbuf) 0 lexbuf in
-(* let comment =
- Ulexing.utf8_sub_lexeme lexbuf 2 (Ulexing.lexeme_length lexbuf - 4)
- in
- return lexbuf ("NOTE", comment) *)
- ligatures_token level2_ast_token lexbuf
- | begincomment -> return lexbuf ("BEGINCOMMENT","")
- | endcomment -> return lexbuf ("ENDCOMMENT","")
- | eof -> return_eoi lexbuf
- | _ -> return_symbol lexbuf (Ulexing.utf8_lexeme lexbuf)
-
-and level1_pattern_token =
- lexer
- | xml_blank+ -> ligatures_token level1_pattern_token lexbuf
- | number -> return lexbuf ("NUMBER", Ulexing.utf8_lexeme lexbuf)
- | ident ->
- let s = Ulexing.utf8_lexeme lexbuf in
- begin
- if List.mem s level1_keywords then
- return lexbuf ("", s)
- else
- return lexbuf ("IDENT", s)
- end
- | tex_token -> return lexbuf (expand_macro lexbuf)
- | qkeyword ->
- return lexbuf ("QKEYWORD", remove_quotes (Ulexing.utf8_lexeme lexbuf))
- | '(' -> return lexbuf ("LPAREN", "")
- | ')' -> return lexbuf ("RPAREN", "")
- | eof -> return_eoi lexbuf
- | _ -> return_symbol lexbuf (Ulexing.utf8_lexeme lexbuf)
-
-let level1_pattern_token = ligatures_token level1_pattern_token
-let level2_ast_token = ligatures_token level2_ast_token
-
-(* API implementation *)
-
-let level1_pattern_lexer = mk_lexer level1_pattern_token
-let level2_ast_lexer = mk_lexer level2_ast_token
-let level2_meta_lexer = mk_lexer level2_meta_token
-
-let lookup_ligatures lexeme =
- try
- if lexeme.[0] = '\\'
- then [ Utf8Macro.expand (String.sub lexeme 1 (String.length lexeme - 1)) ]
- else List.rev (Hashtbl.find_all ligatures lexeme)
- with Invalid_argument _ | Utf8Macro.Macro_not_found _ as exn -> []
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** begin of error offset (counted in unicode codepoint)
- * end of error offset (counted as above)
- * error message *)
-exception Error of int * int * string
-
- (** XXX ZACK DEFCON 4 BEGIN: never use the tok_func field of the glexers below
- * passing values of type char Stream.t, they should be in fact Ulexing.lexbuf
- * casted with Obj.magic :-/ Read the comment in the .ml for the rationale *)
-
-val level1_pattern_lexer: (string * string) Token.glexer
-val level2_ast_lexer: (string * string) Token.glexer
-val level2_meta_lexer: (string * string) Token.glexer
-
- (** XXX ZACK DEFCON 4 END *)
-
-val add_level2_ast_keyword: string -> unit (** non idempotent *)
-val remove_level2_ast_keyword: string -> unit (** non idempotent *)
-
-(** {2 Ligatures} *)
-
-val is_ligature_char: char -> bool
-val lookup_ligatures: string -> string list
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-module Env = CicNotationEnv
-module Pp = CicNotationPp
-module Util = CicNotationUtil
-
-type pattern_id = int
-
-exception No_match
-
-module OrderedInt =
-struct
- type t = int
- let compare (x1:t) (x2:t) = Pervasives.compare x2 x1 (* reverse order *)
-end
-
-module IntSet = Set.Make (OrderedInt)
-
-let int_set_of_int_list l =
- List.fold_left (fun acc i -> IntSet.add i acc) IntSet.empty l
-
-type pattern_kind = Variable | Constructor
-type tag_t = int
-
-module type PATTERN =
-sig
- type pattern_t
- type term_t
- val classify : pattern_t -> pattern_kind
- val tag_of_pattern : pattern_t -> tag_t * pattern_t list
- val tag_of_term : term_t -> tag_t * term_t list
- val string_of_term: term_t -> string
- val string_of_pattern: pattern_t -> string
-end
-
-module Matcher (P: PATTERN) =
-struct
- type row_t = P.pattern_t list * P.pattern_t list * pattern_id
- type t = row_t list
-
- let compatible p1 p2 = P.classify p1 = P.classify p2
-
- let matched = List.map (fun (matched, _, pid) -> matched, pid)
-
- let partition t pidl =
- let partitions = Hashtbl.create 11 in
- let add pid row = Hashtbl.add partitions pid row in
- (try
- List.iter2 add pidl t
- with Invalid_argument _ -> assert false);
- let pidset = int_set_of_int_list pidl in
- IntSet.fold
- (fun pid acc ->
- match Hashtbl.find_all partitions pid with
- | [] -> acc
- | patterns -> (pid, List.rev patterns) :: acc)
- pidset []
-
- let are_empty t =
- match t with
- | (_, [], _) :: _ -> true
- (* if first row has an empty list of patterns, then others have as well *)
- | _ -> false
-
- (* return 2 lists of rows, first one containing homogeneous rows according
- * to "compatible" below *)
- let horizontal_split t =
- let ap, first_row, t', first_row_class =
- match t with
- | [] -> assert false
- | (_, [], _) :: _ ->
- assert false (* are_empty should have been invoked in advance *)
- | ((_, hd :: _ , _) as row) :: tl -> hd, row, tl, P.classify hd
- in
- let rec aux prev_t = function
- | [] -> List.rev prev_t, []
- | (_, [], _) :: _ -> assert false
- | ((_, hd :: _, _) as row) :: tl when compatible ap hd ->
- aux (row :: prev_t) tl
- | t -> List.rev prev_t, t
- in
- let rows1, rows2 = aux [first_row] t' in
- first_row_class, rows1, rows2
-
- (* return 2 lists, first one representing first column, second one
- * representing a new pattern matrix where matched patterns have been moved
- * to decl *)
- let vertical_split t =
- List.map
- (function
- | decls, hd :: tl, pid -> hd :: decls, tl, pid
- | _ -> assert false)
- t
-
- let variable_closure ksucc =
- (fun matched_terms constructors terms ->
-(* prerr_endline "variable_closure"; *)
- match terms with
- | hd :: tl -> ksucc (hd :: matched_terms) constructors tl
- | _ -> assert false)
-
- let success_closure ksucc =
- (fun matched_terms constructors terms ->
-(* prerr_endline "success_closure"; *)
- ksucc matched_terms constructors)
-
- let constructor_closure ksuccs =
- (fun matched_terms constructors terms ->
-(* prerr_endline "constructor_closure"; *)
- match terms with
- | t :: tl ->
- (try
- let tag, subterms = P.tag_of_term t in
- let constructors' =
- if subterms = [] then t :: constructors else constructors
- in
- let k' = List.assoc tag ksuccs in
- k' matched_terms constructors' (subterms @ tl)
- with Not_found -> None)
- | [] -> assert false)
-
- let backtrack_closure ksucc kfail =
- (fun matched_terms constructors terms ->
-(* prerr_endline "backtrack_closure"; *)
- match ksucc matched_terms constructors terms with
- | Some x -> Some x
- | None -> kfail matched_terms constructors terms)
-
- let compiler rows match_cb fail_k =
- let rec aux t =
- if t = [] then
- (fun _ _ _ -> fail_k ())
- else if are_empty t then
- success_closure (match_cb (matched t))
- else
- match horizontal_split t with
- | _, [], _ -> assert false
- | Variable, t', [] -> variable_closure (aux (vertical_split t'))
- | Constructor, t', [] ->
- let tagl =
- List.map
- (function
- | _, p :: _, _ -> fst (P.tag_of_pattern p)
- | _ -> assert false)
- t'
- in
- let clusters = partition t' tagl in
- let ksuccs =
- List.map
- (fun (tag, cluster) ->
- let cluster' =
- List.map (* add args as patterns heads *)
- (function
- | matched_p, p :: tl, pid ->
- let _, subpatterns = P.tag_of_pattern p in
- matched_p, subpatterns @ tl, pid
- | _ -> assert false)
- cluster
- in
- tag, aux cluster')
- clusters
- in
- constructor_closure ksuccs
- | _, t', t'' -> backtrack_closure (aux t') (aux t'')
- in
- let t = List.map (fun (p, pid) -> [], [p], pid) rows in
- let matcher = aux t in
- (fun term -> matcher [] [] [term])
-end
-
-module Matcher21 =
-struct
- module Pattern21 =
- struct
- type pattern_t = Ast.term
- type term_t = Ast.term
- let rec classify = function
- | Ast.AttributedTerm (_, t) -> classify t
- | Ast.Variable _ -> Variable
- | Ast.Magic _
- | Ast.Layout _
- | Ast.Literal _ as t -> assert false
- | _ -> Constructor
- let tag_of_pattern = CicNotationTag.get_tag
- let tag_of_term t = CicNotationTag.get_tag t
- let string_of_term = CicNotationPp.pp_term
- let string_of_pattern = CicNotationPp.pp_term
- end
-
- module M = Matcher (Pattern21)
-
- let extract_magic term =
- let magic_map = ref [] in
- let add_magic m =
- let name = Util.fresh_name () in
- magic_map := (name, m) :: !magic_map;
- Ast.Variable (Ast.TermVar name)
- in
- let rec aux = function
- | Ast.AttributedTerm (_, t) -> assert false
- | Ast.Literal _
- | Ast.Layout _ -> assert false
- | Ast.Variable v -> Ast.Variable v
- | Ast.Magic m -> add_magic m
- | t -> Util.visit_ast aux t
- in
- let term' = aux term in
- term', !magic_map
-
- let env_of_matched pl tl =
- try
- List.map2
- (fun p t ->
- match p, t with
- Ast.Variable (Ast.TermVar name), _ ->
- name, (Env.TermType, Env.TermValue t)
- | Ast.Variable (Ast.NumVar name), (Ast.Num (s, _)) ->
- name, (Env.NumType, Env.NumValue s)
- | Ast.Variable (Ast.IdentVar name), (Ast.Ident (s, None)) ->
- name, (Env.StringType, Env.StringValue s)
- | _ -> assert false)
- pl tl
- with Invalid_argument _ -> assert false
-
- let rec compiler rows =
- let rows', magic_maps =
- List.split
- (List.map
- (fun (p, pid) ->
- let p', map = extract_magic p in
- (p', pid), (pid, map))
- rows)
- in
- let magichecker map =
- List.fold_left
- (fun f (name, m) ->
- let m_checker = compile_magic m in
- (fun env ctors ->
- match m_checker (Env.lookup_term env name) env ctors with
- | None -> None
- | Some (env, ctors) -> f env ctors))
- (fun env ctors -> Some (env, ctors))
- map
- in
- let magichooser candidates =
- List.fold_left
- (fun f (pid, pl, checker) ->
- (fun matched_terms constructors ->
- let env = env_of_matched pl matched_terms in
- match checker env constructors with
- | None -> f matched_terms constructors
- | Some (env, ctors') ->
- let magic_map =
- try List.assoc pid magic_maps with Not_found -> assert false
- in
- let env' = Env.remove_names env (List.map fst magic_map) in
- Some (env', ctors', pid)))
- (fun _ _ -> None)
- (List.rev candidates)
- in
- let match_cb rows =
- let candidates =
- List.map
- (fun (pl, pid) ->
- let magic_map =
- try List.assoc pid magic_maps with Not_found -> assert false
- in
- pid, pl, magichecker magic_map)
- rows
- in
- magichooser candidates
- in
- M.compiler rows' match_cb (fun _ -> None)
-
- and compile_magic = function
- | Ast.Fold (kind, p_base, names, p_rec) ->
- let p_rec_decls = Env.declarations_of_term p_rec in
- (* LUCA: p_rec_decls should not contain "names" *)
- let acc_name = try List.hd names with Failure _ -> assert false in
- let compiled_base = compiler [p_base, 0]
- and compiled_rec = compiler [p_rec, 0] in
- (fun term env ctors ->
- let aux_base term =
- match compiled_base term with
- | None -> None
- | Some (env', ctors', _) -> Some (env', ctors', [])
- in
- let rec aux term =
- match compiled_rec term with
- | None -> aux_base term
- | Some (env', ctors', _) ->
- begin
- let acc = Env.lookup_term env' acc_name in
- let env'' = Env.remove_name env' acc_name in
- match aux acc with
- | None -> aux_base term
- | Some (base_env, ctors', rec_envl) ->
- let ctors'' = ctors' @ ctors in
- Some (base_env, ctors'',env'' :: rec_envl)
- end
- in
- match aux term with
- | None -> None
- | Some (base_env, ctors, rec_envl) ->
- let env' =
- base_env @ Env.coalesce_env p_rec_decls rec_envl @ env
- (* @ env LUCA!!! *)
- in
- Some (env', ctors))
-
- | Ast.Default (p_some, p_none) -> (* p_none can't bound names *)
- let p_some_decls = Env.declarations_of_term p_some in
- let p_none_decls = Env.declarations_of_term p_none in
- let p_opt_decls =
- List.filter
- (fun decl -> not (List.mem decl p_none_decls))
- p_some_decls
- in
- let none_env = List.map Env.opt_binding_of_name p_opt_decls in
- let compiled = compiler [p_some, 0] in
- (fun term env ctors ->
- match compiled term with
- | None -> Some (none_env, ctors) (* LUCA: @ env ??? *)
- | Some (env', ctors', 0) ->
- let env' =
- List.map
- (fun (name, (ty, v)) as binding ->
- if List.exists (fun (name', _) -> name = name') p_opt_decls
- then Env.opt_binding_some binding
- else binding)
- env'
- in
- Some (env' @ env, ctors' @ ctors)
- | _ -> assert false)
-
- | Ast.If (p_test, p_true, p_false) ->
- let compiled_test = compiler [p_test, 0]
- and compiled_true = compiler [p_true, 0]
- and compiled_false = compiler [p_false, 0] in
- (fun term env ctors ->
- let branch =
- match compiled_test term with
- | None -> compiled_false
- | Some _ -> compiled_true
- in
- match branch term with
- | None -> None
- | Some (env', ctors', _) -> Some (env' @ env, ctors' @ ctors))
-
- | Ast.Fail -> (fun _ _ _ -> None)
-
- | _ -> assert false
-end
-
-module Matcher32 =
-struct
- module Pattern32 =
- struct
- type cic_mask_t =
- Blob
- | Uri of UriManager.uri
- | Appl of cic_mask_t list
-
- let uri_of_term t = CicUtil.uri_of_term (Deannotate.deannotate_term t)
-
- let mask_of_cic = function
- | Cic.AAppl (_, tl) -> Appl (List.map (fun _ -> Blob) tl), tl
- | Cic.AConst (_, _, [])
- | Cic.AVar (_, _, [])
- | Cic.AMutInd (_, _, _, [])
- | Cic.AMutConstruct (_, _, _, _, []) as t -> Uri (uri_of_term t), []
- | _ -> Blob, []
-
- let tag_of_term t =
- let mask, tl = mask_of_cic t in
- Hashtbl.hash mask, tl
-
- let mask_of_appl_pattern = function
- | Ast.UriPattern uri -> Uri uri, []
- | Ast.ImplicitPattern
- | Ast.VarPattern _ -> Blob, []
- | Ast.ApplPattern pl -> Appl (List.map (fun _ -> Blob) pl), pl
-
- let tag_of_pattern p =
- let mask, pl = mask_of_appl_pattern p in
- Hashtbl.hash mask, pl
-
- type pattern_t = Ast.cic_appl_pattern
- type term_t = Cic.annterm
-
- let string_of_pattern = GrafiteAstPp.pp_cic_appl_pattern
- let string_of_term t = CicPp.ppterm (Deannotate.deannotate_term t)
-
- let classify = function
- | Ast.ImplicitPattern
- | Ast.VarPattern _ -> Variable
- | Ast.UriPattern _
- | Ast.ApplPattern _ -> Constructor
- end
-
- module M = Matcher (Pattern32)
-
- let compiler rows =
- let match_cb rows =
- let pl, pid = try List.hd rows with Not_found -> assert false in
- (fun matched_terms constructors ->
- let env =
- try
- List.map2
- (fun p t ->
- match p with
- | Ast.ImplicitPattern -> Util.fresh_name (), t
- | Ast.VarPattern name -> name, t
- | _ -> assert false)
- pl matched_terms
- with Invalid_argument _ -> assert false
- in
- Some (env, constructors, pid))
- in
- M.compiler rows match_cb (fun () -> None)
-end
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type pattern_kind = Variable | Constructor
-type tag_t = int
-
-module type PATTERN =
-sig
- type pattern_t
- type term_t
-
- val classify : pattern_t -> pattern_kind
- val tag_of_pattern : pattern_t -> tag_t * pattern_t list
- val tag_of_term : term_t -> tag_t * term_t list
-
- (** {3 Debugging} *)
- val string_of_term: term_t -> string
- val string_of_pattern: pattern_t -> string
-end
-
-module Matcher (P: PATTERN) :
-sig
- (** @param patterns pattern matrix (pairs <pattern, pattern_id>)
- * @param success_cb callback invoked in case of matching.
- * Its argument are the list of pattern who matches the input term, the list
- * of terms bound in them, the list of terms which matched constructors.
- * Its return value is Some _ if the matching is valid, None otherwise; the
- * latter kind of return value will trigger backtracking in the pattern
- * matching algorithm
- * @param failure_cb callback invoked in case of matching failure
- * @param term term on which pattern match on *)
- val compiler:
- (P.pattern_t * int) list ->
- ((P.pattern_t list * int) list -> P.term_t list -> P.term_t list ->
- 'a option) -> (* terms *) (* constructors *)
- (unit -> 'a option) ->
- (P.term_t -> 'a option)
-end
-
-module Matcher21:
-sig
- (** @param l2_patterns level 2 (AST) patterns *)
- val compiler :
- (CicNotationPt.term * int) list ->
- (CicNotationPt.term ->
- (CicNotationEnv.t * CicNotationPt.term list * int) option)
-end
-
-module Matcher32:
-sig
- (** @param l3_patterns level 3 (CIC) patterns (AKA cic_appl_pattern) *)
- val compiler :
- (CicNotationPt.cic_appl_pattern * int) list ->
- (Cic.annterm ->
- ((string * Cic.annterm) list * Cic.annterm list * int) option)
-end
-
+++ /dev/null
-(* *)(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-oopen Printf
-mmodule Ast = CicNotationPtmmodule Env = CicNotationEnv
-eexception Parse_error of Token.flocation * stringeexception Level_not_found of int
-llet level1_pattern_grammar =
- Grammar.gcreate CicNotationLexer.level1_pattern_lexerllet level2_ast_grammar = Grammar.gcreate CicNotationLexer.level2_ast_lexerllet level2_meta_grammar = Grammar.gcreate CicNotationLexer.level2_meta_lexer
-llet min_precedence = 0llet max_precedence = 100
-llet level1_pattern =
- Grammar.Entry.create level1_pattern_grammar "level1_pattern"llet level2_ast = Grammar.Entry.create level2_ast_grammar "level2_ast"llet term = Grammar.Entry.create level2_ast_grammar "term"llet let_defs = Grammar.Entry.create level2_ast_grammar "let_defs"llet level2_meta = Grammar.Entry.create level2_meta_grammar "level2_meta"
-llet return_term loc term = ()
-llet int_of_string s =
- try Pervasives.int_of_string s with
- Failure _ ->
- failwith (sprintf "Lexer failure: string_of_int \"%s\" failed" s)
-(** {2 Grammar extension} *)
-
-llet gram_symbol s = Gramext.Stoken ("SYMBOL", s)llet gram_ident s = Gramext.Stoken ("IDENT", s)llet gram_number s = Gramext.Stoken ("NUMBER", s)llet gram_keyword s = Gramext.Stoken ("", s)llet gram_term = Gramext.Sself
-llet gram_of_literal =
- function
- `Symbol s -> gram_symbol s
- | `Keyword s -> gram_keyword s
- | `Number s -> gram_number s
-ttype binding =
- NoBinding
- | Binding of string * Env.value_type
- | Env of (string * Env.value_type) list
-llet make_action action bindings =
- let rec aux (vl : CicNotationEnv.t) =
- function
- [] -> Gramext.action (fun (loc : Ast.location) -> action vl loc)
- | NoBinding :: tl -> Gramext.action (fun _ -> aux vl tl)
- | Binding (name, Env.TermType) :: tl ->
- Gramext.action
- (fun (v : Ast.term) ->
- aux ((name, (Env.TermType, Env.TermValue v)) :: vl) tl)
- | Binding (name, Env.StringType) :: tl ->
- Gramext.action
- (fun (v : string) ->
- aux ((name, (Env.StringType, Env.StringValue v)) :: vl) tl)
- | Binding (name, Env.NumType) :: tl ->
- Gramext.action
- (fun (v : string) ->
- aux ((name, (Env.NumType, Env.NumValue v)) :: vl) tl)
- | Binding (name, Env.OptType t) :: tl ->
- Gramext.action
- (fun (v : 'a option) ->
- aux ((name, (Env.OptType t, Env.OptValue v)) :: vl) tl)
- | Binding (name, Env.ListType t) :: tl ->
- Gramext.action
- (fun (v : 'a list) ->
- aux ((name, (Env.ListType t, Env.ListValue v)) :: vl) tl)
- | Env _ :: tl ->
- Gramext.action (fun (v : CicNotationEnv.t) -> aux (v @ vl) tl)
- in
- aux [] (List.rev bindings)
-llet flatten_opt =
- let rec aux acc =
- function
- [] -> List.rev acc
- | NoBinding :: tl -> aux acc tl
- | Env names :: tl -> aux (List.rev names @ acc) tl
- | Binding (name, ty) :: tl -> aux ((name, ty) :: acc) tl
- in
- aux []
- (* given a level 1 pattern computes the new RHS of "term" grammar entry *)
-llet extract_term_production pattern =
- let rec aux =
- function
- Ast.AttributedTerm (_, t) -> aux t
- | Ast.Literal l -> aux_literal l
- | Ast.Layout l -> aux_layout l
- | Ast.Magic m -> aux_magic m
- | Ast.Variable v -> aux_variable v
- | t -> prerr_endline (CicNotationPp.pp_term t); assert false
- and aux_literal =
- function
- `Symbol s -> [NoBinding, gram_symbol s]
- | `Keyword s -> [NoBinding, gram_keyword s]
- | `Number s -> [NoBinding, gram_number s]
- and aux_layout =
- function
- Ast.Sub (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\sub"] @ aux p2
- | Ast.Sup (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\sup"] @ aux p2
- | Ast.Below (p1, p2) ->
- aux p1 @ [NoBinding, gram_symbol "\\below"] @ aux p2
- | Ast.Above (p1, p2) ->
- aux p1 @ [NoBinding, gram_symbol "\\above"] @ aux p2
- | Ast.Frac (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\frac"] @ aux p2
- | Ast.Atop (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\atop"] @ aux p2
- | Ast.Over (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\over"] @ aux p2
- | Ast.Root (p1, p2) ->
- [NoBinding, gram_symbol "\\root"] @ aux p2 @
- [NoBinding, gram_symbol "\\of"] @ aux p1
- | Ast.Sqrt p -> [NoBinding, gram_symbol "\\sqrt"] @ aux p
- | Ast.Break -> []
- | Ast.Box (_, pl) -> List.flatten (List.map aux pl)
- | Ast.Group pl -> List.flatten (List.map aux pl)
- and aux_magic magic =
- match magic with
- Ast.Opt p ->
- let (p_bindings, p_atoms, p_names, p_action) = inner_pattern p in
- let action (env_opt : CicNotationEnv.t option) (loc : Ast.location) =
- match env_opt with
- Some env -> List.map Env.opt_binding_some env
- | None -> List.map Env.opt_binding_of_name p_names
- in
- [Env (List.map Env.opt_declaration p_names),
- Gramext.srules
- [[Gramext.Sopt (Gramext.srules [p_atoms, p_action])],
- Gramext.action action]]
- | Ast.List0 (p, _) | Ast.List1 (p, _) ->
- let (p_bindings, p_atoms, p_names, p_action) = inner_pattern p in
- let action (env_list : CicNotationEnv.t list) (loc : Ast.location) =
- CicNotationEnv.coalesce_env p_names env_list
- in
- let gram_of_list s =
- match magic with
- Ast.List0 (_, None) -> Gramext.Slist0 s
- | Ast.List1 (_, None) -> Gramext.Slist1 s
- | Ast.List0 (_, Some l) -> Gramext.Slist0sep (s, gram_of_literal l)
- | Ast.List1 (_, Some l) -> Gramext.Slist1sep (s, gram_of_literal l)
- | _ -> assert false
- in
- [Env (List.map Env.list_declaration p_names),
- Gramext.srules
- [[gram_of_list (Gramext.srules [p_atoms, p_action])],
- Gramext.action action]]
- | _ -> assert false
- and aux_variable =
- function
- Ast.NumVar s -> [Binding (s, Env.NumType), gram_number ""]
- | Ast.TermVar s -> [Binding (s, Env.TermType), gram_term]
- | Ast.IdentVar s -> [Binding (s, Env.StringType), gram_ident ""]
- | Ast.Ascription (p, s) -> assert false
- | Ast.FreshVar _ -> assert false
- and inner_pattern p =
- let (p_bindings, p_atoms) = List.split (aux p) in
- let p_names = flatten_opt p_bindings in
- let action =
- make_action (fun (env : CicNotationEnv.t) (loc : Ast.location) -> env)
- p_bindings
- in
- p_bindings, p_atoms, p_names, action
- in
- aux pattern
-
-let level_of precedence associativity =
- if precedence < min_precedence || precedence > max_precedence then
- raise (Level_not_found precedence);
- let assoc_string =
- match associativity with
- Gramext.NonA -> "N"
- | Gramext.LeftA -> "L"
- | Gramext.RightA -> "R"
- in
- string_of_int precedence ^ assoc_string
-
-type rule_id = Token.t Gramext.g_symbol list
-
- (* mapping: rule_id -> owned keywords. (rule_id, string list) Hashtbl.t *)
-let owned_keywords = Hashtbl.create 23
-
-let extend level1_pattern ~precedence ~associativity action =
- let (p_bindings, p_atoms) =
- List.split (extract_term_production level1_pattern)
- in
- let level = level_of precedence associativity in
- let p_names = flatten_opt p_bindings in
- let _ =
- Grammar.extend
- [Grammar.Entry.obj (term : 'a Grammar.Entry.e),
- Some (Gramext.Level level),
- [None, Some associativity,
- [p_atoms,
- make_action
- (fun (env : CicNotationEnv.t) (loc : Ast.location) ->
- action env loc)
- p_bindings]]]
- in
- let keywords = CicNotationUtil.keywords_of_term level1_pattern in
- let rule_id = p_atoms in
- List.iter CicNotationLexer.add_level2_ast_keyword keywords;
- Hashtbl.add owned_keywords rule_id keywords;
- rule_id
-
-let delete rule_id =
- let atoms = rule_id in
- begin try
- let keywords = Hashtbl.find owned_keywords rule_id in
- List.iter CicNotationLexer.remove_level2_ast_keyword keywords
- with
- Not_found -> assert false
- end;
- Grammar.delete_rule term atoms
-
-(** {2 Grammar} *)
-
-let parse_level1_pattern_ref = ref (fun _ -> assert false)
-let parse_level2_ast_ref = ref (fun _ -> assert false)
-let parse_level2_meta_ref = ref (fun _ -> assert false)
-
-let fold_cluster binder terms ty body =
- List.fold_right (fun term body -> Ast.Binder (binder, (term, ty), body))
- terms body (* terms are names: either Ident or FreshVar *)
-
-let fold_exists terms ty body =
- List.fold_right
- (fun term body ->
- let lambda = Ast.Binder (`Lambda, (term, ty), body) in
- Ast.Appl [Ast.Symbol ("exists", 0); lambda])
- terms body
-
-let fold_binder binder pt_names body =
- List.fold_right (fun (names, ty) body -> fold_cluster binder names ty body)
- pt_names body
-
-let return_term loc term = Ast.AttributedTerm (`Loc loc, term)
-
- (* create empty precedence level for "term" *)
-let _ =
- let dummy_action =
- Gramext.action
- (fun _ -> failwith "internal error, lexer generated a dummy token")
- in
- let dummy_prod = [[Gramext.Stoken ("DUMMY", "")], dummy_action] in
- let mk_level_list first last =
- let rec aux acc =
- function
- i when i < first -> acc
- | i ->
- aux
- ((Some (string_of_int i ^ "N"), Some Gramext.NonA, dummy_prod) ::
- (Some (string_of_int i ^ "L"), Some Gramext.LeftA,
- dummy_prod) ::
- (Some (string_of_int i ^ "R"), Some Gramext.RightA,
- dummy_prod) ::
- acc)
- (i - 1)
- in
- aux [] last
- in
- Grammar.extend
- [Grammar.Entry.obj (term : 'a Grammar.Entry.e), None,
- mk_level_list min_precedence max_precedence]
-
-(* {{{ Grammar for concrete syntax patterns, notation level 1 *)
-let _ =
- Grammar.extend
- (let _ = (level1_pattern : 'level1_pattern Grammar.Entry.e) in
- let grammar_entry_create s =
- Grammar.Entry.create (Grammar.of_entry level1_pattern) s
- in
- let l1_pattern : 'l1_pattern Grammar.Entry.e =
- grammar_entry_create "l1_pattern"
- and literal : 'literal Grammar.Entry.e = grammar_entry_create "literal"
- and sep : 'sep Grammar.Entry.e = grammar_entry_create "sep"
- and l1_magic_pattern : 'l1_magic_pattern Grammar.Entry.e =
- grammar_entry_create "l1_magic_pattern"
- and l1_pattern_variable : 'l1_pattern_variable Grammar.Entry.e =
- grammar_entry_create "l1_pattern_variable"
- and l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e =
- grammar_entry_create "l1_simple_pattern"
- in
- [Grammar.Entry.obj (level1_pattern : 'level1_pattern Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("EOI", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (CicNotationUtil.boxify p : 'level1_pattern))]];
- Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Slist1
- (Gramext.Snterm
- (Grammar.Entry.obj
- (l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e)))],
- Gramext.action
- (fun (p : 'l1_simple_pattern list)
- (loc : Lexing.position * Lexing.position) ->
- (p : 'l1_pattern))]];
- Grammar.Entry.obj (literal : 'literal Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("NUMBER", "")],
- Gramext.action
- (fun (n : string) (loc : Lexing.position * Lexing.position) ->
- (`Number n : 'literal));
- [Gramext.Stoken ("QKEYWORD", "")],
- Gramext.action
- (fun (k : string) (loc : Lexing.position * Lexing.position) ->
- (`Keyword k : 'literal));
- [Gramext.Stoken ("SYMBOL", "")],
- Gramext.action
- (fun (s : string) (loc : Lexing.position * Lexing.position) ->
- (`Symbol s : 'literal))]];
- Grammar.Entry.obj (sep : 'sep Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("", "sep");
- Gramext.Snterm
- (Grammar.Entry.obj (literal : 'literal Grammar.Entry.e))],
- Gramext.action
- (fun (sep : 'literal) _ (loc : Lexing.position * Lexing.position) ->
- (sep : 'sep))]];
- Grammar.Entry.obj
- (l1_magic_pattern : 'l1_magic_pattern Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Stoken ("", "opt");
- Gramext.Snterm
- (Grammar.Entry.obj
- (l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e))],
- Gramext.action
- (fun (p : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.Opt p : 'l1_magic_pattern));
- [Gramext.Stoken ("", "list1");
- Gramext.Snterm
- (Grammar.Entry.obj
- (l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e));
- Gramext.Sopt
- (Gramext.Snterm (Grammar.Entry.obj (sep : 'sep Grammar.Entry.e)))],
- Gramext.action
- (fun (sep : 'sep option) (p : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.List1 (p, sep) : 'l1_magic_pattern));
- [Gramext.Stoken ("", "list0");
- Gramext.Snterm
- (Grammar.Entry.obj
- (l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e));
- Gramext.Sopt
- (Gramext.Snterm (Grammar.Entry.obj (sep : 'sep Grammar.Entry.e)))],
- Gramext.action
- (fun (sep : 'sep option) (p : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.List0 (p, sep) : 'l1_magic_pattern))]];
- Grammar.Entry.obj
- (l1_pattern_variable : 'l1_pattern_variable Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Stoken ("", "ident"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.IdentVar id : 'l1_pattern_variable));
- [Gramext.Stoken ("", "number"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.NumVar id : 'l1_pattern_variable));
- [Gramext.Stoken ("", "term"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.TermVar id : 'l1_pattern_variable))]];
- Grammar.Entry.obj
- (l1_simple_pattern : 'l1_simple_pattern Grammar.Entry.e),
- None,
- [Some "layout", Some Gramext.LeftA,
- [[Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (CicNotationUtil.group p) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("", "break")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout Ast.Break) : 'l1_simple_pattern));
- [Gramext.Stoken ("", "hovbox"); Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern) _ _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc
- (Ast.Layout (Ast.Box ((Ast.HOV, false, false), p))) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("", "hvbox"); Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern) _ _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc
- (Ast.Layout (Ast.Box ((Ast.HV, false, false), p))) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("", "vbox"); Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern) _ _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc
- (Ast.Layout (Ast.Box ((Ast.V, false, false), p))) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("", "hbox"); Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (l1_pattern : 'l1_pattern Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'l1_pattern) _ _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc
- (Ast.Layout (Ast.Box ((Ast.H, false, false), p))) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("SYMBOL", "\\root"); Gramext.Sself;
- Gramext.Stoken ("SYMBOL", "\\of"); Gramext.Sself],
- Gramext.action
- (fun (arg : 'l1_simple_pattern) _ (index : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Root (arg, index))) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("SYMBOL", "\\sqrt"); Gramext.Sself],
- Gramext.action
- (fun (p : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Sqrt p)) :
- 'l1_simple_pattern));
- [Gramext.Stoken ("SYMBOL", "\\frac"); Gramext.Sself; Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) (p1 : 'l1_simple_pattern) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Frac (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\atop"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Atop (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\over"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Over (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\above"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Above (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\below"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Below (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\sup"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Sup (p1, p2))) :
- 'l1_simple_pattern));
- [Gramext.Sself; Gramext.Stoken ("SYMBOL", "\\sub"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'l1_simple_pattern) _ (p1 : 'l1_simple_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Layout (Ast.Sub (p1, p2))) :
- 'l1_simple_pattern))];
- Some "simple", Some Gramext.NonA,
- [[Gramext.Snterm
- (Grammar.Entry.obj (literal : 'literal Grammar.Entry.e))],
- Gramext.action
- (fun (l : 'literal) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Literal l) : 'l1_simple_pattern));
- [Gramext.Snterm
- (Grammar.Entry.obj
- (l1_pattern_variable : 'l1_pattern_variable Grammar.Entry.e))],
- Gramext.action
- (fun (v : 'l1_pattern_variable)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Variable v) : 'l1_simple_pattern));
- [Gramext.Snterm
- (Grammar.Entry.obj
- (l1_magic_pattern : 'l1_magic_pattern Grammar.Entry.e))],
- Gramext.action
- (fun (m : 'l1_magic_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Magic m) : 'l1_simple_pattern));
- [Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (i : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Variable (Ast.TermVar i)) :
- 'l1_simple_pattern))]]])
-(* }}} *)
-
-(* {{{ Grammar for ast magics, notation level 2 *)
-let _ =
- Grammar.extend
- (let _ = (level2_meta : 'level2_meta Grammar.Entry.e) in
- let grammar_entry_create s =
- Grammar.Entry.create (Grammar.of_entry level2_meta) s
- in
- let l2_variable : 'l2_variable Grammar.Entry.e =
- grammar_entry_create "l2_variable"
- and l2_magic : 'l2_magic Grammar.Entry.e =
- grammar_entry_create "l2_magic"
- in
- [Grammar.Entry.obj (l2_variable : 'l2_variable Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) (loc : Lexing.position * Lexing.position) ->
- (Ast.TermVar id : 'l2_variable));
- [Gramext.Stoken ("", "anonymous")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (Ast.TermVar "_" : 'l2_variable));
- [Gramext.Stoken ("", "fresh"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.FreshVar id : 'l2_variable));
- [Gramext.Stoken ("", "ident"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.IdentVar id : 'l2_variable));
- [Gramext.Stoken ("", "number"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.NumVar id : 'l2_variable));
- [Gramext.Stoken ("", "term"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _ (loc : Lexing.position * Lexing.position) ->
- (Ast.TermVar id : 'l2_variable))]];
- Grammar.Entry.obj (l2_magic : 'l2_magic Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("", "fail")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (Ast.Fail : 'l2_magic));
- [Gramext.Stoken ("", "if");
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e));
- Gramext.Stoken ("", "then");
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e));
- Gramext.Stoken ("", "else");
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e))],
- Gramext.action
- (fun (p_false : 'level2_meta) _ (p_true : 'level2_meta) _
- (p_test : 'level2_meta) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.If (p_test, p_true, p_false) : 'l2_magic));
- [Gramext.Stoken ("", "default");
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e));
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e))],
- Gramext.action
- (fun (none : 'level2_meta) (some : 'level2_meta) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.Default (some, none) : 'l2_magic));
- [Gramext.Stoken ("", "fold");
- Gramext.srules
- [[Gramext.Stoken ("", "right")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Right : 'e__1));
- [Gramext.Stoken ("", "left")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Left : 'e__1))];
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e));
- Gramext.Stoken ("", "rec"); Gramext.Stoken ("IDENT", "");
- Gramext.Snterm
- (Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e))],
- Gramext.action
- (fun (recursive : 'level2_meta) (id : string) _
- (base : 'level2_meta) (kind : 'e__1) _
- (loc : Lexing.position * Lexing.position) ->
- (Ast.Fold (kind, base, [id], recursive) : 'l2_magic))]];
- Grammar.Entry.obj (level2_meta : 'level2_meta Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("UNPARSED_AST", "")],
- Gramext.action
- (fun (blob : string) (loc : Lexing.position * Lexing.position) ->
- (!parse_level2_ast_ref (Ulexing.from_utf8_string blob) :
- 'level2_meta));
- [Gramext.Snterm
- (Grammar.Entry.obj (l2_variable : 'l2_variable Grammar.Entry.e))],
- Gramext.action
- (fun (var : 'l2_variable)
- (loc : Lexing.position * Lexing.position) ->
- (Ast.Variable var : 'level2_meta));
- [Gramext.Snterm
- (Grammar.Entry.obj (l2_magic : 'l2_magic Grammar.Entry.e))],
- Gramext.action
- (fun (magic : 'l2_magic)
- (loc : Lexing.position * Lexing.position) ->
- (Ast.Magic magic : 'level2_meta))]]])
-(* }}} *)
-
-(* {{{ Grammar for ast patterns, notation level 2 *)
-let _ =
- Grammar.extend
- (let _ = (level2_ast : 'level2_ast Grammar.Entry.e)
- and _ = (term : 'term Grammar.Entry.e)
- and _ = (let_defs : 'let_defs Grammar.Entry.e) in
- let grammar_entry_create s =
- Grammar.Entry.create (Grammar.of_entry level2_ast) s
- in
- let sort : 'sort Grammar.Entry.e = grammar_entry_create "sort"
- and explicit_subst : 'explicit_subst Grammar.Entry.e =
- grammar_entry_create "explicit_subst"
- and meta_subst : 'meta_subst Grammar.Entry.e =
- grammar_entry_create "meta_subst"
- and meta_substs : 'meta_substs Grammar.Entry.e =
- grammar_entry_create "meta_substs"
- and possibly_typed_name : 'possibly_typed_name Grammar.Entry.e =
- grammar_entry_create "possibly_typed_name"
- and match_pattern : 'match_pattern Grammar.Entry.e =
- grammar_entry_create "match_pattern"
- and binder : 'binder Grammar.Entry.e = grammar_entry_create "binder"
- and arg : 'arg Grammar.Entry.e = grammar_entry_create "arg"
- and single_arg : 'single_arg Grammar.Entry.e =
- grammar_entry_create "single_arg"
- and induction_kind : 'induction_kind Grammar.Entry.e =
- grammar_entry_create "induction_kind"
- and binder_vars : 'binder_vars Grammar.Entry.e =
- grammar_entry_create "binder_vars"
- in
- [Grammar.Entry.obj (level2_ast : 'level2_ast Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Snterm (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (p : 'term) (loc : Lexing.position * Lexing.position) ->
- (p : 'level2_ast))]];
- Grammar.Entry.obj (sort : 'sort Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("", "CProp")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`CProp : 'sort));
- [Gramext.Stoken ("", "Type")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Type : 'sort));
- [Gramext.Stoken ("", "Set")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) -> (`Set : 'sort));
- [Gramext.Stoken ("", "Prop")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Prop : 'sort))]];
- Grammar.Entry.obj (explicit_subst : 'explicit_subst Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Stoken ("SYMBOL", "\\subst"); Gramext.Stoken ("SYMBOL", "[");
- Gramext.Slist1sep
- (Gramext.srules
- [[Gramext.Stoken ("IDENT", "");
- Gramext.Stoken ("SYMBOL", "≔");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (t : 'term) _ (i : string)
- (loc : Lexing.position * Lexing.position) ->
- (i, t : 'e__2))],
- Gramext.Stoken ("SYMBOL", ";"));
- Gramext.Stoken ("SYMBOL", "]")],
- Gramext.action
- (fun _ (substs : 'e__2 list) _ _
- (loc : Lexing.position * Lexing.position) ->
- (substs : 'explicit_subst))]];
- Grammar.Entry.obj (meta_subst : 'meta_subst Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Snterm (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (p : 'term) (loc : Lexing.position * Lexing.position) ->
- (Some p : 'meta_subst));
- [Gramext.Stoken ("SYMBOL", "_")],
- Gramext.action
- (fun (s : string) (loc : Lexing.position * Lexing.position) ->
- (None : 'meta_subst))]];
- Grammar.Entry.obj (meta_substs : 'meta_substs Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("SYMBOL", "[");
- Gramext.Slist0
- (Gramext.Snterm
- (Grammar.Entry.obj (meta_subst : 'meta_subst Grammar.Entry.e)));
- Gramext.Stoken ("SYMBOL", "]")],
- Gramext.action
- (fun _ (substs : 'meta_subst list) _
- (loc : Lexing.position * Lexing.position) ->
- (substs : 'meta_substs))]];
- Grammar.Entry.obj
- (possibly_typed_name : 'possibly_typed_name Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Snterm
- (Grammar.Entry.obj (single_arg : 'single_arg Grammar.Entry.e))],
- Gramext.action
- (fun (arg : 'single_arg)
- (loc : Lexing.position * Lexing.position) ->
- (arg, None : 'possibly_typed_name));
- [Gramext.Stoken ("LPAREN", "");
- Gramext.Snterm
- (Grammar.Entry.obj (single_arg : 'single_arg Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", ":");
- Gramext.Snterm (Grammar.Entry.obj (term : 'term Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (typ : 'term) _ (id : 'single_arg) _
- (loc : Lexing.position * Lexing.position) ->
- (id, Some typ : 'possibly_typed_name))]];
- Grammar.Entry.obj (match_pattern : 'match_pattern Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Stoken ("LPAREN", ""); Gramext.Stoken ("IDENT", "");
- Gramext.Slist1
- (Gramext.Snterm
- (Grammar.Entry.obj
- (possibly_typed_name :
- 'possibly_typed_name Grammar.Entry.e)));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (vars : 'possibly_typed_name list) (id : string) _
- (loc : Lexing.position * Lexing.position) ->
- (id, None, vars : 'match_pattern));
- [Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) (loc : Lexing.position * Lexing.position) ->
- (id, None, [] : 'match_pattern))]];
- Grammar.Entry.obj (binder : 'binder Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("SYMBOL", "λ")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Lambda : 'binder));
- [Gramext.Stoken ("SYMBOL", "∀")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Forall : 'binder));
- [Gramext.Stoken ("SYMBOL", "Π")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Pi : 'binder))]];
- Grammar.Entry.obj (arg : 'arg Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("UNPARSED_META", "")],
- Gramext.action
- (fun (blob : string) (loc : Lexing.position * Lexing.position) ->
- (let meta =
- !parse_level2_meta_ref (Ulexing.from_utf8_string blob)
- in
- match meta with
- Ast.Variable (Ast.FreshVar _) -> [meta], None
- | Ast.Variable (Ast.TermVar "_") ->
- [Ast.Ident ("_", None)], None
- | _ -> failwith "Invalid bound name." :
- 'arg));
- [Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (name : string) (loc : Lexing.position * Lexing.position) ->
- ([Ast.Ident (name, None)], None : 'arg));
- [Gramext.Stoken ("LPAREN", "");
- Gramext.Slist1sep
- (Gramext.Stoken ("IDENT", ""), Gramext.Stoken ("SYMBOL", ","));
- Gramext.Stoken ("SYMBOL", ":");
- Gramext.Snterm (Grammar.Entry.obj (term : 'term Grammar.Entry.e));
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (ty : 'term) _ (names : string list) _
- (loc : Lexing.position * Lexing.position) ->
- (List.map (fun n -> Ast.Ident (n, None)) names, Some ty :
- 'arg))]];
- Grammar.Entry.obj (single_arg : 'single_arg Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("UNPARSED_META", "")],
- Gramext.action
- (fun (blob : string) (loc : Lexing.position * Lexing.position) ->
- (let meta =
- !parse_level2_meta_ref (Ulexing.from_utf8_string blob)
- in
- match meta with
- Ast.Variable (Ast.FreshVar _) |
- Ast.Variable (Ast.IdentVar _) ->
- meta
- | Ast.Variable (Ast.TermVar "_") -> Ast.Ident ("_", None)
- | _ -> failwith "Invalid index name." :
- 'single_arg));
- [Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (name : string) (loc : Lexing.position * Lexing.position) ->
- (Ast.Ident (name, None) : 'single_arg))]];
- Grammar.Entry.obj (induction_kind : 'induction_kind Grammar.Entry.e),
- None,
- [None, None,
- [[Gramext.Stoken ("", "corec")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`CoInductive : 'induction_kind));
- [Gramext.Stoken ("", "rec")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (`Inductive : 'induction_kind))]];
- Grammar.Entry.obj (let_defs : 'let_defs Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Slist1sep
- (Gramext.srules
- [[Gramext.Snterm
- (Grammar.Entry.obj
- (single_arg : 'single_arg Grammar.Entry.e));
- Gramext.Slist1
- (Gramext.Snterm
- (Grammar.Entry.obj (arg : 'arg Grammar.Entry.e)));
- Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("", "on");
- Gramext.Snterm
- (Grammar.Entry.obj
- (single_arg : 'single_arg Grammar.Entry.e))],
- Gramext.action
- (fun (id : 'single_arg) _
- (loc : Lexing.position * Lexing.position) ->
- (id : 'e__3))]);
- Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("SYMBOL", ":");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (p : 'term) _
- (loc : Lexing.position * Lexing.position) ->
- (p : 'e__4))]);
- Gramext.Stoken ("SYMBOL", "≝");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (body : 'term) _ (ty : 'e__4 option)
- (index_name : 'e__3 option) (args : 'arg list)
- (name : 'single_arg)
- (loc : Lexing.position * Lexing.position) ->
- (let body = fold_binder `Lambda args body in
- let ty =
- match ty with
- None -> None
- | Some ty -> Some (fold_binder `Pi args ty)
- in
- let rec position_of name p =
- function
- [] -> None, p
- | n :: _ when n = name -> Some p, p
- | _ :: tl -> position_of name (p + 1) tl
- in
- let rec find_arg name n =
- function
- [] ->
- Ast.fail loc
- (sprintf "Argument %s not found"
- (CicNotationPp.pp_term name))
- | (l, _) :: tl ->
- match position_of name 0 l with
- None, len -> find_arg name (n + len) tl
- | Some where, len -> n + where
- in
- let index =
- match index_name with
- None -> 0
- | Some index_name -> find_arg index_name 0 args
- in
- (name, ty), body, index :
- 'e__5))],
- Gramext.Stoken ("", "and"))],
- Gramext.action
- (fun (defs : 'e__5 list)
- (loc : Lexing.position * Lexing.position) ->
- (defs : 'let_defs))]];
- Grammar.Entry.obj (binder_vars : 'binder_vars Grammar.Entry.e), None,
- [None, None,
- [[Gramext.Stoken ("LPAREN", "");
- Gramext.srules
- [[Gramext.Stoken ("SYMBOL", "_")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- ([Ast.Ident ("_", None)] : 'e__8));
- [Gramext.Slist1sep
- (Gramext.Snterm
- (Grammar.Entry.obj
- (single_arg : 'single_arg Grammar.Entry.e)),
- Gramext.Stoken ("SYMBOL", ","))],
- Gramext.action
- (fun (l : 'single_arg list)
- (loc : Lexing.position * Lexing.position) ->
- (l : 'e__8))];
- Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("SYMBOL", ":");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (t : 'term) _
- (loc : Lexing.position * Lexing.position) ->
- (t : 'e__9))]);
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (typ : 'e__9 option) (vars : 'e__8) _
- (loc : Lexing.position * Lexing.position) ->
- (vars, typ : 'binder_vars));
- [Gramext.srules
- [[Gramext.Stoken ("SYMBOL", "_")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- ([Ast.Ident ("_", None)] : 'e__6));
- [Gramext.Slist1sep
- (Gramext.Snterm
- (Grammar.Entry.obj
- (single_arg : 'single_arg Grammar.Entry.e)),
- Gramext.Stoken ("SYMBOL", ","))],
- Gramext.action
- (fun (l : 'single_arg list)
- (loc : Lexing.position * Lexing.position) ->
- (l : 'e__6))];
- Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("SYMBOL", ":");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (t : 'term) _
- (loc : Lexing.position * Lexing.position) ->
- (t : 'e__7))])],
- Gramext.action
- (fun (typ : 'e__7 option) (vars : 'e__6)
- (loc : Lexing.position * Lexing.position) ->
- (vars, typ : 'binder_vars))]];
- Grammar.Entry.obj (term : 'term Grammar.Entry.e),
- Some (Gramext.Level "10N"),
- [None, None,
- [[Gramext.Stoken ("", "let");
- Gramext.Snterm
- (Grammar.Entry.obj
- (induction_kind : 'induction_kind Grammar.Entry.e));
- Gramext.Snterm
- (Grammar.Entry.obj (let_defs : 'let_defs Grammar.Entry.e));
- Gramext.Stoken ("", "in"); Gramext.Sself],
- Gramext.action
- (fun (body : 'term) _ (defs : 'let_defs) (k : 'induction_kind) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.LetRec (k, defs, body)) : 'term));
- [Gramext.Stoken ("", "let");
- Gramext.Snterm
- (Grammar.Entry.obj
- (possibly_typed_name : 'possibly_typed_name Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", "≝"); Gramext.Sself;
- Gramext.Stoken ("", "in"); Gramext.Sself],
- Gramext.action
- (fun (p2 : 'term) _ (p1 : 'term) _ (var : 'possibly_typed_name) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.LetIn (var, p1, p2)) : 'term))]];
- Grammar.Entry.obj (term : 'term Grammar.Entry.e),
- Some (Gramext.Level "20R"),
- [None, None,
- [[Gramext.Stoken ("SYMBOL", "∃");
- Gramext.Snterm
- (Grammar.Entry.obj (binder_vars : 'binder_vars Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", "."); Gramext.Sself],
- Gramext.action
- (fun (body : 'term) _ (vars, typ : 'binder_vars) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (fold_exists vars typ body) : 'term));
- [Gramext.Snterm
- (Grammar.Entry.obj (binder : 'binder Grammar.Entry.e));
- Gramext.Snterm
- (Grammar.Entry.obj (binder_vars : 'binder_vars Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", "."); Gramext.Sself],
- Gramext.action
- (fun (body : 'term) _ (vars, typ : 'binder_vars) (b : 'binder)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (fold_cluster b vars typ body) : 'term))]];
- Grammar.Entry.obj (term : 'term Grammar.Entry.e),
- Some (Gramext.Level "70L"),
- [None, None,
- [[Gramext.Sself; Gramext.Sself],
- Gramext.action
- (fun (p2 : 'term) (p1 : 'term)
- (loc : Lexing.position * Lexing.position) ->
- (let rec aux =
- function
- Ast.Appl (hd :: tl) |
- Ast.AttributedTerm (_, Ast.Appl (hd :: tl)) ->
- aux hd @ tl
- | term -> [term]
- in
- return_term loc (Ast.Appl (aux p1 @ [p2])) :
- 'term))]];
- Grammar.Entry.obj (term : 'term Grammar.Entry.e),
- Some (Gramext.Level "90N"),
- [None, None,
- [[Gramext.Stoken ("UNPARSED_META", "")],
- Gramext.action
- (fun (blob : string) (loc : Lexing.position * Lexing.position) ->
- (!parse_level2_meta_ref (Ulexing.from_utf8_string blob) :
- 'term));
- [Gramext.Stoken ("LPAREN", ""); Gramext.Sself;
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p : 'term) _ (loc : Lexing.position * Lexing.position) ->
- (p : 'term));
- [Gramext.Stoken ("LPAREN", ""); Gramext.Sself;
- Gramext.Stoken ("SYMBOL", ":"); Gramext.Sself;
- Gramext.Stoken ("RPAREN", "")],
- Gramext.action
- (fun _ (p2 : 'term) _ (p1 : 'term) _
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Cast (p1, p2)) : 'term));
- [Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("SYMBOL", "[");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", "]")],
- Gramext.action
- (fun _ (ty : 'term) _
- (loc : Lexing.position * Lexing.position) ->
- (ty : 'e__10))]);
- Gramext.Stoken ("", "match"); Gramext.Sself;
- Gramext.Sopt
- (Gramext.srules
- [[Gramext.Stoken ("", "in"); Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) _
- (loc : Lexing.position * Lexing.position) ->
- (id, None : 'e__11))]);
- Gramext.Stoken ("", "with"); Gramext.Stoken ("SYMBOL", "[");
- Gramext.Slist0sep
- (Gramext.srules
- [[Gramext.Snterm
- (Grammar.Entry.obj
- (match_pattern : 'match_pattern Grammar.Entry.e));
- Gramext.Stoken ("SYMBOL", "⇒");
- Gramext.Snterm
- (Grammar.Entry.obj (term : 'term Grammar.Entry.e))],
- Gramext.action
- (fun (rhs : 'term) _ (lhs : 'match_pattern)
- (loc : Lexing.position * Lexing.position) ->
- (lhs, rhs : 'e__12))],
- Gramext.Stoken ("SYMBOL", "|"));
- Gramext.Stoken ("SYMBOL", "]")],
- Gramext.action
- (fun _ (patterns : 'e__12 list) _ _ (indty_ident : 'e__11 option)
- (t : 'term) _ (outtyp : 'e__10 option)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Case (t, indty_ident, outtyp, patterns)) :
- 'term));
- [Gramext.Snterm (Grammar.Entry.obj (sort : 'sort Grammar.Entry.e))],
- Gramext.action
- (fun (s : 'sort) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Sort s) : 'term));
- [Gramext.Stoken ("META", "");
- Gramext.Snterm
- (Grammar.Entry.obj (meta_substs : 'meta_substs Grammar.Entry.e))],
- Gramext.action
- (fun (s : 'meta_substs) (m : string)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Meta (int_of_string m, s)) : 'term));
- [Gramext.Stoken ("META", "")],
- Gramext.action
- (fun (m : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Meta (int_of_string m, [])) : 'term));
- [Gramext.Stoken ("PLACEHOLDER", "")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (return_term loc Ast.UserInput : 'term));
- [Gramext.Stoken ("IMPLICIT", "")],
- Gramext.action
- (fun _ (loc : Lexing.position * Lexing.position) ->
- (return_term loc Ast.Implicit : 'term));
- [Gramext.Stoken ("NUMBER", "")],
- Gramext.action
- (fun (n : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Num (n, 0)) : 'term));
- [Gramext.Stoken ("URI", "")],
- Gramext.action
- (fun (u : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Uri (u, None)) : 'term));
- [Gramext.Stoken ("CSYMBOL", "")],
- Gramext.action
- (fun (s : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Symbol (s, 0)) : 'term));
- [Gramext.Stoken ("IDENT", "");
- Gramext.Snterm
- (Grammar.Entry.obj
- (explicit_subst : 'explicit_subst Grammar.Entry.e))],
- Gramext.action
- (fun (s : 'explicit_subst) (id : string)
- (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Ident (id, Some s)) : 'term));
- [Gramext.Stoken ("IDENT", "")],
- Gramext.action
- (fun (id : string) (loc : Lexing.position * Lexing.position) ->
- (return_term loc (Ast.Ident (id, None)) : 'term))]]])
-(* }}} *)
-
-(** {2 API implementation} *)
-
-let exc_located_wrapper f =
- try f () with
- Stdpp.Exc_located (floc, Stream.Error msg) ->
- raise (Parse_error (floc, msg))
- | Stdpp.Exc_located (floc, exn) ->
- raise (Parse_error (floc, Printexc.to_string exn))
-
-let parse_level1_pattern lexbuf =
- CicNotationLexer.set_lexbuf lexbuf;
- exc_located_wrapper
- (fun () -> Grammar.Entry.parse level1_pattern Stream.sempty)
-
-let parse_level2_ast lexbuf =
- CicNotationLexer.set_lexbuf lexbuf;
- exc_located_wrapper (fun () -> Grammar.Entry.parse level2_ast Stream.sempty)
-
-let parse_level2_meta lexbuf =
- CicNotationLexer.set_lexbuf lexbuf;
- exc_located_wrapper
- (fun () -> Grammar.Entry.parse level2_meta Stream.sempty)
-
-let _ =
- parse_level1_pattern_ref := parse_level1_pattern;
- parse_level2_ast_ref := parse_level2_ast;
- parse_level2_meta_ref := parse_level2_meta
-
-(** {2 Debugging} *)
-
-let print_l2_pattern () =
- Grammar.print_entry Format.std_formatter (Grammar.Entry.obj term);
- Format.pp_print_flush Format.std_formatter ();
- flush stdout
-
-(* vim:set encoding=utf8 foldmethod=marker: *)
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-module Env = CicNotationEnv
-
-exception Parse_error of Token.flocation * string
-exception Level_not_found of int
-
-let level1_pattern_grammar =
- Grammar.gcreate CicNotationLexer.level1_pattern_lexer
-let level2_ast_grammar = Grammar.gcreate CicNotationLexer.level2_ast_lexer
-let level2_meta_grammar = Grammar.gcreate CicNotationLexer.level2_meta_lexer
-
-let min_precedence = 0
-let max_precedence = 100
-
-let level1_pattern =
- Grammar.Entry.create level1_pattern_grammar "level1_pattern"
-let level2_ast = Grammar.Entry.create level2_ast_grammar "level2_ast"
-let term = Grammar.Entry.create level2_ast_grammar "term"
-let let_defs = Grammar.Entry.create level2_ast_grammar "let_defs"
-let level2_meta = Grammar.Entry.create level2_meta_grammar "level2_meta"
-
-let int_of_string s =
- try
- Pervasives.int_of_string s
- with Failure _ ->
- failwith (sprintf "Lexer failure: string_of_int \"%s\" failed" s)
-
-(** {2 Grammar extension} *)
-
-let gram_symbol s = Gramext.Stoken ("SYMBOL", s)
-let gram_ident s = Gramext.Stoken ("IDENT", s)
-let gram_number s = Gramext.Stoken ("NUMBER", s)
-let gram_keyword s = Gramext.Stoken ("", s)
-let gram_term = Gramext.Sself
-
-let gram_of_literal =
- function
- | `Symbol s -> gram_symbol s
- | `Keyword s -> gram_keyword s
- | `Number s -> gram_number s
-
-type binding =
- | NoBinding
- | Binding of string * Env.value_type
- | Env of (string * Env.value_type) list
-
-let make_action action bindings =
- let rec aux (vl : CicNotationEnv.t) =
- function
- [] -> Gramext.action (fun (loc: Ast.location) -> action vl loc)
- | NoBinding :: tl -> Gramext.action (fun _ -> aux vl tl)
- (* LUCA: DEFCON 3 BEGIN *)
- | Binding (name, Env.TermType) :: tl ->
- Gramext.action
- (fun (v:Ast.term) ->
- aux ((name, (Env.TermType, Env.TermValue v))::vl) tl)
- | Binding (name, Env.StringType) :: tl ->
- Gramext.action
- (fun (v:string) ->
- aux ((name, (Env.StringType, Env.StringValue v)) :: vl) tl)
- | Binding (name, Env.NumType) :: tl ->
- Gramext.action
- (fun (v:string) ->
- aux ((name, (Env.NumType, Env.NumValue v)) :: vl) tl)
- | Binding (name, Env.OptType t) :: tl ->
- Gramext.action
- (fun (v:'a option) ->
- aux ((name, (Env.OptType t, Env.OptValue v)) :: vl) tl)
- | Binding (name, Env.ListType t) :: tl ->
- Gramext.action
- (fun (v:'a list) ->
- aux ((name, (Env.ListType t, Env.ListValue v)) :: vl) tl)
- | Env _ :: tl ->
- Gramext.action (fun (v:CicNotationEnv.t) -> aux (v @ vl) tl)
- (* LUCA: DEFCON 3 END *)
- in
- aux [] (List.rev bindings)
-
-let flatten_opt =
- let rec aux acc =
- function
- [] -> List.rev acc
- | NoBinding :: tl -> aux acc tl
- | Env names :: tl -> aux (List.rev names @ acc) tl
- | Binding (name, ty) :: tl -> aux ((name, ty) :: acc) tl
- in
- aux []
-
- (* given a level 1 pattern computes the new RHS of "term" grammar entry *)
-let extract_term_production pattern =
- let rec aux = function
- | Ast.AttributedTerm (_, t) -> aux t
- | Ast.Literal l -> aux_literal l
- | Ast.Layout l -> aux_layout l
- | Ast.Magic m -> aux_magic m
- | Ast.Variable v -> aux_variable v
- | t ->
- prerr_endline (CicNotationPp.pp_term t);
- assert false
- and aux_literal =
- function
- | `Symbol s -> [NoBinding, gram_symbol s]
- | `Keyword s ->
- (* assumption: s will be registered as a keyword with the lexer *)
- [NoBinding, gram_keyword s]
- | `Number s -> [NoBinding, gram_number s]
- and aux_layout = function
- | Ast.Sub (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\sub"] @ aux p2
- | Ast.Sup (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\sup"] @ aux p2
- | Ast.Below (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\below"] @ aux p2
- | Ast.Above (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\above"] @ aux p2
- | Ast.Frac (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\frac"] @ aux p2
- | Ast.Atop (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\atop"] @ aux p2
- | Ast.Over (p1, p2) -> aux p1 @ [NoBinding, gram_symbol "\\over"] @ aux p2
- | Ast.Root (p1, p2) ->
- [NoBinding, gram_symbol "\\root"] @ aux p2
- @ [NoBinding, gram_symbol "\\of"] @ aux p1
- | Ast.Sqrt p -> [NoBinding, gram_symbol "\\sqrt"] @ aux p
- | Ast.Break -> []
- | Ast.Box (_, pl) -> List.flatten (List.map aux pl)
- | Ast.Group pl -> List.flatten (List.map aux pl)
- and aux_magic magic =
- match magic with
- | Ast.Opt p ->
- let p_bindings, p_atoms, p_names, p_action = inner_pattern p in
- let action (env_opt : CicNotationEnv.t option) (loc : Ast.location) =
- match env_opt with
- | Some env -> List.map Env.opt_binding_some env
- | None -> List.map Env.opt_binding_of_name p_names
- in
- [ Env (List.map Env.opt_declaration p_names),
- Gramext.srules
- [ [ Gramext.Sopt (Gramext.srules [ p_atoms, p_action ]) ],
- Gramext.action action ] ]
- | Ast.List0 (p, _)
- | Ast.List1 (p, _) ->
- let p_bindings, p_atoms, p_names, p_action = inner_pattern p in
-(* let env0 = List.map list_binding_of_name p_names in
- let grow_env_entry env n v =
- List.map
- (function
- | (n', (ty, ListValue vl)) as entry ->
- if n' = n then n', (ty, ListValue (v :: vl)) else entry
- | _ -> assert false)
- env
- in
- let grow_env env_i env =
- List.fold_left
- (fun env (n, (_, v)) -> grow_env_entry env n v)
- env env_i
- in *)
- let action (env_list : CicNotationEnv.t list) (loc : Ast.location) =
- CicNotationEnv.coalesce_env p_names env_list
- in
- let gram_of_list s =
- match magic with
- | Ast.List0 (_, None) -> Gramext.Slist0 s
- | Ast.List1 (_, None) -> Gramext.Slist1 s
- | Ast.List0 (_, Some l) -> Gramext.Slist0sep (s, gram_of_literal l)
- | Ast.List1 (_, Some l) -> Gramext.Slist1sep (s, gram_of_literal l)
- | _ -> assert false
- in
- [ Env (List.map Env.list_declaration p_names),
- Gramext.srules
- [ [ gram_of_list (Gramext.srules [ p_atoms, p_action ]) ],
- Gramext.action action ] ]
- | _ -> assert false
- and aux_variable =
- function
- | Ast.NumVar s -> [Binding (s, Env.NumType), gram_number ""]
- | Ast.TermVar s -> [Binding (s, Env.TermType), gram_term]
- | Ast.IdentVar s -> [Binding (s, Env.StringType), gram_ident ""]
- | Ast.Ascription (p, s) -> assert false (* TODO *)
- | Ast.FreshVar _ -> assert false
- and inner_pattern p =
- let p_bindings, p_atoms = List.split (aux p) in
- let p_names = flatten_opt p_bindings in
- let action =
- make_action (fun (env : CicNotationEnv.t) (loc : Ast.location) -> env)
- p_bindings
- in
- p_bindings, p_atoms, p_names, action
- in
- aux pattern
-
-let level_of precedence associativity =
- if precedence < min_precedence || precedence > max_precedence then
- raise (Level_not_found precedence);
- let assoc_string =
- match associativity with
- | Gramext.NonA -> "N"
- | Gramext.LeftA -> "L"
- | Gramext.RightA -> "R"
- in
- string_of_int precedence ^ assoc_string
-
-type rule_id = Token.t Gramext.g_symbol list
-
- (* mapping: rule_id -> owned keywords. (rule_id, string list) Hashtbl.t *)
-let owned_keywords = Hashtbl.create 23
-
-let extend level1_pattern ~precedence ~associativity action =
- let p_bindings, p_atoms =
- List.split (extract_term_production level1_pattern)
- in
- let level = level_of precedence associativity in
- let p_names = flatten_opt p_bindings in
- let _ =
- Grammar.extend
- [ Grammar.Entry.obj (term: 'a Grammar.Entry.e),
- Some (Gramext.Level level),
- [ None,
- Some associativity,
- [ p_atoms,
- (make_action
- (fun (env: CicNotationEnv.t) (loc: Ast.location) ->
- (action env loc))
- p_bindings) ]]]
- in
- let keywords = CicNotationUtil.keywords_of_term level1_pattern in
- let rule_id = p_atoms in
- List.iter CicNotationLexer.add_level2_ast_keyword keywords;
- Hashtbl.add owned_keywords rule_id keywords; (* keywords may be [] *)
- rule_id
-
-let delete rule_id =
- let atoms = rule_id in
- (try
- let keywords = Hashtbl.find owned_keywords rule_id in
- List.iter CicNotationLexer.remove_level2_ast_keyword keywords
- with Not_found -> assert false);
- Grammar.delete_rule term atoms
-
-(** {2 Grammar} *)
-
-let parse_level1_pattern_ref = ref (fun _ -> assert false)
-let parse_level2_ast_ref = ref (fun _ -> assert false)
-let parse_level2_meta_ref = ref (fun _ -> assert false)
-
-let fold_cluster binder terms ty body =
- List.fold_right
- (fun term body -> Ast.Binder (binder, (term, ty), body))
- terms body (* terms are names: either Ident or FreshVar *)
-
-let fold_exists terms ty body =
- List.fold_right
- (fun term body ->
- let lambda = Ast.Binder (`Lambda, (term, ty), body) in
- Ast.Appl [ Ast.Symbol ("exists", 0); lambda ])
- terms body
-
-let fold_binder binder pt_names body =
- List.fold_right
- (fun (names, ty) body -> fold_cluster binder names ty body)
- pt_names body
-
-let return_term loc term = Ast.AttributedTerm (`Loc loc, term)
-
- (* create empty precedence level for "term" *)
-let _ =
- let dummy_action =
- Gramext.action (fun _ ->
- failwith "internal error, lexer generated a dummy token")
- in
- (* Needed since campl4 on "delete_rule" remove the precedence level if it gets
- * empty after the deletion. The lexer never generate the Stoken below. *)
- let dummy_prod = [ [ Gramext.Stoken ("DUMMY", "") ], dummy_action ] in
- let mk_level_list first last =
- let rec aux acc = function
- | i when i < first -> acc
- | i ->
- aux
- ((Some (string_of_int i ^ "N"), Some Gramext.NonA, dummy_prod)
- :: (Some (string_of_int i ^ "L"), Some Gramext.LeftA, dummy_prod)
- :: (Some (string_of_int i ^ "R"), Some Gramext.RightA, dummy_prod)
- :: acc)
- (i - 1)
- in
- aux [] last
- in
- Grammar.extend
- [ Grammar.Entry.obj (term: 'a Grammar.Entry.e),
- None,
- mk_level_list min_precedence max_precedence ]
-
-(* {{{ Grammar for concrete syntax patterns, notation level 1 *)
-EXTEND
- GLOBAL: level1_pattern;
-
- level1_pattern: [ [ p = l1_pattern; EOI -> CicNotationUtil.boxify p ] ];
- l1_pattern: [ [ p = LIST1 l1_simple_pattern -> p ] ];
- literal: [
- [ s = SYMBOL -> `Symbol s
- | k = QKEYWORD -> `Keyword k
- | n = NUMBER -> `Number n
- ]
- ];
- sep: [ [ "sep"; sep = literal -> sep ] ];
-(* row_sep: [ [ "rowsep"; sep = literal -> sep ] ];
- field_sep: [ [ "fieldsep"; sep = literal -> sep ] ]; *)
- l1_magic_pattern: [
- [ "list0"; p = l1_simple_pattern; sep = OPT sep -> Ast.List0 (p, sep)
- | "list1"; p = l1_simple_pattern; sep = OPT sep -> Ast.List1 (p, sep)
- | "opt"; p = l1_simple_pattern -> Ast.Opt p
- ]
- ];
- l1_pattern_variable: [
- [ "term"; id = IDENT -> Ast.TermVar id
- | "number"; id = IDENT -> Ast.NumVar id
- | "ident"; id = IDENT -> Ast.IdentVar id
- ]
- ];
- l1_simple_pattern:
- [ "layout" LEFTA
- [ p1 = SELF; SYMBOL "\\sub"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Sub (p1, p2)))
- | p1 = SELF; SYMBOL "\\sup"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Sup (p1, p2)))
- | p1 = SELF; SYMBOL "\\below"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Below (p1, p2)))
- | p1 = SELF; SYMBOL "\\above"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Above (p1, p2)))
- | p1 = SELF; SYMBOL "\\over"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Over (p1, p2)))
- | p1 = SELF; SYMBOL "\\atop"; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Atop (p1, p2)))
-(* | "array"; p = SELF; csep = OPT field_sep; rsep = OPT row_sep ->
- return_term loc (Array (p, csep, rsep)) *)
- | SYMBOL "\\frac"; p1 = SELF; p2 = SELF ->
- return_term loc (Ast.Layout (Ast.Frac (p1, p2)))
- | SYMBOL "\\sqrt"; p = SELF -> return_term loc (Ast.Layout (Ast.Sqrt p))
- | SYMBOL "\\root"; index = SELF; SYMBOL "\\of"; arg = SELF ->
- return_term loc (Ast.Layout (Ast.Root (arg, index)))
- | "hbox"; LPAREN; p = l1_pattern; RPAREN ->
- return_term loc (Ast.Layout (Ast.Box ((Ast.H, false, false), p)))
- | "vbox"; LPAREN; p = l1_pattern; RPAREN ->
- return_term loc (Ast.Layout (Ast.Box ((Ast.V, false, false), p)))
- | "hvbox"; LPAREN; p = l1_pattern; RPAREN ->
- return_term loc (Ast.Layout (Ast.Box ((Ast.HV, false, false), p)))
- | "hovbox"; LPAREN; p = l1_pattern; RPAREN ->
- return_term loc (Ast.Layout (Ast.Box ((Ast.HOV, false, false), p)))
- | "break" -> return_term loc (Ast.Layout Ast.Break)
-(* | SYMBOL "\\SPACE" -> return_term loc (Layout Space) *)
- | LPAREN; p = l1_pattern; RPAREN ->
- return_term loc (CicNotationUtil.group p)
- ]
- | "simple" NONA
- [ i = IDENT -> return_term loc (Ast.Variable (Ast.TermVar i))
- | m = l1_magic_pattern -> return_term loc (Ast.Magic m)
- | v = l1_pattern_variable -> return_term loc (Ast.Variable v)
- | l = literal -> return_term loc (Ast.Literal l)
- ]
- ];
- END
-(* }}} *)
-
-(* {{{ Grammar for ast magics, notation level 2 *)
-EXTEND
- GLOBAL: level2_meta;
- l2_variable: [
- [ "term"; id = IDENT -> Ast.TermVar id
- | "number"; id = IDENT -> Ast.NumVar id
- | "ident"; id = IDENT -> Ast.IdentVar id
- | "fresh"; id = IDENT -> Ast.FreshVar id
- | "anonymous" -> Ast.TermVar "_"
- | id = IDENT -> Ast.TermVar id
- ]
- ];
- l2_magic: [
- [ "fold"; kind = [ "left" -> `Left | "right" -> `Right ];
- base = level2_meta; "rec"; id = IDENT; recursive = level2_meta ->
- Ast.Fold (kind, base, [id], recursive)
- | "default"; some = level2_meta; none = level2_meta ->
- Ast.Default (some, none)
- | "if"; p_test = level2_meta;
- "then"; p_true = level2_meta;
- "else"; p_false = level2_meta ->
- Ast.If (p_test, p_true, p_false)
- | "fail" -> Ast.Fail
- ]
- ];
- level2_meta: [
- [ magic = l2_magic -> Ast.Magic magic
- | var = l2_variable -> Ast.Variable var
- | blob = UNPARSED_AST ->
- !parse_level2_ast_ref (Ulexing.from_utf8_string blob)
- ]
- ];
-END
-(* }}} *)
-
-(* {{{ Grammar for ast patterns, notation level 2 *)
-EXTEND
- GLOBAL: level2_ast term let_defs;
- level2_ast: [ [ p = term -> p ] ];
- sort: [
- [ "Prop" -> `Prop
- | "Set" -> `Set
- | "Type" -> `Type (CicUniv.fresh ())
- | "CProp" -> `CProp
- ]
- ];
- explicit_subst: [
- [ SYMBOL "\\subst"; (* to avoid catching frequent "a [1]" cases *)
- SYMBOL "[";
- substs = LIST1 [
- i = IDENT; SYMBOL <:unicode<Assign>> (* ≔ *); t = term -> (i, t)
- ] SEP SYMBOL ";";
- SYMBOL "]" ->
- substs
- ]
- ];
- meta_subst: [
- [ s = SYMBOL "_" -> None
- | p = term -> Some p ]
- ];
- meta_substs: [
- [ SYMBOL "["; substs = LIST0 meta_subst; SYMBOL "]" -> substs ]
- ];
- possibly_typed_name: [
- [ LPAREN; id = single_arg; SYMBOL ":"; typ = term; RPAREN ->
- id, Some typ
- | arg = single_arg -> arg, None
- ]
- ];
- match_pattern: [
- [ id = IDENT -> id, None, []
- | LPAREN; id = IDENT; vars = LIST1 possibly_typed_name; RPAREN ->
- id, None, vars
- ]
- ];
- binder: [
- [ SYMBOL <:unicode<Pi>> (* Π *) -> `Pi
-(* | SYMBOL <:unicode<exists>> |+ ∃ +| -> `Exists *)
- | SYMBOL <:unicode<forall>> (* ∀ *) -> `Forall
- | SYMBOL <:unicode<lambda>> (* λ *) -> `Lambda
- ]
- ];
- arg: [
- [ LPAREN; names = LIST1 IDENT SEP SYMBOL ",";
- SYMBOL ":"; ty = term; RPAREN ->
- List.map (fun n -> Ast.Ident (n, None)) names, Some ty
- | name = IDENT -> [Ast.Ident (name, None)], None
- | blob = UNPARSED_META ->
- let meta = !parse_level2_meta_ref (Ulexing.from_utf8_string blob) in
- match meta with
- | Ast.Variable (Ast.FreshVar _) -> [meta], None
- | Ast.Variable (Ast.TermVar "_") -> [Ast.Ident ("_", None)], None
- | _ -> failwith "Invalid bound name."
- ]
- ];
- single_arg: [
- [ name = IDENT -> Ast.Ident (name, None)
- | blob = UNPARSED_META ->
- let meta = !parse_level2_meta_ref (Ulexing.from_utf8_string blob) in
- match meta with
- | Ast.Variable (Ast.FreshVar _)
- | Ast.Variable (Ast.IdentVar _) -> meta
- | Ast.Variable (Ast.TermVar "_") -> Ast.Ident ("_", None)
- | _ -> failwith "Invalid index name."
- ]
- ];
- induction_kind: [
- [ "rec" -> `Inductive
- | "corec" -> `CoInductive
- ]
- ];
- let_defs: [
- [ defs = LIST1 [
- name = single_arg;
- args = LIST1 arg;
- index_name = OPT [ "on"; id = single_arg -> id ];
- ty = OPT [ SYMBOL ":" ; p = term -> p ];
- SYMBOL <:unicode<def>> (* ≝ *); body = term ->
- let body = fold_binder `Lambda args body in
- let ty =
- match ty with
- | None -> None
- | Some ty -> Some (fold_binder `Pi args ty)
- in
- let rec position_of name p = function
- | [] -> None, p
- | n :: _ when n = name -> Some p, p
- | _ :: tl -> position_of name (p + 1) tl
- in
- let rec find_arg name n = function
- | [] ->
- Ast.fail loc (sprintf "Argument %s not found"
- (CicNotationPp.pp_term name))
- | (l,_) :: tl ->
- (match position_of name 0 l with
- | None, len -> find_arg name (n + len) tl
- | Some where, len -> n + where)
- in
- let index =
- match index_name with
- | None -> 0
- | Some index_name -> find_arg index_name 0 args
- in
- (name, ty), body, index
- ] SEP "and" ->
- defs
- ]
- ];
- binder_vars: [
- [ vars = [
- l = LIST1 single_arg SEP SYMBOL "," -> l
- | SYMBOL "_" -> [Ast.Ident ("_", None)] ];
- typ = OPT [ SYMBOL ":"; t = term -> t ] -> (vars, typ)
- | LPAREN;
- vars = [
- l = LIST1 single_arg SEP SYMBOL "," -> l
- | SYMBOL "_" -> [Ast.Ident ("_", None)] ];
- typ = OPT [ SYMBOL ":"; t = term -> t ];
- RPAREN -> (vars, typ)
- ]
- ];
- term: LEVEL "10N" [ (* let in *)
- [ "let"; var = possibly_typed_name; SYMBOL <:unicode<def>> (* ≝ *);
- p1 = term; "in"; p2 = term ->
- return_term loc (Ast.LetIn (var, p1, p2))
- | "let"; k = induction_kind; defs = let_defs; "in";
- body = term ->
- return_term loc (Ast.LetRec (k, defs, body))
- ]
- ];
- term: LEVEL "20R" (* binder *)
- [
- [ b = binder; (vars, typ) = binder_vars; SYMBOL "."; body = term ->
- return_term loc (fold_cluster b vars typ body)
- | SYMBOL <:unicode<exists>> (* ∃ *);
- (vars, typ) = binder_vars; SYMBOL "."; body = term ->
- return_term loc (fold_exists vars typ body)
- ]
- ];
- term: LEVEL "70L" (* apply *)
- [
- [ p1 = term; p2 = term ->
- let rec aux = function
- | Ast.Appl (hd :: tl)
- | Ast.AttributedTerm (_, Ast.Appl (hd :: tl)) ->
- aux hd @ tl
- | term -> [term]
- in
- return_term loc (Ast.Appl (aux p1 @ [p2]))
- ]
- ];
- term: LEVEL "90N" (* simple *)
- [
- [ id = IDENT -> return_term loc (Ast.Ident (id, None))
- | id = IDENT; s = explicit_subst ->
- return_term loc (Ast.Ident (id, Some s))
- | s = CSYMBOL -> return_term loc (Ast.Symbol (s, 0))
- | u = URI -> return_term loc (Ast.Uri (u, None))
- | n = NUMBER -> return_term loc (Ast.Num (n, 0))
- | IMPLICIT -> return_term loc (Ast.Implicit)
- | PLACEHOLDER -> return_term loc Ast.UserInput
- | m = META -> return_term loc (Ast.Meta (int_of_string m, []))
- | m = META; s = meta_substs ->
- return_term loc (Ast.Meta (int_of_string m, s))
- | s = sort -> return_term loc (Ast.Sort s)
- | "match"; t = term;
- indty_ident = OPT [ "in"; id = IDENT -> id, None ];
- outtyp = OPT [ "return"; ty = term -> ty ];
- "with"; SYMBOL "[";
- patterns = LIST0 [
- lhs = match_pattern; SYMBOL <:unicode<Rightarrow>> (* ⇒ *);
- rhs = term ->
- lhs, rhs
- ] SEP SYMBOL "|";
- SYMBOL "]" ->
- return_term loc (Ast.Case (t, indty_ident, outtyp, patterns))
- | LPAREN; p1 = term; SYMBOL ":"; p2 = term; RPAREN ->
- return_term loc (Ast.Cast (p1, p2))
- | LPAREN; p = term; RPAREN -> p
- | blob = UNPARSED_META ->
- !parse_level2_meta_ref (Ulexing.from_utf8_string blob)
- ]
- ];
-END
-(* }}} *)
-
-(** {2 API implementation} *)
-
-let exc_located_wrapper f =
- try
- f ()
- with
- | Stdpp.Exc_located (floc, Stream.Error msg) ->
- raise (Parse_error (floc, msg))
- | Stdpp.Exc_located (floc, exn) ->
- raise (Parse_error (floc, (Printexc.to_string exn)))
-
-let parse_level1_pattern lexbuf =
- exc_located_wrapper
- (fun () -> Grammar.Entry.parse level1_pattern (Obj.magic lexbuf))
-
-let parse_level2_ast lexbuf =
- exc_located_wrapper
- (fun () -> Grammar.Entry.parse level2_ast (Obj.magic lexbuf))
-
-let parse_level2_meta lexbuf =
- exc_located_wrapper
- (fun () -> Grammar.Entry.parse level2_meta (Obj.magic lexbuf))
-
-let _ =
- parse_level1_pattern_ref := parse_level1_pattern;
- parse_level2_ast_ref := parse_level2_ast;
- parse_level2_meta_ref := parse_level2_meta
-
-(** {2 Debugging} *)
-
-let print_l2_pattern () =
- Grammar.print_entry Format.std_formatter (Grammar.Entry.obj term);
- Format.pp_print_flush Format.std_formatter ();
- flush stdout
-
-(* vim:set encoding=utf8 foldmethod=marker: *)
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Parse_error of Token.flocation * string
-exception Level_not_found of int
-
-(** {2 Parsing functions} *)
-
- (** concrete syntax pattern: notation level 1 *)
-val parse_level1_pattern: Ulexing.lexbuf -> CicNotationPt.term
-
- (** AST pattern: notation level 2 *)
-val parse_level2_ast: Ulexing.lexbuf -> CicNotationPt.term
-val parse_level2_meta: Ulexing.lexbuf -> CicNotationPt.term
-
-(** {2 Grammar extension} *)
-
-type rule_id
-
-val extend:
- CicNotationPt.term -> (* level 1 pattern *)
- precedence:int ->
- associativity:Gramext.g_assoc ->
- (CicNotationEnv.t -> CicNotationPt.location -> CicNotationPt.term) ->
- rule_id
-
-val delete: rule_id -> unit
-
-(** {2 Grammar entries}
- * needed by grafite parser *)
-
-val level2_ast_grammar: Grammar.g
-
-val term : CicNotationPt.term Grammar.Entry.e
-
-val let_defs :
- (CicNotationPt.capture_variable * CicNotationPt.term * int) list
- Grammar.Entry.e
-
-(** {2 Debugging} *)
-
- (** print "level2_pattern" entry on stdout, flushing afterwards *)
-val print_l2_pattern: unit -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-module Env = CicNotationEnv
-
- (* when set to true debugging information, not in sync with input syntax, will
- * be added to the output of pp_term.
- * set to false if you need, for example, cut and paste from matitac output to
- * matitatop *)
-let debug_printing = true
-
-let pp_binder = function
- | `Lambda -> "lambda"
- | `Pi -> "Pi"
- | `Exists -> "exists"
- | `Forall -> "forall"
-
-let pp_literal =
- if debug_printing then
- (function (* debugging version *)
- | `Symbol s -> sprintf "symbol(%s)" s
- | `Keyword s -> sprintf "keyword(%s)" s
- | `Number s -> sprintf "number(%s)" s)
- else
- (function
- | `Symbol s
- | `Keyword s
- | `Number s -> s)
-
-let pp_assoc =
- function
- | Gramext.NonA -> "NonA"
- | Gramext.LeftA -> "LeftA"
- | Gramext.RightA -> "RightA"
-
-let pp_pos =
- function
-(* `None -> "`None" *)
- | `Left -> "`Left"
- | `Right -> "`Right"
- | `Inner -> "`Inner"
-
-let pp_attribute =
- function
- | `IdRef id -> sprintf "x(%s)" id
- | `XmlAttrs attrs ->
- sprintf "X(%s)"
- (String.concat ";"
- (List.map (fun (_, n, v) -> sprintf "%s=%s" n v) attrs))
- | `Level (prec, assoc) -> sprintf "L(%d%s)" prec (pp_assoc assoc)
- | `Raw _ -> "R"
- | `Loc _ -> "@"
- | `ChildPos p -> sprintf "P(%s)" (pp_pos p)
-
-let rec pp_term ?(pp_parens = true) t =
- let t_pp =
- match t with
- | Ast.AttributedTerm (attr, term) when debug_printing ->
- sprintf "%s[%s]" (pp_attribute attr) (pp_term ~pp_parens:false term)
- | Ast.AttributedTerm (`Raw text, _) -> text
- | Ast.AttributedTerm (_, term) -> pp_term ~pp_parens:false term
- | Ast.Appl terms ->
- sprintf "%s" (String.concat " " (List.map pp_term terms))
- | Ast.Binder (`Forall, (Ast.Ident ("_", None), typ), body)
- | Ast.Binder (`Pi, (Ast.Ident ("_", None), typ), body) ->
- sprintf "%s \\to %s"
- (match typ with None -> "?" | Some typ -> pp_term typ)
- (pp_term body)
- | Ast.Binder (kind, var, body) ->
- sprintf "\\%s %s.%s" (pp_binder kind) (pp_capture_variable var)
- (pp_term body)
- | Ast.Case (term, indtype, typ, patterns) ->
- sprintf "%smatch %s%s with %s"
- (match typ with None -> "" | Some t -> sprintf "[%s]" (pp_term t))
- (pp_term term)
- (match indtype with
- | None -> ""
- | Some (ty, href_opt) ->
- sprintf " in %s%s" ty
- (match debug_printing, href_opt with
- | true, Some uri ->
- sprintf "(i.e.%s)" (UriManager.string_of_uri uri)
- | _ -> ""))
- (pp_patterns patterns)
- | Ast.Cast (t1, t2) -> sprintf "(%s: %s)" (pp_term t1) (pp_term t2)
- | Ast.LetIn (var, t1, t2) ->
- sprintf "let %s = %s in %s" (pp_capture_variable var) (pp_term t1)
- (pp_term t2)
- | Ast.LetRec (kind, definitions, term) ->
- sprintf "let %s %s in %s"
- (match kind with `Inductive -> "rec" | `CoInductive -> "corec")
- (String.concat " and "
- (List.map
- (fun (var, body, _) ->
- sprintf "%s = %s" (pp_capture_variable var) (pp_term body))
- definitions))
- (pp_term term)
- | Ast.Ident (name, Some []) | Ast.Ident (name, None)
- | Ast.Uri (name, Some []) | Ast.Uri (name, None) ->
- name
- | Ast.Ident (name, Some substs)
- | Ast.Uri (name, Some substs) ->
- sprintf "%s \\subst [%s]" name (pp_substs substs)
- | Ast.Implicit -> "?"
- | Ast.Meta (index, substs) ->
- sprintf "%d[%s]" index
- (String.concat "; "
- (List.map (function None -> "_" | Some t -> pp_term t) substs))
- | Ast.Num (num, _) -> num
- | Ast.Sort `Set -> "Set"
- | Ast.Sort `Prop -> "Prop"
- | Ast.Sort (`Type _) -> "Type"
- | Ast.Sort `CProp -> "CProp"
- | Ast.Symbol (name, _) -> "'" ^ name
-
- | Ast.UserInput -> ""
-
- | Ast.Literal l -> pp_literal l
- | Ast.Layout l -> pp_layout l
- | Ast.Magic m -> pp_magic m
- | Ast.Variable v -> pp_variable v
- in
- if pp_parens then sprintf "(%s)" t_pp
- else t_pp
-
-and pp_subst (name, term) = sprintf "%s \\Assign %s" name (pp_term term)
-and pp_substs substs = String.concat "; " (List.map pp_subst substs)
-
-and pp_pattern ((head, href, vars), term) =
- let head_pp =
- head ^
- (match debug_printing, href with
- | true, Some uri -> sprintf "(i.e.%s)" (UriManager.string_of_uri uri)
- | _ -> "")
- in
- sprintf "%s \\Rightarrow %s"
- (match vars with
- | [] -> head_pp
- | _ ->
- sprintf "(%s %s)" head_pp
- (String.concat " " (List.map pp_capture_variable vars)))
- (pp_term term)
-
-and pp_patterns patterns =
- sprintf "[%s]" (String.concat " | " (List.map pp_pattern patterns))
-
-and pp_capture_variable = function
- | term, None -> pp_term term
- | term, Some typ -> "(" ^ pp_term term ^ ": " ^ pp_term typ ^ ")"
-
-and pp_box_spec (kind, spacing, indent) =
- let int_of_bool b = if b then 1 else 0 in
- let kind_string =
- match kind with
- Ast.H -> "H" | Ast.V -> "V" | Ast.HV -> "HV" | Ast.HOV -> "HOV"
- in
- sprintf "%sBOX%d%d" kind_string (int_of_bool spacing) (int_of_bool indent)
-
-and pp_layout = function
- | Ast.Sub (t1, t2) -> sprintf "%s \\SUB %s" (pp_term t1) (pp_term t2)
- | Ast.Sup (t1, t2) -> sprintf "%s \\SUP %s" (pp_term t1) (pp_term t2)
- | Ast.Below (t1, t2) -> sprintf "%s \\BELOW %s" (pp_term t1) (pp_term t2)
- | Ast.Above (t1, t2) -> sprintf "%s \\ABOVE %s" (pp_term t1) (pp_term t2)
- | Ast.Over (t1, t2) -> sprintf "[%s \\OVER %s]" (pp_term t1) (pp_term t2)
- | Ast.Atop (t1, t2) -> sprintf "[%s \\ATOP %s]" (pp_term t1) (pp_term t2)
- | Ast.Frac (t1, t2) -> sprintf "\\FRAC %s %s" (pp_term t1) (pp_term t2)
- | Ast.Sqrt t -> sprintf "\\SQRT %s" (pp_term t)
- | Ast.Root (arg, index) ->
- sprintf "\\ROOT %s \\OF %s" (pp_term index) (pp_term arg)
- | Ast.Break -> "\\BREAK"
-(* | Space -> "\\SPACE" *)
- | Ast.Box (box_spec, terms) ->
- sprintf "\\%s [%s]" (pp_box_spec box_spec)
- (String.concat " " (List.map pp_term terms))
- | Ast.Group terms ->
- sprintf "\\GROUP [%s]" (String.concat " " (List.map pp_term terms))
-
-and pp_magic = function
- | Ast.List0 (t, sep_opt) ->
- sprintf "list0 %s%s" (pp_term t) (pp_sep_opt sep_opt)
- | Ast.List1 (t, sep_opt) ->
- sprintf "list1 %s%s" (pp_term t) (pp_sep_opt sep_opt)
- | Ast.Opt t -> sprintf "opt %s" (pp_term t)
- | Ast.Fold (kind, p_base, names, p_rec) ->
- let acc = match names with acc :: _ -> acc | _ -> assert false in
- sprintf "fold %s %s rec %s %s"
- (pp_fold_kind kind) (pp_term p_base) acc (pp_term p_rec)
- | Ast.Default (p_some, p_none) ->
- sprintf "default %s %s" (pp_term p_some) (pp_term p_none)
- | Ast.If (p_test, p_true, p_false) ->
- sprintf "if %s then %s else %s"
- (pp_term p_test) (pp_term p_true) (pp_term p_false)
- | Ast.Fail -> "fail"
-
-and pp_fold_kind = function
- | `Left -> "left"
- | `Right -> "right"
-
-and pp_sep_opt = function
- | None -> ""
- | Some sep -> sprintf " sep %s" (pp_literal sep)
-
-and pp_variable = function
- | Ast.NumVar s -> "number " ^ s
- | Ast.IdentVar s -> "ident " ^ s
- | Ast.TermVar s -> "term " ^ s
- | Ast.Ascription (t, n) -> assert false
- | Ast.FreshVar n -> "fresh " ^ n
-
-let pp_term t = pp_term ~pp_parens:false t
-
-let rec pp_value = function
- | Env.TermValue t -> sprintf "$%s$" (pp_term t)
- | Env.StringValue s -> sprintf "\"%s\"" s
- | Env.NumValue n -> n
- | Env.OptValue (Some v) -> "Some " ^ pp_value v
- | Env.OptValue None -> "None"
- | Env.ListValue l -> sprintf "[%s]" (String.concat "; " (List.map pp_value l))
-
-let rec pp_value_type =
- function
- | Env.TermType -> "Term"
- | Env.StringType -> "String"
- | Env.NumType -> "Number"
- | Env.OptType t -> "Maybe " ^ pp_value_type t
- | Env.ListType l -> "List " ^ pp_value_type l
-
-let pp_env env =
- String.concat "; "
- (List.map
- (fun (name, (ty, value)) ->
- sprintf "%s : %s = %s" name (pp_value_type ty) (pp_value value))
- env)
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val pp_term: CicNotationPt.term -> string
-
-val pp_env: CicNotationEnv.t -> string
-val pp_value: CicNotationEnv.value -> string
-val pp_value_type: CicNotationEnv.value_type -> string
-
-val pp_pos: CicNotationPt.child_pos -> string
-val pp_attribute: CicNotationPt.term_attribute -> string
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Ast = CicNotationPt
-module Mpres = Mpresentation
-
-type mathml_markup = boxml_markup Mpres.mpres
-and boxml_markup = mathml_markup Box.box
-
-type markup = mathml_markup
-
-let atop_attributes = [None, "linethickness", "0pt"]
-
-let to_unicode = Utf8Macro.unicode_of_tex
-
-let rec make_attributes l1 = function
- | [] -> []
- | hd :: tl ->
- (match hd with
- | None -> make_attributes (List.tl l1) tl
- | Some s ->
- let p,n = List.hd l1 in
- (p,n,s) :: make_attributes (List.tl l1) tl)
-
-let box_of_mpres =
- function
- | Mpresentation.Mobject (attrs, box) ->
- assert (attrs = []);
- box
- | mpres -> Box.Object ([], mpres)
-
-let mpres_of_box =
- function
- | Box.Object (attrs, mpres) ->
- assert (attrs = []);
- mpres
- | box -> Mpresentation.Mobject ([], box)
-
-let rec genuine_math =
- function
- | Mpresentation.Mobject ([], obj) -> not (genuine_box obj)
- | _ -> true
-and genuine_box =
- function
- | Box.Object ([], mpres) -> not (genuine_math mpres)
- | _ -> true
-
-let rec eligible_math =
- function
- | Mpresentation.Mobject ([], Box.Object ([], mpres)) -> eligible_math mpres
- | Mpresentation.Mobject ([], _) -> false
- | _ -> true
-
-let rec promote_to_math =
- function
- | Mpresentation.Mobject ([], Box.Object ([], mpres)) -> promote_to_math mpres
- | math -> math
-
-let small_skip =
- Mpresentation.Mspace (RenderingAttrs.small_skip_attributes `MathML)
-
-let rec add_mpres_attributes new_attr = function
- | Mpresentation.Mobject (attr, box) ->
- Mpresentation.Mobject (attr, add_box_attributes new_attr box)
- | mpres ->
- Mpresentation.set_attr (new_attr @ Mpresentation.get_attr mpres) mpres
-and add_box_attributes new_attr = function
- | Box.Object (attr, mpres) ->
- Box.Object (attr, add_mpres_attributes new_attr mpres)
- | box -> Box.set_attr (new_attr @ Box.get_attr box) box
-
-let box_of mathonly spec attrs children =
- match children with
- | [t] -> add_mpres_attributes attrs t
- | _ ->
- let kind, spacing, indent = spec in
- let dress children =
- if spacing then
- CicNotationUtil.dress small_skip children
- else
- children
- in
- if mathonly then Mpresentation.Mrow (attrs, dress children)
- else
- let attrs' =
- (if spacing then RenderingAttrs.spacing_attributes `BoxML else [])
- @ (if indent then RenderingAttrs.indent_attributes `BoxML else [])
- @ attrs
- in
- match kind with
- | Ast.H ->
- if List.for_all eligible_math children then
- Mpresentation.Mrow (attrs',
- dress (List.map promote_to_math children))
- else
- mpres_of_box (Box.H (attrs',
- List.map box_of_mpres children))
-(* | Ast.H when List.for_all genuine_math children ->
- Mpresentation.Mrow (attrs', dress children) *)
- | Ast.V ->
- mpres_of_box (Box.V (attrs',
- List.map box_of_mpres children))
- | Ast.HV ->
- mpres_of_box (Box.HV (attrs',
- List.map box_of_mpres children))
- | Ast.HOV ->
- mpres_of_box (Box.HOV (attrs',
- List.map box_of_mpres children))
-
-let open_paren = Mpresentation.Mo ([], "(")
-let closed_paren = Mpresentation.Mo ([], ")")
-let open_brace = Mpresentation.Mo ([], "{")
-let closed_brace = Mpresentation.Mo ([], "}")
-let hidden_substs = Mpresentation.Mtext ([], "{...}")
-let open_box_paren = Box.Text ([], "(")
-let closed_box_paren = Box.Text ([], ")")
-let semicolon = Mpresentation.Mo ([], ";")
-let toggle_action children =
- Mpresentation.Maction ([None, "actiontype", "toggle"], children)
-
-type child_pos = [ `Left | `Right | `Inner ]
-
-let pp_assoc =
- function
- | Gramext.LeftA -> "LeftA"
- | Gramext.RightA -> "RightA"
- | Gramext.NonA -> "NonA"
-
-let is_atomic t =
- let rec aux_mpres = function
- | Mpres.Mi _
- | Mpres.Mo _
- | Mpres.Mn _
- | Mpres.Ms _
- | Mpres.Mtext _
- | Mpres.Mspace _ -> true
- | Mpres.Mobject (_, box) -> aux_box box
- | Mpres.Maction (_, [mpres])
- | Mpres.Mrow (_, [mpres]) -> aux_mpres mpres
- | _ -> false
- and aux_box = function
- | Box.Space _
- | Box.Ink _
- | Box.Text _ -> true
- | Box.Object (_, mpres) -> aux_mpres mpres
- | Box.H (_, [box])
- | Box.V (_, [box])
- | Box.HV (_, [box])
- | Box.HOV (_, [box])
- | Box.Action (_, [box]) -> aux_box box
- | _ -> false
- in
- aux_mpres t
-
-let add_parens child_prec child_assoc child_pos curr_prec t =
- if is_atomic t then t
- else if child_prec >= 0
- && (child_prec < curr_prec
- || (child_prec = curr_prec &&
- child_assoc = Gramext.LeftA &&
- child_pos = `Right)
- || (child_prec = curr_prec &&
- child_assoc = Gramext.RightA &&
- child_pos = `Left))
- then (* parens should be added *)
-(* (prerr_endline "adding parens";
- prerr_endline (Printf.sprintf "child_prec = %d\nchild_assoc = %s\nchild_pos = %s\ncurr_prec= %d"
- child_prec (pp_assoc child_assoc) (CicNotationPp.pp_pos
- child_pos) curr_prec); *)
- match t with
- | Mpresentation.Mobject (_, box) ->
- mpres_of_box (Box.H ([], [ open_box_paren; box; closed_box_paren ]))
- | mpres -> Mpresentation.Mrow ([], [open_paren; t; closed_paren])
- else
- t
-
-let render ids_to_uris =
- let module A = Ast in
- let module P = Mpresentation in
- let use_unicode = true in
- let lookup_uri id =
- (try
- let uri = Hashtbl.find ids_to_uris id in
- Some (UriManager.string_of_uri uri)
- with Not_found -> None)
- in
- let make_href xmlattrs xref =
- let xref_uris =
- List.fold_right
- (fun xref uris ->
- match lookup_uri xref with
- | None -> uris
- | Some uri -> uri :: uris)
- !xref []
- in
- let xmlattrs_uris, xmlattrs =
- let xref_attrs, other_attrs =
- List.partition
- (function Some "xlink", "href", _ -> true | _ -> false)
- xmlattrs
- in
- List.map (fun (_, _, uri) -> uri) xref_attrs,
- other_attrs
- in
- let uris =
- match xmlattrs_uris @ xref_uris with
- | [] -> None
- | uris ->
- Some (String.concat " "
- (HExtlib.list_uniq (List.sort String.compare uris)))
- in
- let xrefs =
- match !xref with [] -> None | xrefs -> Some (String.concat " " xrefs)
- in
- xref := [];
- xmlattrs
- @ make_attributes [Some "helm", "xref"; Some "xlink", "href"]
- [xrefs; uris]
- in
- let make_xref xref =
- let xrefs =
- match !xref with [] -> None | xrefs -> Some (String.concat " " xrefs)
- in
- xref := [];
- make_attributes [Some "helm","xref"] [xrefs]
- in
- (* when mathonly is true no boxes should be generated, only mrows *)
- (* "xref" is *)
- let rec aux xmlattrs mathonly xref pos prec t =
- match t with
- | A.AttributedTerm _ ->
- aux_attributes xmlattrs mathonly xref pos prec t
- | A.Num (literal, _) ->
- let attrs =
- (RenderingAttrs.number_attributes `MathML)
- @ make_href xmlattrs xref
- in
- Mpres.Mn (attrs, literal)
- | A.Symbol (literal, _) ->
- let attrs =
- (RenderingAttrs.symbol_attributes `MathML)
- @ make_href xmlattrs xref
- in
- Mpres.Mo (attrs, to_unicode literal)
- | A.Ident (literal, subst)
- | A.Uri (literal, subst) ->
- let attrs =
- (RenderingAttrs.ident_attributes `MathML)
- @ make_href xmlattrs xref
- in
- let name = Mpres.Mi (attrs, to_unicode literal) in
- (match subst with
- | Some []
- | None -> name
- | Some substs ->
- let substs' =
- box_of mathonly (A.H, false, false) []
- (open_brace
- :: (CicNotationUtil.dress semicolon
- (List.map
- (fun (name, t) ->
- box_of mathonly (A.H, false, false) [] [
- Mpres.Mi ([], name);
- Mpres.Mo ([], to_unicode "\\def");
- aux [] mathonly xref pos prec t ])
- substs))
- @ [ closed_brace ])
- in
- let substs_maction = toggle_action [ hidden_substs; substs' ] in
- box_of mathonly (A.H, false, false) [] [ name; substs_maction ])
- | A.Literal l -> aux_literal xmlattrs xref prec l
- | A.UserInput -> Mpres.Mtext ([], "%")
- | A.Layout l -> aux_layout mathonly xref pos prec l
- | A.Magic _
- | A.Variable _ -> assert false (* should have been instantiated *)
- | t ->
- prerr_endline ("unexpected ast: " ^ CicNotationPp.pp_term t);
- assert false
- and aux_attributes xmlattrs mathonly xref pos prec t =
- let reset = ref false in
- let new_level = ref None in
- let new_xref = ref [] in
- let new_xmlattrs = ref [] in
- let new_pos = ref pos in
- let reinit = ref false in
- let rec aux_attribute =
- function
- | A.AttributedTerm (attr, t) ->
- (match attr with
- | `Loc _
- | `Raw _ -> ()
- | `Level (-1, _) -> reset := true
- | `Level (child_prec, child_assoc) ->
- new_level := Some (child_prec, child_assoc)
- | `IdRef xref -> new_xref := xref :: !new_xref
- | `ChildPos pos -> new_pos := pos
- | `XmlAttrs attrs -> new_xmlattrs := attrs @ !new_xmlattrs);
- aux_attribute t
- | t ->
- (match !new_level with
- | None -> aux !new_xmlattrs mathonly new_xref !new_pos prec t
- | Some (child_prec, child_assoc) ->
- let t' =
- aux !new_xmlattrs mathonly new_xref !new_pos child_prec t
- in
- if !reset then t'
- else add_parens child_prec child_assoc !new_pos prec t')
- in
- aux_attribute t
- and aux_literal xmlattrs xref prec l =
- let attrs = make_href xmlattrs xref in
- (match l with
- | `Symbol s -> Mpres.Mo (attrs, to_unicode s)
- | `Keyword s -> Mpres.Mo (attrs, to_unicode s)
- | `Number s -> Mpres.Mn (attrs, to_unicode s))
- and aux_layout mathonly xref pos prec l =
- let attrs = make_xref xref in
- let invoke' t = aux [] true (ref []) pos prec t in
- (* use the one below to reset precedence and associativity *)
- let invoke_reinit t = aux [] mathonly xref `Inner ~-1 t in
- match l with
- | A.Sub (t1, t2) -> Mpres.Msub (attrs, invoke' t1, invoke_reinit t2)
- | A.Sup (t1, t2) -> Mpres.Msup (attrs, invoke' t1, invoke_reinit t2)
- | A.Below (t1, t2) -> Mpres.Munder (attrs, invoke' t1, invoke_reinit t2)
- | A.Above (t1, t2) -> Mpres.Mover (attrs, invoke' t1, invoke_reinit t2)
- | A.Frac (t1, t2)
- | A.Over (t1, t2) ->
- Mpres.Mfrac (attrs, invoke_reinit t1, invoke_reinit t2)
- | A.Atop (t1, t2) ->
- Mpres.Mfrac (atop_attributes @ attrs, invoke_reinit t1,
- invoke_reinit t2)
- | A.Sqrt t -> Mpres.Msqrt (attrs, invoke_reinit t)
- | A.Root (t1, t2) ->
- Mpres.Mroot (attrs, invoke_reinit t1, invoke_reinit t2)
- | A.Box ((_, spacing, _) as kind, terms) ->
- let children =
- aux_children mathonly spacing xref pos prec
- (CicNotationUtil.ungroup terms)
- in
- box_of mathonly kind attrs children
- | A.Group terms ->
- let children =
- aux_children mathonly false xref pos prec
- (CicNotationUtil.ungroup terms)
- in
- box_of mathonly (A.H, false, false) attrs children
- | A.Break -> assert false (* TODO? *)
- and aux_children mathonly spacing xref pos prec terms =
- let find_clusters =
- let rec aux_list first clusters acc =
- function
- [] when acc = [] -> List.rev clusters
- | [] -> aux_list first (List.rev acc :: clusters) [] []
- | (A.Layout A.Break) :: tl when acc = [] ->
- aux_list first clusters [] tl
- | (A.Layout A.Break) :: tl ->
- aux_list first (List.rev acc :: clusters) [] tl
- | [hd] ->
-(* let pos' =
- if first then
- pos
- else
- match pos with
- `None -> `Right
- | `Inner -> `Inner
- | `Right -> `Right
- | `Left -> `Inner
- in *)
- aux_list false clusters
- (aux [] mathonly xref pos prec hd :: acc) []
- | hd :: tl ->
-(* let pos' =
- match pos, first with
- `None, true -> `Left
- | `None, false -> `Inner
- | `Left, true -> `Left
- | `Left, false -> `Inner
- | `Right, _ -> `Inner
- | `Inner, _ -> `Inner
- in *)
- aux_list false clusters
- (aux [] mathonly xref pos prec hd :: acc) tl
- in
- aux_list true [] []
- in
- let boxify_pres =
- function
- [t] -> t
- | tl -> box_of mathonly (A.H, spacing, false) [] tl
- in
- List.map boxify_pres (find_clusters terms)
- in
- aux [] false (ref []) `Inner ~-1
-
-let rec print_box (t: boxml_markup) =
- Box.box2xml print_mpres t
-and print_mpres (t: mathml_markup) =
- Mpresentation.print_mpres print_box t
-
-let print_xml = print_mpres
-
-(* let render_to_boxml id_to_uri t =
- let xml_stream = print_box (box_of_mpres (render id_to_uri t)) in
- Xml.add_xml_declaration xml_stream *)
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type mathml_markup = boxml_markup Mpresentation.mpres
-and boxml_markup = mathml_markup Box.box
-
-type markup = mathml_markup
-
-(** {2 Markup conversions} *)
-
-val mpres_of_box: boxml_markup -> mathml_markup
-val box_of_mpres: mathml_markup -> boxml_markup
-
-(** {2 Rendering} *)
-
-(** level 1 -> level 0
- * @param ids_to_uris mapping id -> uri for hyperlinking *)
-val render: (Cic.id, UriManager.uri) Hashtbl.t -> CicNotationPt.term -> markup
-
-(** level 0 -> xml stream *)
-val print_xml: markup -> Xml.token Stream.t
-
-(* |+* level 1 -> xml stream
- * @param ids_to_uris +|
-val render_to_boxml:
- (Cic.id, string) Hashtbl.t -> CicNotationPt.term -> Xml.token Stream.t *)
-
-val print_box: boxml_markup -> Xml.token Stream.t
-val print_mpres: mathml_markup -> Xml.token Stream.t
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** CIC Notation Parse Tree *)
-
-type binder_kind = [ `Lambda | `Pi | `Exists | `Forall ]
-type induction_kind = [ `Inductive | `CoInductive ]
-type sort_kind = [ `Prop | `Set | `Type of CicUniv.universe | `CProp ]
-type fold_kind = [ `Left | `Right ]
-
-type location = Lexing.position * Lexing.position
-(* cut and past from CicAst.loc_of_floc *)
-let loc_of_floc = function
- | { Lexing.pos_cnum = loc_begin }, { Lexing.pos_cnum = loc_end } ->
- (loc_begin, loc_end)
-let fail floc msg =
- let (x, y) = loc_of_floc floc in
- failwith (Printf.sprintf "Error at characters %d - %d: %s" x y msg)
-
-type href = UriManager.uri
-
-type child_pos = [ `Left | `Right | `Inner ]
-
-type term_attribute =
- [ `Loc of location (* source file location *)
- | `IdRef of string (* ACic pointer *)
- | `Level of int * Gramext.g_assoc (* precedence, associativity *)
- | `ChildPos of child_pos (* position of l1 pattern variables *)
- | `XmlAttrs of (string option * string * string) list
- (* list of XML attributes: namespace, name, value *)
- | `Raw of string (* unparsed version *)
- ]
-
-type literal =
- [ `Symbol of string
- | `Keyword of string
- | `Number of string
- ]
-
-type case_indtype = string * href option
-
-(** To be increased each time the term type below changes, used for "safe"
- * marshalling *)
-let magic = 1
-
-type term =
- (* CIC AST *)
-
- | AttributedTerm of term_attribute * term
-
- | Appl of term list
- | Binder of binder_kind * capture_variable * term (* kind, name, body *)
- | Case of term * case_indtype option * term option *
- (case_pattern * term) list
- (* what to match, inductive type, out type, <pattern,action> list *)
- | Cast of term * term
- | LetIn of capture_variable * term * term (* name, body, where *)
- | LetRec of induction_kind * (capture_variable * term * int) list * term
- (* (name, body, decreasing argument) list, where *)
- | Ident of string * subst list option
- (* literal, substitutions.
- * Some [] -> user has given an empty explicit substitution list
- * None -> user has given no explicit substitution list *)
- | Implicit
- | Meta of int * meta_subst list
- | Num of string * int (* literal, instance *)
- | Sort of sort_kind
- | Symbol of string * int (* canonical name, instance *)
-
- | UserInput (* place holder for user input, used by MatitaConsole, not to be
- used elsewhere *)
- | Uri of string * subst list option (* as Ident, for long names *)
-
- (* Syntax pattern extensions *)
-
- | Literal of literal
- | Layout of layout_pattern
-
- | Magic of magic_term
- | Variable of pattern_variable
-
- (* name, type. First component must be Ident or Variable (FreshVar _) *)
-and capture_variable = term * term option
-
-and meta_subst = term option
-and subst = string * term
-and case_pattern = string * href option * capture_variable list
-
-and box_kind = H | V | HV | HOV
-and box_spec = box_kind * bool * bool (* kind, spacing, indent *)
-
-and layout_pattern =
- | Sub of term * term
- | Sup of term * term
- | Below of term * term
- | Above of term * term
- | Frac of term * term
- | Over of term * term
- | Atop of term * term
-(* | array of term * literal option * literal option
- |+ column separator, row separator +| *)
- | Sqrt of term
- | Root of term * term (* argument, index *)
- | Break
- | Box of box_spec * term list
- | Group of term list
-
-and magic_term =
- (* level 1 magics *)
- | List0 of term * literal option (* pattern, separator *)
- | List1 of term * literal option (* pattern, separator *)
- | Opt of term
-
- (* level 2 magics *)
- | Fold of fold_kind * term * string list * term
- (* base case pattern, recursive case bound names, recursive case pattern *)
- | Default of term * term (* "some" case pattern, "none" case pattern *)
- | Fail
- | If of term * term * term (* test, pattern if true, pattern if false *)
-
-and pattern_variable =
- (* level 1 and 2 variables *)
- | NumVar of string
- | IdentVar of string
- | TermVar of string
-
- (* level 1 variables *)
- | Ascription of term * string
-
- (* level 2 variables *)
- | FreshVar of string
-
-type argument_pattern =
- | IdentArg of int * string (* eta-depth, name *)
-
-type cic_appl_pattern =
- | UriPattern of UriManager.uri
- | VarPattern of string
- | ImplicitPattern
- | ApplPattern of cic_appl_pattern list
-
-(** {2 Standard precedences} *)
-
-let let_in_prec = 10
-let binder_prec = 20
-let apply_prec = 70
-let simple_prec = 90
-
-let let_in_assoc = Gramext.NonA
-let binder_assoc = Gramext.RightA
-let apply_assoc = Gramext.LeftA
-let simple_assoc = Gramext.NonA
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s) else ()
-
-type pattern_id = int
-type interpretation_id = pattern_id
-type pretty_printer_id = pattern_id
-
-type term_info =
- { sort: (Cic.id, Ast.sort_kind) Hashtbl.t;
- uri: (Cic.id, UriManager.uri) Hashtbl.t;
- }
-
-let get_types uri =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- | Cic.InductiveDefinition (l,_,_,_) -> l
- | _ -> assert false
-
-let name_of_inductive_type uri i =
- let types = get_types uri in
- let (name, _, _, _) = try List.nth types i with Not_found -> assert false in
- name
-
- (* returns <name, type> pairs *)
-let constructors_of_inductive_type uri i =
- let types = get_types uri in
- let (_, _, _, constructors) =
- try List.nth types i with Not_found -> assert false
- in
- constructors
-
- (* returns name only *)
-let constructor_of_inductive_type uri i j =
- (try
- fst (List.nth (constructors_of_inductive_type uri i) (j-1))
- with Not_found -> assert false)
-
-let idref id t = Ast.AttributedTerm (`IdRef id, t)
-
-let resolve_binder = function
- | `Lambda -> "\\lambda"
- | `Pi -> "\\Pi"
- | `Forall -> "\\forall"
- | `Exists -> "\\exists"
-
-let add_level_info prec assoc t = Ast.AttributedTerm (`Level (prec, assoc), t)
-let add_pos_info pos t = Ast.AttributedTerm (`ChildPos pos, t)
-let left_pos = add_pos_info `Left
-let right_pos = add_pos_info `Right
-let inner_pos = add_pos_info `Inner
-
-let rec top_pos t = add_level_info ~-1 Gramext.NonA (inner_pos t)
-(* function
- | Ast.AttributedTerm (`Level _, t) ->
- add_level_info ~-1 Gramext.NonA (inner_pos t)
- | Ast.AttributedTerm (attr, t) -> Ast.AttributedTerm (attr, top_pos t)
- | t -> add_level_info ~-1 Gramext.NonA (inner_pos t) *)
-
-let rec remove_level_info =
- function
- | Ast.AttributedTerm (`Level _, t) -> remove_level_info t
- | Ast.AttributedTerm (a, t) -> Ast.AttributedTerm (a, remove_level_info t)
- | t -> t
-
-let add_xml_attrs attrs t =
- if attrs = [] then t else Ast.AttributedTerm (`XmlAttrs attrs, t)
-
-let add_keyword_attrs =
- add_xml_attrs (RenderingAttrs.keyword_attributes `MathML)
-
-let box kind spacing indent content =
- Ast.Layout (Ast.Box ((kind, spacing, indent), content))
-
-let hbox = box Ast.H
-let vbox = box Ast.V
-let hvbox = box Ast.HV
-let hovbox = box Ast.HOV
-let break = Ast.Layout Ast.Break
-let builtin_symbol s = Ast.Literal (`Symbol s)
-let keyword k = add_keyword_attrs (Ast.Literal (`Keyword k))
-
-let number s =
- add_xml_attrs (RenderingAttrs.number_attributes `MathML)
- (Ast.Literal (`Number s))
-
-let ident i =
- add_xml_attrs (RenderingAttrs.ident_attributes `MathML) (Ast.Ident (i, None))
-
-let ident_w_href href i =
- match href with
- | None -> ident i
- | Some href ->
- let href = UriManager.string_of_uri href in
- add_xml_attrs [Some "xlink", "href", href] (ident i)
-
-let binder_symbol s =
- add_xml_attrs (RenderingAttrs.builtin_symbol_attributes `MathML)
- (builtin_symbol s)
-
-let string_of_sort_kind = function
- | `Prop -> "Prop"
- | `Set -> "Set"
- | `CProp -> "CProp"
- | `Type _ -> "Type"
-
-let pp_ast0 t k =
- let rec aux =
- function
- | Ast.Appl ts ->
- let rec aux_args pos =
- function
- | [] -> []
- | [ last ] ->
- let last = k last in
- if pos = `Left then [ left_pos last ] else [ right_pos last ]
- | hd :: tl ->
- (add_pos_info pos (k hd)) :: aux_args `Inner tl
- in
- add_level_info Ast.apply_prec Ast.apply_assoc
- (hovbox true true (CicNotationUtil.dress break (aux_args `Left ts)))
- | Ast.Binder (binder_kind, (id, ty), body) ->
- add_level_info Ast.binder_prec Ast.binder_assoc
- (hvbox false true
- [ binder_symbol (resolve_binder binder_kind);
- k id; builtin_symbol ":"; aux_ty ty; break;
- builtin_symbol "."; right_pos (k body) ])
- | Ast.Case (what, indty_opt, outty_opt, patterns) ->
- let outty_box =
- match outty_opt with
- | None -> []
- | Some outty ->
- [ keyword "return"; break; remove_level_info (k outty)]
- in
- let indty_box =
- match indty_opt with
- | None -> []
- | Some (indty, href) -> [ keyword "in"; break; ident_w_href href indty ]
- in
- let match_box =
- hvbox false false [
- hvbox false true [
- hvbox false true [ keyword "match"; break; top_pos (k what) ];
- break;
- hvbox false true indty_box;
- break;
- hvbox false true outty_box
- ];
- break;
- keyword "with"
- ]
- in
- let mk_case_pattern (head, href, vars) =
- hbox true false (ident_w_href href head :: List.map aux_var vars)
- in
- let patterns' =
- List.map
- (fun (lhs, rhs) ->
- remove_level_info
- (hvbox false true [
- hbox false true [
- mk_case_pattern lhs; builtin_symbol "\\Rightarrow" ];
- break; top_pos (k rhs) ]))
- patterns
- in
- let patterns'' =
- let rec aux_patterns = function
- | [] -> assert false
- | [ last ] ->
- [ break;
- hbox false false [
- builtin_symbol "|";
- last; builtin_symbol "]" ] ]
- | hd :: tl ->
- [ break; hbox false false [ builtin_symbol "|"; hd ] ]
- @ aux_patterns tl
- in
- match patterns' with
- | [] ->
- [ hbox false false [ builtin_symbol "["; builtin_symbol "]" ] ]
- | [ one ] ->
- [ hbox false false [
- builtin_symbol "["; one; builtin_symbol "]" ] ]
- | hd :: tl ->
- hbox false false [ builtin_symbol "["; hd ]
- :: aux_patterns tl
- in
- add_level_info Ast.simple_prec Ast.simple_assoc
- (hvbox false false [
- hvbox false false ([match_box]); break;
- hbox false false [ hvbox false false patterns'' ] ])
- | Ast.Cast (bo, ty) ->
- add_level_info Ast.simple_prec Ast.simple_assoc
- (hvbox false true [
- builtin_symbol "("; top_pos (k bo); break; builtin_symbol ":";
- top_pos (k ty); builtin_symbol ")"])
- | Ast.LetIn (var, s, t) ->
- add_level_info Ast.let_in_prec Ast.let_in_assoc
- (hvbox false true [
- hvbox false true [
- keyword "let";
- hvbox false true [
- aux_var var; builtin_symbol "\\def"; break; top_pos (k s) ];
- break; keyword "in" ];
- break;
- k t ])
- | Ast.LetRec (rec_kind, funs, where) ->
- let rec_op =
- match rec_kind with `Inductive -> "rec" | `CoInductive -> "corec"
- in
- let mk_fun (var, body, _) = aux_var var, k body in
- let mk_funs = List.map mk_fun in
- let fst_fun, tl_funs =
- match mk_funs funs with hd :: tl -> hd, tl | [] -> assert false
- in
- let fst_row =
- let (name, body) = fst_fun in
- hvbox false true [
- keyword "let"; keyword rec_op; name; builtin_symbol "\\def"; break;
- top_pos body ]
- in
- let tl_rows =
- List.map
- (fun (name, body) ->
- [ break;
- hvbox false true [
- keyword "and"; name; builtin_symbol "\\def"; break; body ] ])
- tl_funs
- in
- add_level_info Ast.let_in_prec Ast.let_in_assoc
- ((hvbox false false
- (fst_row :: List.flatten tl_rows
- @ [ break; keyword "in"; break; k where ])))
- | Ast.Implicit -> builtin_symbol "?"
- | Ast.Meta (n, l) ->
- let local_context l =
- CicNotationUtil.dress (builtin_symbol ";")
- (List.map (function None -> builtin_symbol "_" | Some t -> k t) l)
- in
- hbox false false
- ([ builtin_symbol "?"; number (string_of_int n) ]
- @ (if l <> [] then local_context l else []))
- | Ast.Sort sort -> aux_sort sort
- | Ast.Num _
- | Ast.Symbol _
- | Ast.Ident (_, None) | Ast.Ident (_, Some [])
- | Ast.Uri (_, None) | Ast.Uri (_, Some [])
- | Ast.Literal _
- | Ast.UserInput as leaf -> leaf
- | t -> CicNotationUtil.visit_ast ~special_k k t
- and aux_sort sort_kind =
- add_xml_attrs (RenderingAttrs.keyword_attributes `MathML)
- (Ast.Ident (string_of_sort_kind sort_kind, None))
- and aux_ty = function
- | None -> builtin_symbol "?"
- | Some ty -> k ty
- and aux_var = function
- | name, Some ty ->
- hvbox false true [
- builtin_symbol "("; name; builtin_symbol ":"; break; k ty;
- builtin_symbol ")" ]
- | name, None -> name
- and special_k = function
- | Ast.AttributedTerm (attrs, t) -> Ast.AttributedTerm (attrs, k t)
- | t ->
- prerr_endline ("unexpected special: " ^ CicNotationPp.pp_term t);
- assert false
- in
- aux t
-
-let ast_of_acic0 term_info acic k =
- let k = k term_info in
- let id_to_uris = term_info.uri in
- let register_uri id uri = Hashtbl.add id_to_uris id uri in
- let sort_of_id id =
- try
- Hashtbl.find term_info.sort id
- with Not_found ->
- prerr_endline (sprintf "warning: sort of id %s not found, using Type" id);
- `Type (CicUniv.fresh ())
- in
- let aux_substs substs =
- Some
- (List.map
- (fun (uri, annterm) -> (UriManager.name_of_uri uri, k annterm))
- substs)
- in
- let aux_context context =
- List.map
- (function
- | None -> None
- | Some annterm -> Some (k annterm))
- context
- in
- let aux = function
- | Cic.ARel (id,_,_,b) -> idref id (Ast.Ident (b, None))
- | Cic.AVar (id,uri,substs) ->
- register_uri id uri;
- idref id (Ast.Ident (UriManager.name_of_uri uri, aux_substs substs))
- | Cic.AMeta (id,n,l) -> idref id (Ast.Meta (n, aux_context l))
- | Cic.ASort (id,Cic.Prop) -> idref id (Ast.Sort `Prop)
- | Cic.ASort (id,Cic.Set) -> idref id (Ast.Sort `Set)
- | Cic.ASort (id,Cic.Type u) -> idref id (Ast.Sort (`Type u))
- | Cic.ASort (id,Cic.CProp) -> idref id (Ast.Sort `CProp)
- | Cic.AImplicit (id, Some `Hole) -> idref id Ast.UserInput
- | Cic.AImplicit (id, _) -> idref id Ast.Implicit
- | Cic.AProd (id,n,s,t) ->
- let binder_kind =
- match sort_of_id id with
- | `Set | `Type _ -> `Pi
- | `Prop | `CProp -> `Forall
- in
- idref id (Ast.Binder (binder_kind,
- (CicNotationUtil.name_of_cic_name n, Some (k s)), k t))
- | Cic.ACast (id,v,t) -> idref id (Ast.Cast (k v, k t))
- | Cic.ALambda (id,n,s,t) ->
- idref id (Ast.Binder (`Lambda,
- (CicNotationUtil.name_of_cic_name n, Some (k s)), k t))
- | Cic.ALetIn (id,n,s,t) ->
- idref id (Ast.LetIn ((CicNotationUtil.name_of_cic_name n, None),
- k s, k t))
- | Cic.AAppl (aid,args) -> idref aid (Ast.Appl (List.map k args))
- | Cic.AConst (id,uri,substs) ->
- register_uri id uri;
- idref id (Ast.Ident (UriManager.name_of_uri uri, aux_substs substs))
- | Cic.AMutInd (id,uri,i,substs) as t ->
- let name = name_of_inductive_type uri i in
- let uri_str = UriManager.string_of_uri uri in
- let puri_str = sprintf "%s#xpointer(1/%d)" uri_str (i+1) in
- register_uri id (UriManager.uri_of_string puri_str);
- idref id (Ast.Ident (name, aux_substs substs))
- | Cic.AMutConstruct (id,uri,i,j,substs) ->
- let name = constructor_of_inductive_type uri i j in
- let uri_str = UriManager.string_of_uri uri in
- let puri_str = sprintf "%s#xpointer(1/%d/%d)" uri_str (i + 1) j in
- register_uri id (UriManager.uri_of_string puri_str);
- idref id (Ast.Ident (name, aux_substs substs))
- | Cic.AMutCase (id,uri,typeno,ty,te,patterns) ->
- let name = name_of_inductive_type uri typeno in
- let uri_str = UriManager.string_of_uri uri in
- let puri_str = sprintf "%s#xpointer(1/%d)" uri_str (typeno+1) in
- let ctor_puri j =
- UriManager.uri_of_string
- (sprintf "%s#xpointer(1/%d/%d)" uri_str (typeno+1) j)
- in
- let case_indty = name, Some (UriManager.uri_of_string puri_str) in
- let constructors = constructors_of_inductive_type uri typeno in
- let rec eat_branch ty pat =
- match (ty, pat) with
- | Cic.Prod (_, _, t), Cic.ALambda (_, name, s, t') ->
- let (cv, rhs) = eat_branch t t' in
- (CicNotationUtil.name_of_cic_name name, Some (k s)) :: cv, rhs
- | _, _ -> [], k pat
- in
- let j = ref 0 in
- let patterns =
- try
- List.map2
- (fun (name, ty) pat ->
- incr j;
- let (capture_variables, rhs) = eat_branch ty pat in
- ((name, Some (ctor_puri !j), capture_variables), rhs))
- constructors patterns
- with Invalid_argument _ -> assert false
- in
- idref id (Ast.Case (k te, Some case_indty, Some (k ty), patterns))
- | Cic.AFix (id, no, funs) ->
- let defs =
- List.map
- (fun (_, n, decr_idx, ty, bo) ->
- ((Ast.Ident (n, None), Some (k ty)), k bo, decr_idx))
- funs
- in
- let name =
- try
- (match List.nth defs no with
- | (Ast.Ident (n, _), _), _, _ when n <> "_" -> n
- | _ -> assert false)
- with Not_found -> assert false
- in
- idref id (Ast.LetRec (`Inductive, defs, Ast.Ident (name, None)))
- | Cic.ACoFix (id, no, funs) ->
- let defs =
- List.map
- (fun (_, n, ty, bo) ->
- ((Ast.Ident (n, None), Some (k ty)), k bo, 0))
- funs
- in
- let name =
- try
- (match List.nth defs no with
- | (Ast.Ident (n, _), _), _, _ when n <> "_" -> n
- | _ -> assert false)
- with Not_found -> assert false
- in
- idref id (Ast.LetRec (`CoInductive, defs, Ast.Ident (name, None)))
- in
- aux acic
-
- (* persistent state *)
-
-let level1_patterns21 = Hashtbl.create 211
-let level2_patterns32 = Hashtbl.create 211
-let interpretations = Hashtbl.create 211 (* symb -> id list ref *)
-
-let compiled21 = ref None
-let compiled32 = ref None
-
-let pattern21_matrix = ref []
-let pattern32_matrix = ref []
-
-let get_compiled21 () =
- match !compiled21 with
- | None -> assert false
- | Some f -> Lazy.force f
-let get_compiled32 () =
- match !compiled32 with
- | None -> assert false
- | Some f -> Lazy.force f
-
-let set_compiled21 f = compiled21 := Some f
-let set_compiled32 f = compiled32 := Some f
-
-let add_idrefs =
- List.fold_right (fun idref t -> Ast.AttributedTerm (`IdRef idref, t))
-
-let instantiate21 idrefs env l1 =
- let rec subst_singleton pos env =
- function
- Ast.AttributedTerm (attr, t) ->
- Ast.AttributedTerm (attr, subst_singleton pos env t)
- | t -> CicNotationUtil.group (subst pos env t)
- and subst pos env = function
- | Ast.AttributedTerm (attr, t) as term ->
-(* prerr_endline ("loosing attribute " ^ CicNotationPp.pp_attribute attr); *)
- subst pos env t
- | Ast.Variable var ->
- let name, expected_ty = CicNotationEnv.declaration_of_var var in
- let ty, value =
- try
- List.assoc name env
- with Not_found ->
- prerr_endline ("name " ^ name ^ " not found in environment");
- assert false
- in
- assert (CicNotationEnv.well_typed ty value); (* INVARIANT *)
- (* following assertion should be a conditional that makes this
- * instantiation fail *)
- assert (CicNotationEnv.well_typed expected_ty value);
- [ add_pos_info pos (CicNotationEnv.term_of_value value) ]
- | Ast.Magic m -> subst_magic pos env m
- | Ast.Literal l as t ->
- let t = add_idrefs idrefs t in
- (match l with
- | `Keyword k -> [ add_keyword_attrs t ]
- | _ -> [ t ])
- | Ast.Layout l -> [ Ast.Layout (subst_layout pos env l) ]
- | t -> [ CicNotationUtil.visit_ast (subst_singleton pos env) t ]
- and subst_magic pos env = function
- | Ast.List0 (p, sep_opt)
- | Ast.List1 (p, sep_opt) ->
- let rec_decls = CicNotationEnv.declarations_of_term p in
- let rec_values =
- List.map (fun (n, _) -> CicNotationEnv.lookup_list env n) rec_decls
- in
- let values = CicNotationUtil.ncombine rec_values in
- let sep =
- match sep_opt with
- | None -> []
- | Some l -> [ Ast.Literal l ]
- in
- let rec instantiate_list acc = function
- | [] -> List.rev acc
- | value_set :: [] ->
- let env = CicNotationEnv.combine rec_decls value_set in
- instantiate_list (CicNotationUtil.group (subst pos env p) :: acc)
- []
- | value_set :: tl ->
- let env = CicNotationEnv.combine rec_decls value_set in
- let terms = subst pos env p in
- instantiate_list (CicNotationUtil.group (terms @ sep) :: acc) tl
- in
- instantiate_list [] values
- | Ast.Opt p ->
- let opt_decls = CicNotationEnv.declarations_of_term p in
- let env =
- let rec build_env = function
- | [] -> []
- | (name, ty) :: tl ->
- (* assumption: if one of the value is None then all are *)
- (match CicNotationEnv.lookup_opt env name with
- | None -> raise Exit
- | Some v -> (name, (ty, v)) :: build_env tl)
- in
- try build_env opt_decls with Exit -> []
- in
- begin
- match env with
- | [] -> []
- | _ -> subst pos env p
- end
- | _ -> assert false (* impossible *)
- and subst_layout pos env = function
- | Ast.Box (kind, tl) ->
- let tl' = subst_children pos env tl in
- Ast.Box (kind, List.concat tl')
- | l -> CicNotationUtil.visit_layout (subst_singleton pos env) l
- and subst_children pos env =
- function
- | [] -> []
- | [ child ] ->
- let pos' =
- match pos with
- | `Inner -> `Right
- | `Left -> `Left
-(* | `None -> assert false *)
- | `Right -> `Right
- in
- [ subst pos' env child ]
- | hd :: tl ->
- let pos' =
- match pos with
- | `Inner -> `Inner
- | `Left -> `Inner
-(* | `None -> assert false *)
- | `Right -> `Right
- in
- (subst pos env hd) :: subst_children pos' env tl
- in
- subst_singleton `Left env l1
-
-let rec pp_ast1 term =
- let rec pp_value = function
- | CicNotationEnv.NumValue _ as v -> v
- | CicNotationEnv.StringValue _ as v -> v
-(* | CicNotationEnv.TermValue t when t == term -> CicNotationEnv.TermValue (pp_ast0 t pp_ast1) *)
- | CicNotationEnv.TermValue t -> CicNotationEnv.TermValue (pp_ast1 t)
- | CicNotationEnv.OptValue None as v -> v
- | CicNotationEnv.OptValue (Some v) ->
- CicNotationEnv.OptValue (Some (pp_value v))
- | CicNotationEnv.ListValue vl ->
- CicNotationEnv.ListValue (List.map pp_value vl)
- in
- let ast_env_of_env env =
- List.map (fun (var, (ty, value)) -> (var, (ty, pp_value value))) env
- in
-(* prerr_endline ("pattern matching from 2 to 1 on term " ^ CicNotationPp.pp_term term); *)
- match term with
- | Ast.AttributedTerm (attrs, term') ->
- Ast.AttributedTerm (attrs, pp_ast1 term')
- | _ ->
- (match (get_compiled21 ()) term with
- | None -> pp_ast0 term pp_ast1
- | Some (env, ctors, pid) ->
- let idrefs =
- List.flatten (List.map CicNotationUtil.get_idrefs ctors)
- in
- let l1 =
- try
- Hashtbl.find level1_patterns21 pid
- with Not_found -> assert false
- in
- instantiate21 idrefs (ast_env_of_env env) l1)
-
-let instantiate32 term_info idrefs env symbol args =
- let rec instantiate_arg = function
- | Ast.IdentArg (n, name) ->
- let t = (try List.assoc name env with Not_found -> assert false) in
- let rec count_lambda = function
- | Ast.AttributedTerm (_, t) -> count_lambda t
- | Ast.Binder (`Lambda, _, body) -> 1 + count_lambda body
- | _ -> 0
- in
- let rec add_lambda t n =
- if n > 0 then
- let name = CicNotationUtil.fresh_name () in
- Ast.Binder (`Lambda, (Ast.Ident (name, None), None),
- Ast.Appl [add_lambda t (n - 1); Ast.Ident (name, None)])
- else
- t
- in
- add_lambda t (n - count_lambda t)
- in
- let head =
- let symbol = Ast.Symbol (symbol, 0) in
- add_idrefs idrefs symbol
- in
- if args = [] then head
- else Ast.Appl (head :: List.map instantiate_arg args)
-
-let rec ast_of_acic1 term_info annterm =
- let id_to_uris = term_info.uri in
- let register_uri id uri = Hashtbl.add id_to_uris id uri in
- match (get_compiled32 ()) annterm with
- | None -> ast_of_acic0 term_info annterm ast_of_acic1
- | Some (env, ctors, pid) ->
- let idrefs =
- List.map
- (fun annterm ->
- let idref = CicUtil.id_of_annterm annterm in
- (try
- register_uri idref
- (CicUtil.uri_of_term (Deannotate.deannotate_term annterm))
- with Invalid_argument _ -> ());
- idref)
- ctors
- in
- let env' =
- List.map (fun (name, term) -> (name, ast_of_acic1 term_info term)) env
- in
- let _, symbol, args, _ =
- try
- Hashtbl.find level2_patterns32 pid
- with Not_found -> assert false
- in
- let ast = instantiate32 term_info idrefs env' symbol args in
- Ast.AttributedTerm (`IdRef (CicUtil.id_of_annterm annterm), ast)
-
-let load_patterns32 t =
- let t =
- HExtlib.filter_map (function (true, ap, id) -> Some (ap, id) | _ -> None) t
- in
- set_compiled32 (lazy (CicNotationMatcher.Matcher32.compiler t))
-
-let load_patterns21 t =
- set_compiled21 (lazy (CicNotationMatcher.Matcher21.compiler t))
-
-let ast_of_acic id_to_sort annterm =
- debug_print (lazy ("ast_of_acic <- "
- ^ CicPp.ppterm (Deannotate.deannotate_term annterm)));
- let term_info = { sort = id_to_sort; uri = Hashtbl.create 211 } in
- let ast = ast_of_acic1 term_info annterm in
- debug_print (lazy ("ast_of_acic -> " ^ CicNotationPp.pp_term ast));
- ast, term_info.uri
-
-let pp_ast ast =
- debug_print (lazy "pp_ast <-");
- let ast' = pp_ast1 ast in
- debug_print (lazy ("pp_ast -> " ^ CicNotationPp.pp_term ast'));
- ast'
-
-let fresh_id =
- let counter = ref ~-1 in
- fun () ->
- incr counter;
- !counter
-
-let add_interpretation dsc (symbol, args) appl_pattern =
- let id = fresh_id () in
- Hashtbl.add level2_patterns32 id (dsc, symbol, args, appl_pattern);
- pattern32_matrix := (true, appl_pattern, id) :: !pattern32_matrix;
- load_patterns32 !pattern32_matrix;
- (try
- let ids = Hashtbl.find interpretations symbol in
- ids := id :: !ids
- with Not_found -> Hashtbl.add interpretations symbol (ref [id]));
- id
-
-let get_all_interpretations () =
- List.map
- (function (_, _, id) ->
- let (dsc, _, _, _) =
- try
- Hashtbl.find level2_patterns32 id
- with Not_found -> assert false
- in
- (id, dsc))
- !pattern32_matrix
-
-let get_active_interpretations () =
- HExtlib.filter_map (function (true, _, id) -> Some id | _ -> None)
- !pattern32_matrix
-
-let set_active_interpretations ids =
- let pattern32_matrix' =
- List.map
- (function
- | (_, ap, id) when List.mem id ids -> (true, ap, id)
- | (_, ap, id) -> (false, ap, id))
- !pattern32_matrix
- in
- pattern32_matrix := pattern32_matrix';
- load_patterns32 !pattern32_matrix
-
-exception Interpretation_not_found
-exception Pretty_printer_not_found
-
-let rec list_uniq = function
- | [] -> []
- | h::[] -> [h]
- | h1::h2::tl when h1 = h2 -> list_uniq (h2 :: tl)
- | h1::tl (* when h1 <> h2 *) -> h1 :: list_uniq tl
-
-let lookup_interpretations symbol =
- try
- list_uniq
- (List.sort Pervasives.compare
- (List.map
- (fun id ->
- let (dsc, _, args, appl_pattern) =
- try
- Hashtbl.find level2_patterns32 id
- with Not_found -> assert false
- in
- dsc, args, appl_pattern)
- !(Hashtbl.find interpretations symbol)))
- with Not_found -> raise Interpretation_not_found
-
-let fill_pos_info l1_pattern = l1_pattern
-(* let rec aux toplevel pos =
- function
- | Ast.Layout l ->
- (match l
-
- | Ast.Magic m ->
- Ast.Box (
- | Ast.Variable _ as t -> add_pos_info pos t
- | t -> t
- in
- aux true l1_pattern *)
-
-let add_pretty_printer ~precedence ~associativity l2 l1 =
- let id = fresh_id () in
- let l1' = add_level_info precedence associativity (fill_pos_info l1) in
- let l2' = CicNotationUtil.strip_attributes l2 in
- Hashtbl.add level1_patterns21 id l1';
- pattern21_matrix := (l2', id) :: !pattern21_matrix;
- load_patterns21 !pattern21_matrix;
- id
-
-let remove_interpretation id =
- (try
- let _, symbol, _, _ = Hashtbl.find level2_patterns32 id in
- let ids = Hashtbl.find interpretations symbol in
- ids := List.filter ((<>) id) !ids;
- Hashtbl.remove level2_patterns32 id;
- with Not_found -> raise Interpretation_not_found);
- pattern32_matrix :=
- List.filter (fun (_, _, id') -> id <> id') !pattern32_matrix;
- load_patterns32 !pattern32_matrix
-
-let remove_pretty_printer id =
- (try
- Hashtbl.remove level1_patterns21 id;
- with Not_found -> raise Pretty_printer_not_found);
- pattern21_matrix := List.filter (fun (_, id') -> id <> id') !pattern21_matrix;
- load_patterns21 !pattern21_matrix
-
-let _ =
- load_patterns21 [];
- load_patterns32 []
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** level 3 -> level 2 *)
-val ast_of_acic:
- (Cic.id, CicNotationPt.sort_kind) Hashtbl.t -> (* id -> sort *)
- Cic.annterm -> (* acic *)
- CicNotationPt.term (* ast *)
- * (Cic.id, UriManager.uri) Hashtbl.t (* id -> uri *)
-
- (** level 2 -> level 1 *)
-val pp_ast: CicNotationPt.term -> CicNotationPt.term
-
- (** for level 1 -> level 0: see CicNotationPres.render *)
-
-type interpretation_id
-type pretty_printer_id
-
-val add_interpretation:
- string -> (* id / description *)
- string * CicNotationPt.argument_pattern list -> (* symbol, level 2 pattern *)
- CicNotationPt.cic_appl_pattern -> (* level 3 pattern *)
- interpretation_id
-
- (** @raise Interpretation_not_found *)
-val lookup_interpretations:
- string -> (* symbol *)
- (string * CicNotationPt.argument_pattern list *
- CicNotationPt.cic_appl_pattern) list
-
-val add_pretty_printer:
- precedence:int ->
- associativity:Gramext.g_assoc ->
- CicNotationPt.term -> (* level 2 pattern *)
- CicNotationPt.term -> (* level 1 pattern *)
- pretty_printer_id
-
-exception Interpretation_not_found
-exception Pretty_printer_not_found
-
- (** @raise Interpretation_not_found *)
-val remove_interpretation: interpretation_id -> unit
-
- (** @raise Pretty_printer_not_found *)
-val remove_pretty_printer: pretty_printer_id -> unit
-
-(** {2 Interpretations toggling} *)
-
-val get_all_interpretations: unit -> (interpretation_id * string) list
-val get_active_interpretations: unit -> interpretation_id list
-val set_active_interpretations: interpretation_id list -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Ast = CicNotationPt
-
-type tag = int
-type pattern_t = Ast.term
-
-let get_tag term0 =
- let subterms = ref [] in
- let map_term t =
- subterms := t :: !subterms ;
- Ast.Implicit
- in
- let rec aux t = CicNotationUtil.visit_ast ~special_k map_term t
- and special_k = function
- | Ast.AttributedTerm (_, t) -> aux t
- | _ -> assert false
- in
- let term_mask = aux term0 in
- let tag = Hashtbl.hash term_mask in
- tag, List.rev !subterms
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val get_tag: CicNotationPt.term -> int * CicNotationPt.term list
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Ast = CicNotationPt
-
-let visit_ast ?(special_k = fun _ -> assert false) k =
- let rec aux = function
- | Ast.Appl terms -> Ast.Appl (List.map k terms)
- | Ast.Binder (kind, var, body) ->
- Ast.Binder (kind, aux_capture_variable var, k body)
- | Ast.Case (term, indtype, typ, patterns) ->
- Ast.Case (k term, indtype, aux_opt typ, aux_patterns patterns)
- | Ast.Cast (t1, t2) -> Ast.Cast (k t1, k t2)
- | Ast.LetIn (var, t1, t2) ->
- Ast.LetIn (aux_capture_variable var, k t1, k t2)
- | Ast.LetRec (kind, definitions, term) ->
- let definitions =
- List.map
- (fun (var, ty, n) -> aux_capture_variable var, k ty, n)
- definitions
- in
- Ast.LetRec (kind, definitions, k term)
- | Ast.Ident (name, Some substs) ->
- Ast.Ident (name, Some (aux_substs substs))
- | Ast.Uri (name, Some substs) -> Ast.Uri (name, Some (aux_substs substs))
- | Ast.Meta (index, substs) -> Ast.Meta (index, List.map aux_opt substs)
- | (Ast.AttributedTerm _
- | Ast.Layout _
- | Ast.Literal _
- | Ast.Magic _
- | Ast.Variable _) as t -> special_k t
- | (Ast.Ident _
- | Ast.Implicit
- | Ast.Num _
- | Ast.Sort _
- | Ast.Symbol _
- | Ast.Uri _
- | Ast.UserInput) as t -> t
- and aux_opt = function
- | None -> None
- | Some term -> Some (k term)
- and aux_capture_variable (term, typ_opt) = k term, aux_opt typ_opt
- and aux_patterns patterns = List.map aux_pattern patterns
- and aux_pattern ((head, hrefs, vars), term) =
- ((head, hrefs, List.map aux_capture_variable vars), k term)
- and aux_subst (name, term) = (name, k term)
- and aux_substs substs = List.map aux_subst substs
- in
- aux
-
-let visit_layout k = function
- | Ast.Sub (t1, t2) -> Ast.Sub (k t1, k t2)
- | Ast.Sup (t1, t2) -> Ast.Sup (k t1, k t2)
- | Ast.Below (t1, t2) -> Ast.Below (k t1, k t2)
- | Ast.Above (t1, t2) -> Ast.Above (k t1, k t2)
- | Ast.Over (t1, t2) -> Ast.Over (k t1, k t2)
- | Ast.Atop (t1, t2) -> Ast.Atop (k t1, k t2)
- | Ast.Frac (t1, t2) -> Ast.Frac (k t1, k t2)
- | Ast.Sqrt t -> Ast.Sqrt (k t)
- | Ast.Root (arg, index) -> Ast.Root (k arg, k index)
- | Ast.Break -> Ast.Break
- | Ast.Box (kind, terms) -> Ast.Box (kind, List.map k terms)
- | Ast.Group terms -> Ast.Group (List.map k terms)
-
-let visit_magic k = function
- | Ast.List0 (t, l) -> Ast.List0 (k t, l)
- | Ast.List1 (t, l) -> Ast.List1 (k t, l)
- | Ast.Opt t -> Ast.Opt (k t)
- | Ast.Fold (kind, t1, names, t2) -> Ast.Fold (kind, k t1, names, k t2)
- | Ast.Default (t1, t2) -> Ast.Default (k t1, k t2)
- | Ast.If (t1, t2, t3) -> Ast.If (k t1, k t2, k t3)
- | Ast.Fail -> Ast.Fail
-
-let visit_variable k = function
- | Ast.NumVar _
- | Ast.IdentVar _
- | Ast.TermVar _
- | Ast.FreshVar _ as t -> t
- | Ast.Ascription (t, s) -> Ast.Ascription (k t, s)
-
-let variables_of_term t =
- let rec vars = ref [] in
- let add_variable v =
- if List.mem v !vars then ()
- else vars := v :: !vars
- in
- let rec aux = function
- | Ast.Magic m -> Ast.Magic (visit_magic aux m)
- | Ast.Layout l -> Ast.Layout (visit_layout aux l)
- | Ast.Variable v -> Ast.Variable (aux_variable v)
- | Ast.Literal _ as t -> t
- | Ast.AttributedTerm (_, t) -> aux t
- | t -> visit_ast aux t
- and aux_variable = function
- | (Ast.NumVar _
- | Ast.IdentVar _
- | Ast.TermVar _) as t ->
- add_variable t ;
- t
- | Ast.FreshVar _ as t -> t
- | Ast.Ascription _ -> assert false
- in
- ignore (aux t) ;
- !vars
-
-let names_of_term t =
- let aux = function
- | Ast.NumVar s
- | Ast.IdentVar s
- | Ast.TermVar s -> s
- | _ -> assert false
- in
- List.map aux (variables_of_term t)
-
-let keywords_of_term t =
- let rec keywords = ref [] in
- let add_keyword k = keywords := k :: !keywords in
- let rec aux = function
- | Ast.AttributedTerm (_, t) -> aux t
- | Ast.Layout l -> Ast.Layout (visit_layout aux l)
- | Ast.Literal (`Keyword k) as t ->
- add_keyword k;
- t
- | Ast.Literal _ as t -> t
- | Ast.Magic m -> Ast.Magic (visit_magic aux m)
- | Ast.Variable _ as v -> v
- | t -> visit_ast aux t
- in
- ignore (aux t) ;
- !keywords
-
-let rec strip_attributes t =
- let special_k = function
- | Ast.AttributedTerm (_, term) -> strip_attributes term
- | Ast.Magic m -> Ast.Magic (visit_magic strip_attributes m)
- | Ast.Variable _ as t -> t
- | t -> assert false
- in
- visit_ast ~special_k strip_attributes t
-
-let rec get_idrefs =
- function
- | Ast.AttributedTerm (`IdRef id, t) -> id :: get_idrefs t
- | Ast.AttributedTerm (_, t) -> get_idrefs t
- | _ -> []
-
-let meta_names_of_term term =
- let rec names = ref [] in
- let add_name n =
- if List.mem n !names then ()
- else names := n :: !names
- in
- let rec aux = function
- | Ast.AttributedTerm (_, term) -> aux term
- | Ast.Appl terms -> List.iter aux terms
- | Ast.Binder (_, _, body) -> aux body
- | Ast.Case (term, indty, outty_opt, patterns) ->
- aux term ;
- aux_opt outty_opt ;
- List.iter aux_branch patterns
- | Ast.LetIn (_, t1, t2) ->
- aux t1 ;
- aux t2
- | Ast.LetRec (_, definitions, body) ->
- List.iter aux_definition definitions ;
- aux body
- | Ast.Uri (_, Some substs) -> aux_substs substs
- | Ast.Ident (_, Some substs) -> aux_substs substs
- | Ast.Meta (_, substs) -> aux_meta_substs substs
-
- | Ast.Implicit
- | Ast.Ident _
- | Ast.Num _
- | Ast.Sort _
- | Ast.Symbol _
- | Ast.Uri _
- | Ast.UserInput -> ()
-
- | Ast.Magic magic -> aux_magic magic
- | Ast.Variable var -> aux_variable var
-
- | _ -> assert false
- and aux_opt = function
- | Some term -> aux term
- | None -> ()
- and aux_capture_var (_, ty_opt) = aux_opt ty_opt
- and aux_branch (pattern, term) =
- aux_pattern pattern ;
- aux term
- and aux_pattern (head, _, vars) =
- List.iter aux_capture_var vars
- and aux_definition (var, term, i) =
- aux_capture_var var ;
- aux term
- and aux_substs substs = List.iter (fun (_, term) -> aux term) substs
- and aux_meta_substs meta_substs = List.iter aux_opt meta_substs
- and aux_variable = function
- | Ast.NumVar name -> add_name name
- | Ast.IdentVar name -> add_name name
- | Ast.TermVar name -> add_name name
- | Ast.FreshVar _ -> ()
- | Ast.Ascription _ -> assert false
- and aux_magic = function
- | Ast.Default (t1, t2)
- | Ast.Fold (_, t1, _, t2) ->
- aux t1 ;
- aux t2
- | Ast.If (t1, t2, t3) ->
- aux t1 ;
- aux t2 ;
- aux t3
- | Ast.Fail -> ()
- | _ -> assert false
- in
- aux term ;
- !names
-
-let rectangular matrix =
- let columns = Array.length matrix.(0) in
- try
- Array.iter (fun a -> if Array.length a <> columns then raise Exit) matrix;
- true
- with Exit -> false
-
-let ncombine ll =
- let matrix = Array.of_list (List.map Array.of_list ll) in
- assert (rectangular matrix);
- let rows = Array.length matrix in
- let columns = Array.length matrix.(0) in
- let lists = ref [] in
- for j = 0 to columns - 1 do
- let l = ref [] in
- for i = 0 to rows - 1 do
- l := matrix.(i).(j) :: !l
- done;
- lists := List.rev !l :: !lists
- done;
- List.rev !lists
-
-let string_of_literal = function
- | `Symbol s
- | `Keyword s
- | `Number s -> s
-
-let boxify = function
- | [ a ] -> a
- | l -> Ast.Layout (Ast.Box ((Ast.H, false, false), l))
-
-let unboxify = function
- | Ast.Layout (Ast.Box ((Ast.H, false, false), [ a ])) -> a
- | l -> l
-
-let group = function
- | [ a ] -> a
- | l -> Ast.Layout (Ast.Group l)
-
-let ungroup =
- let rec aux acc =
- function
- [] -> List.rev acc
- | Ast.Layout (Ast.Group terms) :: terms' -> aux acc (terms @ terms')
- | term :: terms -> aux (term :: acc) terms
- in
- aux []
-
-let dress ~sep:sauce =
- let rec aux =
- function
- | [] -> []
- | [hd] -> [hd]
- | hd :: tl -> hd :: sauce :: aux tl
- in
- aux
-
-let dressn ~sep:sauces =
- let rec aux =
- function
- | [] -> []
- | [hd] -> [hd]
- | hd :: tl -> hd :: sauces @ aux tl
- in
- aux
-
-let find_appl_pattern_uris ap =
- let rec aux acc =
- function
- | Ast.UriPattern uri -> uri :: acc
- | Ast.ImplicitPattern
- | Ast.VarPattern _ -> acc
- | Ast.ApplPattern apl -> List.fold_left aux acc apl
- in
- let uris = aux [] ap in
- HExtlib.list_uniq (List.fast_sort UriManager.compare uris)
-
-let rec find_branch =
- function
- Ast.Magic (Ast.If (_, Ast.Magic Ast.Fail, t)) -> find_branch t
- | Ast.Magic (Ast.If (_, t, _)) -> find_branch t
- | t -> t
-
-let cic_name_of_name = function
- | Ast.Ident ("_", None) -> Cic.Anonymous
- | Ast.Ident (name, None) -> Cic.Name name
- | _ -> assert false
-
-let name_of_cic_name =
-(* let add_dummy_xref t = Ast.AttributedTerm (`IdRef "", t) in *)
- (* ZACK why we used to generate dummy xrefs? *)
- let add_dummy_xref t = t in
- function
- | Cic.Name s -> add_dummy_xref (Ast.Ident (s, None))
- | Cic.Anonymous -> add_dummy_xref (Ast.Ident ("_", None))
-
-let fresh_index = ref ~-1
-
-type notation_id = int
-
-let fresh_id () =
- incr fresh_index;
- !fresh_index
-
- (* TODO ensure that names generated by fresh_var do not clash with user's *)
-let fresh_name () = "fresh" ^ string_of_int (fresh_id ())
-
-let rec freshen_term ?(index = ref 0) term =
- let freshen_term = freshen_term ~index in
- let fresh_instance () = incr index; !index in
- let special_k = function
- | Ast.AttributedTerm (attr, t) -> Ast.AttributedTerm (attr, freshen_term t)
- | Ast.Layout l -> Ast.Layout (visit_layout freshen_term l)
- | Ast.Magic m -> Ast.Magic (visit_magic freshen_term m)
- | Ast.Variable v -> Ast.Variable (visit_variable freshen_term v)
- | Ast.Literal _ as t -> t
- | _ -> assert false
- in
- match term with
- | Ast.Symbol (s, instance) -> Ast.Symbol (s, fresh_instance ())
- | Ast.Num (s, instance) -> Ast.Num (s, fresh_instance ())
- | t -> visit_ast ~special_k freshen_term t
-
-let freshen_obj obj =
- let index = ref 0 in
- let freshen_term = freshen_term ~index in
- let freshen_name_ty = List.map (fun (n, t) -> (n, freshen_term t)) in
- match obj with
- | GrafiteAst.Inductive (params, indtypes) ->
- let indtypes =
- List.map
- (fun (n, co, ty, ctors) -> (n, co, ty, freshen_name_ty ctors))
- indtypes
- in
- GrafiteAst.Inductive (freshen_name_ty params, indtypes)
- | GrafiteAst.Theorem (flav, n, t, ty_opt) ->
- let ty_opt =
- match ty_opt with None -> None | Some ty -> Some (freshen_term ty)
- in
- GrafiteAst.Theorem (flav, n, freshen_term t, ty_opt)
- | GrafiteAst.Record (params, n, ty, fields) ->
- GrafiteAst.Record (freshen_name_ty params, n, freshen_term ty,
- freshen_name_ty fields)
-
-let freshen_term = freshen_term ?index:None
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val fresh_name: unit -> string
-
-val variables_of_term: CicNotationPt.term -> CicNotationPt.pattern_variable list
-val names_of_term: CicNotationPt.term -> string list
-
- (** extract all keywords (i.e. string literals) from a level 1 pattern *)
-val keywords_of_term: CicNotationPt.term -> string list
-
-val visit_ast:
- ?special_k:(CicNotationPt.term -> CicNotationPt.term) ->
- (CicNotationPt.term -> CicNotationPt.term) ->
- CicNotationPt.term ->
- CicNotationPt.term
-
-val visit_layout:
- (CicNotationPt.term -> CicNotationPt.term) ->
- CicNotationPt.layout_pattern ->
- CicNotationPt.layout_pattern
-
-val visit_magic:
- (CicNotationPt.term -> CicNotationPt.term) ->
- CicNotationPt.magic_term ->
- CicNotationPt.magic_term
-
-val visit_variable:
- (CicNotationPt.term -> CicNotationPt.term) ->
- CicNotationPt.pattern_variable ->
- CicNotationPt.pattern_variable
-
-val strip_attributes: CicNotationPt.term -> CicNotationPt.term
-
- (** @return the list of proper (i.e. non recursive) IdRef of a term *)
-val get_idrefs: CicNotationPt.term -> string list
-
- (** generalization of List.combine to n lists *)
-val ncombine: 'a list list -> 'a list list
-
-val string_of_literal: CicNotationPt.literal -> string
-
-val dress: sep:'a -> 'a list -> 'a list
-val dressn: sep:'a list -> 'a list -> 'a list
-
-val boxify: CicNotationPt.term list -> CicNotationPt.term
-val group: CicNotationPt.term list -> CicNotationPt.term
-val ungroup: CicNotationPt.term list -> CicNotationPt.term list
-
-val find_appl_pattern_uris:
- CicNotationPt.cic_appl_pattern -> UriManager.uri list
-
-val find_branch:
- CicNotationPt.term -> CicNotationPt.term
-
-val cic_name_of_name: CicNotationPt.term -> Cic.name
-val name_of_cic_name: Cic.name -> CicNotationPt.term
-
- (** Symbol/Numbers instances *)
-
-val freshen_term: CicNotationPt.term -> CicNotationPt.term
-val freshen_obj: GrafiteAst.obj -> GrafiteAst.obj
-
- (** Notation id handling *)
-
-type notation_id
-
-val fresh_id: unit -> notation_id
-
+++ /dev/null
-main.aux
-main.dvi
-main.log
-main.out
-main.pdf
-main.ps
+++ /dev/null
-
-#
-# Generic makefile for latex
-#
-# Author: Stefano Zacchiroli <zack@bononia.it>
-#
-# Created: Sun, 29 Jun 2003 12:00:55 +0200 zack
-# Last-Modified: Mon, 10 Oct 2005 15:37:12 +0200 zack
-#
-
-########################################################################
-
-# list of .tex _main_ files
-TEXS = main.tex
-
-# number of runs of latex (for table of contents, list of figures, ...)
-RUNS = 1
-
-# do you need bibtex?
-BIBTEX = no
-
-# would you like to use pdflatex?
-PDF_VIA_PDFLATEX = yes
-
-# which formats generated by default ("all" target)?
-# (others will be generated by "world" target)
-# see AVAILABLE_FORMATS below
-BUILD_FORMATS = dvi
-
-# which format to be shown on "make show"
-SHOW_FORMAT = dvi
-
-########################################################################
-
-AVAILABLE_FORMATS = dvi ps ps.gz pdf html
-
-ADVI = advi
-BIBTEX = bibtex
-BROWSER = galeon
-DVIPDF = dvipdf
-DVIPS = dvips
-GV = gv
-GZIP = gzip
-HEVEA = hevea
-ISPELL = ispell
-LATEX = latex
-PDFLATEX = pdflatex
-PRINT = lpr
-XDVI = xdvi
-XPDF = xpdf
-
-ALL_FORMATS = $(BUILD_FORMATS)
-WORLD_FORMATS = $(AVAILABLE_FORMATS)
-
-all: $(ALL_FORMATS)
-world: $(WORLD_FORMATS)
-
-DVIS = $(TEXS:.tex=.dvi)
-PSS = $(TEXS:.tex=.ps)
-PSGZS = $(TEXS:.tex=.ps.gz)
-PDFS = $(TEXS:.tex=.pdf)
-HTMLS = $(TEXS:.tex=.html)
-
-dvi: $(DVIS)
-ps: $(PSS)
-ps.gz: $(PSGZS)
-pdf: $(PDFS)
-html: $(HTMLS)
-
-show: show$(SHOW_FORMAT)
-showdvi: $(DVIS)
- $(XDVI) $<
-showps: $(PSS)
- $(GV) $<
-showpdf: $(PDFS)
- $(XPDF) $<
-showpsgz: $(PSGZS)
- $(GV) $<
-showps.gz: showpsgz
-showhtml: $(HTMLS)
- $(BROWSER) $<
-
-print: $(PSS)
- $(PRINT) $^
-
-clean:
- rm -f \
- $(TEXS:.tex=.dvi) $(TEXS:.tex=.ps) $(TEXS:.tex=.ps.gz) \
- $(TEXS:.tex=.pdf) $(TEXS:.tex=.aux) $(TEXS:.tex=.log) \
- $(TEXS:.tex=.html) $(TEXS:.tex=.out) $(TEXS:.tex=.haux) \
- $(TEXS:.tex=.htoc) $(TEXS:.tex=.tmp)
-
-%.dvi: %.tex
- $(LATEX) $<
- if [ "$(BIBTEX)" = "yes" ]; then $(BIBTEX) $*; fi
- if [ "$(RUNS)" -gt 1 ]; then \
- for i in seq 1 `expr $(RUNS) - 1`; do \
- $(LATEX) $<; \
- done; \
- fi
-ifeq ($(PDF_VIA_PDFLATEX),yes)
-%.pdf: %.tex
- $(PDFLATEX) $<
- if [ "$(BIBTEX)" = "yes" ]; then $(BIBTEX) $*; fi
- if [ "$(RUNS)" -gt 1 ]; then \
- for i in seq 1 `expr $(RUNS) - 1`; do \
- $(PDFLATEX) $<; \
- done; \
- fi
-else
-%.pdf: %.dvi
- $(DVIPDF) $< $@
-endif
-%.ps: %.dvi
- $(DVIPS) $<
-%.ps.gz: %.ps
- $(GZIP) -c $< > $@
-%.html: %.tex
- $(HEVEA) -fix $<
-
-.PHONY: all ps pdf html clean
-
-########################################################################
-
+++ /dev/null
-
-\section{Environment}
-
-\[
-\begin{array}{rcll}
- V & ::= & & \mbox{(\bf values)} \\
- & & \verb+Term+~T & \mbox{(term)} \\
- & | & \verb+String+~s & \mbox{(string)} \\
- & | & \verb+Number+~n & \mbox{(number)} \\
- & | & \verb+None+ & \mbox{(optional value)} \\
- & | & \verb+Some+~V & \mbox{(optional value)} \\
- & | & [V_1,\dots,V_n] & \mbox{(list value)} \\[2ex]
-\end{array}
-\]
-
-An environment is a map $\mathcal E : \mathit{Name} -> V$.
-
-\section{Level 1: concrete syntax}
-
-\begin{table}
-\caption{\label{tab:l1c} Concrete syntax of level 1 patterns.\strut}
-\hrule
-\[
-\begin{array}{rcll}
- P & ::= & & \mbox{(\bf patterns)} \\
- & & S^{+} \\[2ex]
- S & ::= & & \mbox{(\bf simple patterns)} \\
- & & l \\
- & | & S~\verb+\sub+~S\\
- & | & S~\verb+\sup+~S\\
- & | & S~\verb+\below+~S\\
- & | & S~\verb+\atop+~S\\
- & | & S~\verb+\over+~S\\
- & | & S~\verb+\atop+~S\\
- & | & \verb+\frac+~S~S \\
- & | & \verb+\sqrt+~S \\
- & | & \verb+\root+~S~\verb+\of+~S \\
- & | & \verb+(+~P~\verb+)+ \\
- & | & \verb+hbox (+~P~\verb+)+ \\
- & | & \verb+vbox (+~P~\verb+)+ \\
- & | & \verb+hvbox (+~P~\verb+)+ \\
- & | & \verb+hovbox (+~P~\verb+)+ \\
- & | & \verb+break+ \\
- & | & \verb+list0+~S~[\verb+sep+~l] \\
- & | & \verb+list1+~S~[\verb+sep+~l] \\
- & | & \verb+opt+~S \\
- & | & [\verb+term+]~x \\
- & | & \verb+number+~x \\
- & | & \verb+ident+~x \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-Rationale: while the layout schemata can occur in the concrete syntax
-used by user, the box schemata and the magic patterns can only occur
-when defining the notation. This is why the layout schemata are
-``escaped'' with a backslash, so that they cannot be confused with
-plain identifiers, wherease the others are not. Alternatively, they
-could be defined as keywords, but this would prevent their names to be
-used in different contexts.
-
-\begin{table}
-\caption{\label{tab:l1a} Abstract syntax of level 1 terms and patterns.\strut}
-\hrule
-\[
-\begin{array}{@{}ll@{}}
-\begin{array}[t]{rcll}
- T & ::= & & \mbox{(\bf terms)} \\
- & & L_\kappa[T_1,\dots,T_n] & \mbox{(layout)} \\
- & | & B_\kappa^{ab}[T_1\cdots T_n] & \mbox{(box)} \\
- & | & \BREAK & \mbox{(breakpoint)} \\
- & | & \FENCED{T_1\cdots T_n} & \mbox{(fenced)} \\
- & | & l & \mbox{(literal)} \\[2ex]
- P & ::= & & \mbox{(\bf patterns)} \\
- & & L_\kappa[P_1,\dots,P_n] & \mbox{(layout)} \\
- & | & B_\kappa^{ab}[P_1\cdots P_n] & \mbox{(box)} \\
- & | & \BREAK & \mbox{(breakpoint)} \\
- & | & \FENCED{P_1\cdots P_n} & \mbox{(fenced)} \\
- & | & M & \mbox{(magic)} \\
- & | & V & \mbox{(variable)} \\
- & | & l & \mbox{(literal)} \\
-\end{array} &
-\begin{array}[t]{rcll}
- V & ::= & & \mbox{(\bf variables)} \\
- & & \TVAR{x} & \mbox{(term variable)} \\
- & | & \NVAR{x} & \mbox{(number variable)} \\
- & | & \IVAR{x} & \mbox{(name variable)} \\[2ex]
- M & ::= & & \mbox{(\bf magic patterns)} \\
- & & \verb+list0+~P~l? & \mbox{(possibly empty list)} \\
- & | & \verb+list1+~P~l? & \mbox{(non-empty list)} \\
- & | & \verb+opt+~P & \mbox{(option)} \\[2ex]
-\end{array}
-\end{array}
-\]
-\hrule
-\end{table}
-
-\[
-\ITO{\cdot}{{}} : P -> \mathit{Env} -> T
-\]
-
-\begin{table}
-\caption{\label{tab:il1f2} Instantiation of level 1 patterns from level 2.\strut}
-\hrule
-\[
-\begin{array}{rcll}
- \ITO{L_\kappa[P_1,\dots,P_n]}{E} & = & L_\kappa[\ITO{(P_1)}{E},\dots,\ITO{(P_n)}{E} ] \\
- \ITO{B_\kappa^{ab}[P_1\cdots P_n]}{E} & = & B_\kappa^{ab}[\ITO{P_1}{E}\cdots\ITO{P_n}{E}] \\
- \ITO{\BREAK}{E} & = & \BREAK \\
- \ITO{(P)}{E} & = & \ITO{P}{E} \\
- \ITO{(P_1\cdots P_n)}{E} & = & B_H^{00}[\ITO{P_1}{E}\cdots\ITO{P_n}{E}] \\
- \ITO{\TVAR{x}}{E} & = & t & \mathcal{E}(x) = \verb+Term+~t \\
- \ITO{\NVAR{x}}{E} & = & l & \mathcal{E}(x) = \verb+Number+~l \\
- \ITO{\IVAR{x}}{E} & = & l & \mathcal{E}(x) = \verb+String+~l \\
- \ITO{\mathtt{opt}~P}{E} & = & \varepsilon & \mathcal{E}(\NAMES(P)) = \{\mathtt{None}\} \\
- \ITO{\mathtt{opt}~P}{E} & = & \ITO{P}{E'} & \mathcal{E}(\NAMES(P)) = \{\mathtt{Some}~v_1,\dots,\mathtt{Some}~v_n\} \\
- & & & \mathcal{E}'(x)=\left\{
- \begin{array}{@{}ll}
- v, & \mathcal{E}(x) = \mathtt{Some}~v \\
- \mathcal{E}(x), & \mbox{otherwise}
- \end{array}
- \right. \\
- \ITO{\mathtt{list}k~P~l?}{E} & = & \ITO{P}{{E}_1}~{l?}\cdots {l?}~\ITO{P}{{E}_n} &
- \mathcal{E}(\NAMES(P)) = \{[v_{11},\dots,v_{1n}],\dots,[v_{m1},\dots,v_{mn}]\} \\
- & & & n\ge k \\
- & & & \mathcal{E}_i(x) = \left\{
- \begin{array}{@{}ll}
- v_i, & \mathcal{E}(x) = [v_1,\dots,v_n] \\
- \mathcal{E}(x), & \mbox{otherwise}
- \end{array}
- \right. \\
- \ITO{l}{E} & = & l \\
-
-%% & | & (P) & \mbox{(fenced)} \\
-%% & | & M & \mbox{(magic)} \\
-%% & | & V & \mbox{(variable)} \\
-%% & | & l & \mbox{(literal)} \\[2ex]
-%% V & ::= & & \mbox{(\bf variables)} \\
-%% & & \TVAR{x} & \mbox{(term variable)} \\
-%% & | & \NVAR{x} & \mbox{(number variable)} \\
-%% & | & \IVAR{x} & \mbox{(name variable)} \\[2ex]
-%% M & ::= & & \mbox{(\bf magic patterns)} \\
-%% & & \verb+list0+~S~l? & \mbox{(possibly empty list)} \\
-%% & | & \verb+list1+~S~l? & \mbox{(non-empty list)} \\
-%% & | & \verb+opt+~S & \mbox{(option)} \\[2ex]
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:wfl0} Well-formedness rules for level 1 patterns.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}[t]{@{}c@{}}
- \inference[\sc layout]
- {P_i :: D_i & \forall i,j, i\ne j => \DOMAIN(D_i) \cap \DOMAIN(D_j) = \emptyset}
- {L_\kappa[P_1,\dots,P_n] :: D_1\oplus\cdots\oplus D_n}
- \\
- \inference[\sc box]
- {P_i :: D_i & \forall i,j, i\ne j => \DOMAIN(D_i) \cap \DOMAIN(D_j) = \emptyset}
- {B_\kappa^{ab}[P_1\cdots P_n] :: D_1\oplus\cdots\oplus D_n}
- \\
- \inference[\sc fenced]
- {P_i :: D_i & \forall i,j, i\ne j => \DOMAIN(D_i) \cap \DOMAIN(D_j) = \emptyset}
- {\FENCED{P_1\cdots P_n} :: D_1\oplus\cdots\oplus D_n}
- \\
- \inference[\sc breakpoint]
- {}
- {\BREAK :: \emptyset}
- \qquad
- \inference[\sc literal]
- {}
- {l :: \emptyset}
- \qquad
- \inference[\sc tvar]
- {}
- {\TVAR{x} :: \TVAR{x}}
- \\
- \inference[\sc nvar]
- {}
- {\NVAR{x} :: \NVAR{x}}
- \qquad
- \inference[\sc ivar]
- {}
- {\IVAR{x} :: \IVAR{x}}
- \\
- \inference[\sc list0]
- {P :: D & \forall x\in\DOMAIN(D), D'(x) = D(x)~\mathtt{List}}
- {\mathtt{list0}~P~l? :: D'}
- \\
- \inference[\sc list1]
- {P :: D & \forall x\in\DOMAIN(D), D'(x) = D(x)~\mathtt{List}}
- {\mathtt{list1}~P~l? :: D'}
- \\
- \inference[\sc opt]
- {P :: D & \forall x\in\DOMAIN(D), D'(x) = D(x)~\mathtt{Option}}
- {\mathtt{opt}~P :: D'}
-\end{array}
-\]
-\hrule
-\end{table}
-
-\newcommand{\ATTRS}[1]{\langle#1\rangle}
-\newcommand{\ANNPOS}[2]{\mathit{pos}(#1)_{#2}}
-
-\begin{table}
-\caption{\label{tab:addparens} Can't read the AST and need parentheses? Here you go!.\strut}
-\hrule
-\[
-\begin{array}{rcll}
- \ADDPARENS{l}{n} & = & l \\
- \ADDPARENS{\BREAK}{n} & = & \BREAK \\
- \ADDPARENS{\ATTRS{\mathit{prec}=m}T}{n} & = & \ADDPARENS{T}{m} & n < m \\
- \ADDPARENS{\ATTRS{\mathit{prec}=m}T}{n} & = & \FENCED{\ADDPARENS{T}{\bot}} & n > m \\
- \ADDPARENS{\ATTRS{\mathit{prec}=n,\mathit{assoc}=L,\mathit{pos}=R}T}{n} & = & \FENCED{\ADDPARENS{T}{\bot}} \\
- \ADDPARENS{\ATTRS{\mathit{prec}=n,\mathit{assoc}=R,\mathit{pos}=L}T}{n} & = & \FENCED{\ADDPARENS{T}{\bot}} \\
- \ADDPARENS{\ATTRS{\cdots}T}{n} & = & \ADDPARENS{T}{n} \\
- \ADDPARENS{L_\kappa[T_1,\dots,\underline{T_k},\dots,T_m]}{n} & = & L_\kappa[\ADDPARENS{T_1}{n},\dots,\ADDPARENS{T_k}{\bot},\dots,\ADDPARENS{T_m}{n}] \\
- \ADDPARENS{B_\kappa^{ab}[T_1,\dots,T_m]}{n} & = & B_\kappa^{ab}[\ADDPARENS{T_1}{n},\dots,\ADDPARENS{T_m}{n}]
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:annpos} Annotation of level 1 meta variable with position information.\strut}
-\hrule
-\[
-\begin{array}{rcll}
- \ANNPOS{l}{p,q} & = & l \\
- \ANNPOS{\BREAK}{p,q} & = & \BREAK \\
- \ANNPOS{x}{1,0} & = & \ATTRS{\mathit{pos}=L}{x} \\
- \ANNPOS{x}{0,1} & = & \ATTRS{\mathit{pos}=R}{x} \\
- \ANNPOS{x}{p,q} & = & \ATTRS{\mathit{pos}=I}{x} \\
- \ANNPOS{B_\kappa^{ab}[P]}{p,q} & = & B_\kappa^{ab}[\ANNPOS{P}{p,q}] \\
- \ANNPOS{B_\kappa^{ab}[\{\BREAK\} P_1\cdots P_n\{\BREAK\}]}{p,q} & = & B_\kappa^{ab}[\begin{array}[t]{@{}l}
- \{\BREAK\} \ANNPOS{P_1}{p,0} \\
- \ANNPOS{P_2}{0,0}\cdots\ANNPOS{P_{n-1}}{0,0} \\
- \ANNPOS{P_n}{0,q}\{\BREAK\}]
- \end{array}
-
-%% & & L_\kappa[P_1,\dots,P_n] & \mbox{(layout)} \\
-%% & | & \BREAK & \mbox{(breakpoint)} \\
-%% & | & \FENCED{P_1\cdots P_n} & \mbox{(fenced)} \\
-%% V & ::= & & \mbox{(\bf variables)} \\
-%% & & \TVAR{x} & \mbox{(term variable)} \\
-%% & | & \NVAR{x} & \mbox{(number variable)} \\
-%% & | & \IVAR{x} & \mbox{(name variable)} \\[2ex]
-%% M & ::= & & \mbox{(\bf magic patterns)} \\
-%% & & \verb+list0+~P~l? & \mbox{(possibly empty list)} \\
-%% & | & \verb+list1+~P~l? & \mbox{(non-empty list)} \\
-%% & | & \verb+opt+~P & \mbox{(option)} \\[2ex]
-\end{array}
-\]
-\hrule
-\end{table}
-
-\section{Level 2: abstract syntax}
-
-\newcommand{\NT}[1]{\langle\mathit{#1}\rangle}
-
-\begin{table}
-\caption{\label{tab:synl2} Concrete syntax of level 2 patterns.\strut}
-\hrule
-\[
-\begin{array}{@{}rcll@{}}
- \NT{term} & ::= & & \mbox{\bf terms} \\
- & & x & \mbox{(identifier)} \\
- & | & n & \mbox{(number)} \\
- & | & s & \mbox{(symbol)} \\
- & | & \mathrm{URI} & \mbox{(URI)} \\
- & | & \verb+?+ & \mbox{(implicit)} \\
- & | & \verb+%+ & \mbox{(placeholder)} \\
- & | & \verb+?+n~[\verb+[+~\{\NT{subst}\}~\verb+]+] & \mbox{(meta)} \\
- & | & \verb+let+~\NT{ptname}~\verb+\def+~\NT{term}~\verb+in+~\NT{term} \\
- & | & \verb+let+~\NT{kind}~\NT{defs}~\verb+in+~\NT{term} \\
- & | & \NT{binder}~\{\NT{ptnames}\}^{+}~\verb+.+~\NT{term} \\
- & | & \NT{term}~\NT{term} & \mbox{(application)} \\
- & | & \verb+Prop+ \mid \verb+Set+ \mid \verb+Type+ \mid \verb+CProp+ & \mbox{(sort)} \\
- & | & [\verb+[+~\NT{term}~\verb+]+]~\verb+match+~\NT{term}~\verb+with [+~[\NT{rule}~\{\verb+|+~\NT{rule}\}]~\verb+]+ & \mbox{(pattern match)} \\
- & | & \verb+(+~\NT{term}~\verb+:+~\NT{term}~\verb+)+ & \mbox{(cast)} \\
- & | & \verb+(+~\NT{term}~\verb+)+ \\
- & | & \BLOB(\NT{meta},\dots,\NT{meta}) & \mbox{(meta blob)} \\
- \NT{defs} & ::= & & \mbox{\bf mutual definitions} \\
- & & \NT{fun}~\{\verb+and+~\NT{fun}\} \\
- \NT{fun} & ::= & & \mbox{\bf functions} \\
- & & \NT{arg}~\{\NT{ptnames}\}^{+}~[\verb+on+~x]~\verb+\def+~\NT{term} \\
- \NT{binder} & ::= & & \mbox{\bf binders} \\
- & & \verb+\Pi+ \mid \verb+\exists+ \mid \verb+\forall+ \mid \verb+\lambda+ \\
- \NT{arg} & ::= & & \mbox{\bf single argument} \\
- & & \verb+_+ \mid x \mid \BLOB(\NT{meta},\dots,\NT{meta}) \\
- \NT{ptname} & ::= & & \mbox{\bf possibly typed name} \\
- & & \NT{arg} \\
- & | & \verb+(+~\NT{arg}~\verb+:+~\NT{term}~\verb+)+ \\
- \NT{ptnames} & ::= & & \mbox{\bf bound variables} \\
- & & \NT{arg} \\
- & | & \verb+(+~\NT{arg}~\{\verb+,+~\NT{arg}\}~[\verb+:+~\NT{term}]~\verb+)+ \\
- \NT{kind} & ::= & & \mbox{\bf induction kind} \\
- & & \verb+rec+ \mid \verb+corec+ \\
- \NT{rule} & ::= & & \mbox{\bf rules} \\
- & & x~\{\NT{ptname}\}~\verb+\Rightarrow+~\NT{term} \\[10ex]
-
- \NT{meta} & ::= & & \mbox{\bf meta} \\
- & & \BLOB(\NT{term},\dots,\NT{term}) & \mbox{(term blob)} \\
- & | & [\verb+term+]~x \\
- & | & \verb+number+~x \\
- & | & \verb+ident+~x \\
- & | & \verb+fresh+~x \\
- & | & \verb+anonymous+ \\
- & | & \verb+fold+~[\verb+left+\mid\verb+right+]~\NT{meta}~\verb+rec+~x~\NT{meta} \\
- & | & \verb+default+~\NT{meta}~\NT{meta} \\
- & | & \verb+if+~\NT{meta}~\verb+then+~\NT{meta}~\verb+else+~\NT{meta} \\
- & | & \verb+fail+
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:wfl2} Well-formedness rules for level 2 patterns.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}{@{}c@{}}
- \inference[\sc Constr]
- {P_i :: D_i}
- {\BLOB[P_1,\dots,P_n] :: D_i \oplus \cdots \oplus D_j} \\
- \inference[\sc TermVar]
- {}
- {\mathtt{term}~x :: x : \mathtt{Term}}
- \quad
- \inference[\sc NumVar]
- {}
- {\mathtt{number}~x :: x : \mathtt{Number}}
- \\
- \inference[\sc IdentVar]
- {}
- {\mathtt{ident}~x :: x : \mathtt{String}}
- \quad
- \inference[\sc FreshVar]
- {}
- {\mathtt{fresh}~x :: x : \mathtt{String}}
- \\
- \inference[\sc Success]
- {}
- {\mathtt{anonymous} :: \emptyset}
- \\
- \inference[\sc Fold]
- {P_1 :: D_1 & P_2 :: D_2 \oplus (x : \mathtt{Term}) & \DOMAIN(D_2)\ne\emptyset & \DOMAIN(D_1)\cap\DOMAIN(D_2)=\emptyset}
- {\mathtt{fold}~P_1~\mathtt{rec}~x~P_2 :: D_1 \oplus D_2~\mathtt{List}}
- \\
- \inference[\sc Default]
- {P_1 :: D \oplus D_1 & P_2 :: D & \DOMAIN(D_1) \ne \emptyset & \DOMAIN(D) \cap \DOMAIN(D_1) = \emptyset}
- {\mathtt{default}~P_1~P_2 :: D \oplus D_1~\mathtt{Option}}
- \\
- \inference[\sc If]
- {P_1 :: \emptyset & P_2 :: D & P_3 :: D }
- {\mathtt{if}~P_1~\mathtt{then}~P_2~\mathtt{else}~P_3 :: D}
- \qquad
- \inference[\sc Fail]
- {}
- {\mathtt{fail} :: \emptyset}
-%% & | & \verb+if+~\NT{meta}~\verb+then+~\NT{meta}~\verb+else+~\NT{meta} \\
-%% & | & \verb+fail+
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
- \caption{\label{tab:il2f1} Instantiation of level 2 patterns from level 1.
- \strut}
-\hrule
-\[
-\begin{array}{rcll}
-
-\IOT{C[t_1,\dots,t_n]}{\mathcal{E}} & =
-& C[\IOT{t_1}{\mathcal{E}},\dots,\IOT{t_n}{\mathcal{E}}] \\
-
-\IOT{\mathtt{term}~x}{\mathcal{E}} & = & t & \mathcal{E}(x) = \mathtt{Term}~t \\
-
-\IOT{\mathtt{number}~x}{\mathcal{E}} & =
-& n & \mathcal{E}(x) = \mathtt{Number}~n \\
-
-\IOT{\mathtt{ident}~x}{\mathcal{E}} & =
-& y & \mathcal{E}(x) = \mathtt{String}~y \\
-
-\IOT{\mathtt{fresh}~x}{\mathcal{E}} & = & y & \mathcal{E}(x) = \mathtt{String}~y \\
-
-\IOT{\mathtt{default}~P_1~P_2}{\mathcal{E}} & =
-& \IOT{P_1}{\UPDATE{\mathcal{E}}{x_i|->v_i}}
-& \mathcal{E}(x_i)=\mathtt{Some}~v_i \\
-& & & \NAMES(P_1)\setminus\NAMES(P_2)=\{x_1,\dots,x_n\} \\
-
-\IOT{\mathtt{default}~P_1~P_2}{\mathcal{E}} & =
-& \IOT{P_2}{\UPDATE{\mathcal{E}}{x_i|->\bot}}
-& \mathcal{E}(x_i)=\mathtt{None} \\
-& & & \NAMES(P_1)\setminus\NAMES(P_2)=\{x_1,\dots,x_n\} \\
-
-\IOT{\mathtt{fold}~\mathtt{right}~P_1~\mathtt{rec}~x~P_2}{\mathcal{E}}
-& =
-& \IOT{P_1}{\mathcal{E}'}
-& \mathcal{E}(\NAMES(P_2)\setminus\{x\}) = \{[],\dots,[]\} \\
-& & \multicolumn{2}{l}{\mathcal{E}'=\UPDATE{\mathcal{E}}{\NAMES(P_2)\setminus\{x\}|->\bot}}
-\\
-
-\IOT{\mathtt{fold}~\mathtt{right}~P_1~\mathtt{rec}~x~P_2}{\mathcal{E}}
-& =
-& \IOT{P_2}{\mathcal{E}'}
-& \mathcal{E}(y_i) = [v_{i1},\dots,v_{in}] \\
-& & & \NAMES(P_2)\setminus\{x\}=\{y_1,\dots,y_m\} \\
-& & \multicolumn{2}{l}{\mathcal{E}'(y) =
- \left\{
- \begin{array}{@{}ll}
- \IOT{\mathtt{fold}~\mathtt{right}~P_1~\mathtt{rec}~x~P_e}{\mathcal{E}''}
- & y=x \\
- v_{i1} & y=y_i \\
- \mathcal{E}(y) & \mbox{otherwise} \\
- \end{array}
- \right.} \\
-& & \multicolumn{2}{l}{\mathcal{E}''(y) =
- \left\{
- \begin{array}{@{}ll}
- [v_{i2};\dots;v_{in}] & y=y_i \\
- \mathcal{E}(y) & \mbox{otherwise} \\
- \end{array}
- \right.} \\
-
-\IOT{\mathtt{fold}~\mathtt{left}~P_1~\mathtt{rec}~x~P_2}{\mathcal{E}}
-& =
-& \mathit{eval\_fold}(x,P_2,\mathcal{E}')
-& \\
-& & \multicolumn{2}{l}{\mathcal{E}' = \UPDATE{\mathcal{E}}{x|->
-\IOT{P_1}{\UPDATE{\mathcal{E}}{\NAMES(P_2)|->\bot}}}} \\
-
-\mathit{eval\_fold}(x,P,\mathcal{E})
-& =
-& \mathcal{E}(x)
-& \mathcal{E}(\NAMES(P)\setminus\{x\})=\{[],\dots,[]\} \\
-
-\mathit{eval\_fold}(x,P,\mathcal{E})
-& =
-& \mathit{eval\_fold}(x,P,\mathcal{E}')
-& \mathcal{E}(y_i) = [v_{i1},\dots,v_{in}] \\
-& & & \NAMES(P)\setminus{x}=\{y_1,\dots,y_m\} \\
-&
-& \multicolumn{2}{l}{\mathcal{E}' = \UPDATE{\mathcal{E}}{x|->\IOT{P}{\mathcal{E}''}; ~ y_i |-> [v_{i2};\dots;v_{in_i}]}}
-\\
-&
-& \multicolumn{2}{l}{\mathcal{E}''(y) =
-\left\{
-\begin{array}{ll}
- v_1 & y\in \NAMES(P)\setminus\{x\} \\
- \mathcal{E}(x) & y=x \\
- \bot & \mathit{otherwise} \\
-\end{array}
-\right.
-}
-\\
-
-\end{array} \\
-\]
-\end{table}
-
-\begin{table}
-\caption{\label{tab:l2match} Pattern matching of level 2 terms.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}{@{}c@{}}
- \inference[\sc Constr]
- {t_i \in P_i ~> \mathcal E_i & i\ne j => \DOMAIN(\mathcal E_i)\cap\DOMAIN(\mathcal E_j)=\emptyset}
- {C[t_1,\dots,t_n] \in C[P_1,\dots,P_n] ~> \mathcal E_1 \oplus \cdots \oplus \mathcal E_n}
- \\
- \inference[\sc TermVar]
- {}
- {t \in [\mathtt{term}]~x ~> [x |-> \mathtt{Term}~t]}
- \quad
- \inference[\sc NumVar]
- {}
- {n \in \mathtt{number}~x ~> [x |-> \mathtt{Number}~n]}
- \\
- \inference[\sc IdentVar]
- {}
- {x \in \mathtt{ident}~x ~> [x |-> \mathtt{String}~x]}
- \quad
- \inference[\sc FreshVar]
- {}
- {x \in \mathtt{fresh}~x ~> [x |-> \mathtt{String}~x]}
- \\
- \inference[\sc Success]
- {}
- {t \in \mathtt{anonymous} ~> \emptyset}
- \\
- \inference[\sc DefaultT]
- {t \in P_1 ~> \mathcal E}
- {t \in \mathtt{default}~P_1~P_2 ~> \mathcal E'}
- \quad
- \mathcal E'(x) = \left\{
- \renewcommand{\arraystretch}{1}
- \begin{array}{ll}
- \mathtt{Some}~\mathcal{E}(x) & x \in \NAMES(P_1) \setminus \NAMES(P_2) \\
- \mathcal{E}(x) & \mbox{otherwise}
- \end{array}
- \right.
- \\
- \inference[\sc DefaultF]
- {t \not\in P_1 & t \in P_2 ~> \mathcal E}
- {t \in \mathtt{default}~P_1~P_2 ~> \mathcal E'}
- \quad
- \mathcal E'(x) = \left\{
- \renewcommand{\arraystretch}{1}
- \begin{array}{ll}
- \mathtt{None} & x \in \NAMES(P_1) \setminus \NAMES(P_2) \\
- \mathcal{E}(x) & \mbox{otherwise}
- \end{array}
- \right.
- \\
- \inference[\sc IfT]
- {t \in P_1 ~> \mathcal E' & t \in P_2 ~> \mathcal E}
- {t \in \mathtt{if}~P_1~\mathtt{then}~P_2~\mathtt{else}~P_3 ~> \mathcal E}
- \quad
- \inference[\sc IfF]
- {t \not\in P_1 & t \in P_3 ~> \mathcal E}
- {t \in \mathtt{if}~P_1~\mathtt{then}~P_2~\mathtt{else}~P_3 ~> \mathcal E}
- \\
- \inference[\sc FoldRec]
- {t \in P_2 ~> \mathcal E & \mathcal{E}(x) \in \mathtt{fold}~d~P_1~\mathtt{rec}~x~P_2 ~> \mathcal E'}
- {t \in \mathtt{fold}~d~P_1~\mathtt{rec}~x~P_2 ~> \mathcal E''}
- \\
- \mbox{where}~\mathcal{E}''(y) = \left\{
- \renewcommand{\arraystretch}{1}
- \begin{array}{ll}
- \mathcal{E}(y)::\mathcal{E}'(y) & y \in \NAMES(P_2) \setminus \{x\} \wedge d = \mathtt{right} \\
- \mathcal{E}'(y)@[\mathcal{E}(y)] & y \in \NAMES(P_2) \setminus \{x\} \wedge d = \mathtt{left} \\
- \mathcal{E}'(y) & \mbox{otherwise}
- \end{array}
- \right.
- \\
- \inference[\sc FoldBase]
- {t \not\in P_2 & t \in P_1 ~> \mathcal E}
- {t \in \mathtt{fold}~P_1~\mathtt{rec}~x~P_2 ~> \mathcal E'}
- \quad
- \mathcal E'(y) = \left\{
- \renewcommand{\arraystretch}{1}
- \begin{array}{ll}
- [] & y \in \NAMES(P_2) \setminus \{x\} \\
- \mathcal{E}(y) & \mbox{otherwise}
- \end{array}
- \right.
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
- \caption{\label{tab:synl3} Abstract syntax of level 3 terms and patterns.}
- \hrule
- \[
- \begin{array}{@{}ll@{}}
- \begin{array}[t]{rcll}
- T & : := & & \mbox{(\bf terms)} \\
- & & u & \mbox{(uri)} \\
- & | & \lambda x.T & \mbox{($\lambda$-abstraction)} \\
- & | & (T_1 \dots T_n) & \mbox{(application)} \\
- & | & \dots \\[2ex]
- \end{array} &
- \begin{array}[t]{rcll}
- P & : := & & \mbox{(\bf patterns)} \\
- & & u & \mbox{(uri)} \\
- & | & V & \mbox{(variable)} \\
- & | & (P_1 \dots P_n) & \mbox{(application)} \\[2ex]
- V & : := & & \mbox{(\bf variables)} \\
- & & \TVAR{x} & \mbox{(term variable)} \\
- & | & \IMPVAR & \mbox{(implicit variable)} \\
- \end{array} \\
- \end{array}
- \]
- \hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:wfl3} Well-formedness rules for level 3 patterns.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}{@{}c@{}}
- \inference[\sc Uri] {} {u :: \emptyset} \quad
- \inference[\sc ImpVar] {} {\TVAR{x} :: \emptyset} \quad
- \inference[\sc TermVar] {} {\TVAR{x} :: x:\mathtt{Term}} \\
- \inference[\sc Appl]
- {P_i :: D_i
- \quad \forall i,j,i\neq j=>\DOMAIN(D_i)\cap\DOMAIN(D_j)=\emptyset}
- {P_1\cdots P_n :: D_1\oplus\cdots\oplus D_n} \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
- \caption{\label{tab:synargp} Abstract syntax of applicative symbol patterns.}
- \hrule
- \[
- \begin{array}{rcll}
- P & : := & & \mbox{(\bf patterns)} \\
- & & s ~ \{ \mathit{arg} \} & \mbox{(symbol pattern)} \\[2ex]
- \mathit{arg} & : := & & \mbox{(\bf argument)} \\
- & & \TVAR{x} & \mbox{(term variable)} \\
- & | & \eta.\mathit{arg} & \mbox{($\eta$-abstraction)} \\
- \end{array}
- \]
- \hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:wfargp} Well-formedness rules for applicative symbol
-patterns.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}{@{}c@{}}
- \inference[\sc Pattern]
- {\mathit{arg}_i :: D_i
- \quad \forall i,j,i\neq j=>\DOMAIN(D_i)\cap\DOMAIN(D_j)=\emptyset}
- {s~\mathit{arg}_1\cdots\mathit{arg}_n :: D_1\oplus\cdots\oplus D_n} \\
- \inference[\sc TermVar]
- {}
- {\TVAR{x} :: x : \mathtt{Term}}
- \quad
- \inference[\sc EtaAbs]
- {\mathit{arg} :: D}
- {\eta.\mathit{arg} :: D}
- \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:l3match} Pattern matching of level 3 terms.\strut}
-\hrule
-\[
-\renewcommand{\arraystretch}{3.5}
-\begin{array}{@{}c@{}}
- \inference[\sc Uri] {} {u\in u ~> []} \quad
- \inference[\sc Appl] {t_i\in P_i ~> \mathcal{E}_i}
- {(t_1\dots t_n)\in(P_1\dots P_n) ~>
- \mathcal{E}_1\oplus\cdots\oplus\mathcal{E}_n} \\
- \inference[\sc TermVar] {} {t\in \TVAR{x} ~> [x |-> \mathtt{Term}~t]} \quad
- \inference[\sc ImpVar] {} {t\in \IMPVAR ~> []} \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\begin{table}
-\caption{\label{tab:iapf3} Instantiation of applicative symbol patterns (from
-level 3).\strut}
-\hrule
-\[
-\begin{array}{rcll}
- \IAP{s~a_1\cdots a_n}{\mathcal{E}} & = &
- (s~\IAPP{a_1}{\mathcal{E}}{0}\cdots\IAPP{a_n}{\mathcal{E}}{0}) & \\
- \IAPP{\TVAR{x}}{\mathcal{E}}{0} & = & t & \mathcal{E}(x)=\mathtt{Term}~t \\
- \IAPP{\TVAR{x}}{\mathcal{E}}{i+1} & = & \lambda y.\IAPP{t}{\mathcal{E}}{i}
- & \mathcal{E}(x)=\mathtt{Term}~\lambda y.t \\
- \IAPP{\TVAR{x}}{\mathcal{E}}{i+1} & =
- & \lambda y_1.\cdots.\lambda y_{i+1}.t~y_1\cdots y_{i+1}
- & \mathcal{E}(x)=\mathtt{Term}~t\wedge\forall y,t\neq\lambda y.t \\
- \IAPP{\eta.a}{\mathcal{E}}{i} & = & \IAPP{a}{\mathcal{E}}{i+1} \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\section{Type checking}
-
-\subsection{Level 1 $<->$ Level 2}
-
-\newcommand{\GUARDED}{\mathit{guarded}}
-\newcommand{\TRUE}{\mathit{true}}
-\newcommand{\FALSE}{\mathit{false}}
-
-\newcommand{\TN}{\mathit{tn}}
-
-\begin{table}
-\caption{\label{tab:guarded} Guarded condition of level 2
-pattern. Note that the recursive case of the \texttt{fold} magic is
-not explicitly required to be guarded. The point is that it must
-contain at least two distinct names, and this guarantees that whatever
-is matched by the recursive pattern, the terms matched by those two
-names will be smaller than the whole matched term.\strut} \hrule
-\[
-\begin{array}{rcll}
- \GUARDED(C(M(P))) & = & \GUARDED(P) \\
- \GUARDED(C(t_1,\dots,t_n)) & = & \TRUE \\
- \GUARDED(\mathtt{term}~x) & = & \FALSE \\
- \GUARDED(\mathtt{number}~x) & = & \FALSE \\
- \GUARDED(\mathtt{ident}~x) & = & \FALSE \\
- \GUARDED(\mathtt{fresh}~x) & = & \FALSE \\
- \GUARDED(\mathtt{anonymous}) & = & \TRUE \\
- \GUARDED(\mathtt{default}~P_1~P_2) & = & \GUARDED(P_1) \wedge \GUARDED(P_2) \\
- \GUARDED(\mathtt{if}~P_1~\mathtt{then}~P_2~\mathtt{else}~P_3) & = & \GUARDED(P_2) \wedge \GUARDED(P_3) \\
- \GUARDED(\mathtt{fail}) & = & \TRUE \\
- \GUARDED(\mathtt{fold}~d~P_1~\mathtt{rec}~x~P_2) & = & \GUARDED(P_1)
-\end{array}
-\]
-\hrule
-\end{table}
-
-%% Assume that we have two corresponding patterns $P_1$ (level 1) and
-%% $P_2$ (level 2) and that we have to check whether they are
-%% ``correct''. First we define the notion of \emph{top-level names} of
-%% $P_1$ and $P_2$, as follows:
-%% \[
-%% \begin{array}{rcl}
-%% \TN(C_1[P'_1,\dots,P'_2]) & = & \TN(P'_1) \cup \cdots \cup \TN(P'_2) \\
-%% \TN(\TVAR{x}) & = & \{x\} \\
-%% \TN(\NVAR{x}) & = & \{x\} \\
-%% \TN(\IVAR{x}) & = & \{x\} \\
-%% \TN(\mathtt{list0}~P'~l?) & = & \emptyset \\
-%% \TN(\mathtt{list1}~P'~l?) & = & \emptyset \\
-%% \TN(\mathtt{opt}~P') & = & \emptyset \\[3ex]
-%% \TN(\BLOB(P''_1,\dots,P''_2)) & = & \TN(P''_1) \cup \cdots \cup \TN(P''_2) \\
-%% \TN(\mathtt{term}~x) & = & \{x\} \\
-%% \TN(\mathtt{number}~x) & = & \{x\} \\
-%% \TN(\mathtt{ident}~x) & = & \{x\} \\
-%% \TN(\mathtt{fresh}~x) & = & \{x\} \\
-%% \TN(\mathtt{anonymous}) & = & \emptyset \\
-%% \TN(\mathtt{fold}~P''_1~\mathtt{rec}~x~P''_2) & = & \TN(P''_1) \\
-%% \TN(\mathtt{default}~P''_1~P''_2) & = & \TN(P''_1) \cap \TN(P''_2) \\
-%% \TN(\mathtt{if}~P''_1~\mathtt{then}~P''_2~\mathtt{else}~P''_3) & = & \TN(P''_2) \\
-%% \TN(\mathtt{fail}) & = & \emptyset
-%% \end{array}
-%% \]
-
-We say that a \emph{bidirectional transformation}
-\[
- P_1 <=> P_2
-\]
-is well-formed if:
-\begin{itemize}
- \item $P_1$ is a well-formed \emph{level 1 pattern} in some context $D$ and
- $P_2$ is a well-formed \emph{level 2 pattern} in the very same context $D$,
- that is $P_1 :: D$ and $P_2 :: D$;
- \item the pattern $P_2$ is guarded, that is $\GUARDED(P_2)=\TRUE$;
- \item for any direct sub-pattern $\mathtt{opt}~P'_1$ of $P_1$ such
- that $\mathtt{opt}~P'_1 :: X$ there is a sub-pattern
- $\mathtt{default}~P'_2~P''_2$ of $P_2$ such that
- $\mathtt{default}~P'_2~P''_2 :: X \oplus Y$ for some context $Y$;
- \item for any direct sub-pattern $\mathtt{list}~P'_1~l?$ of $P_1$
- such that $\mathtt{list}~P'_1~l? :: X$ there is a sub-pattern
- $\mathtt{fold}~P'_2~\mathtt{rec}~x~P''_2$ of $P_2$ such that
- $\mathtt{fold}~P'_2~\mathtt{rec}~x~P''_2 :: X \oplus Y$ for some
- context $Y$.
-\end{itemize}
-
-A \emph{left-to-right transformation}
-\[
- P_1 => P_2
-\]
-is well-formed if $P_2$ does not contain \texttt{if}, \texttt{fail},
-or \texttt{anonymous} meta patterns.
-
-Note that the transformations are in a sense asymmetric. Moving from
-the concrete syntax (level 1) to the abstract syntax (level 2) we
-forget about syntactic details. Moving from the abstract syntax to the
-concrete syntax we may want to forget about redundant structure
-(types).
-
-Relationship with grammatical frameworks?
-
-\subsection{Level 2 $<->$ Level 3}
-
-We say that an \emph{interpretation}
-\[
- P_2 <=> P_3
-\]
-is well-formed if:
-\begin{itemize}
- \item $P_2$ is a well-formed \emph{applicative symbol pattern} in some context
- $D$ and $P_3$ is a well-formed \emph{level 3 pattern} in the very same
- context $D$, that is $P_2 :: D$ and $P_3 :: D$.
-\end{itemize}
-
+++ /dev/null
-%%
-%% This is file `infernce.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,inference')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from infernce.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@@tempa,\@@tempb,\@adjustPremises,\@inference}
-\TestForConflict{\@inferenceBack,\@inferenceFront,\@inferenceOrPremis}
-\TestForConflict{\@premises,\@processInference,\@processPremiseLine}
-\TestForConflict{\@setLengths,\inference,\predicate,\predicatebegin}
-\TestForConflict{\predicateend,\setnamespace,\setpremisesend}
-\TestForConflict{\setpremisesspace,\@makeLength,\@@space}
-\TestForConflict{\@@aLineBox,\if@@shortDivider}
-\newtoks\@@tempa
-\newtoks\@@tempb
-\newcommand{\@makeLength}[4]{
- \@@tempa=\expandafter{\csname @@#2\endcsname}
- \@@tempb=\expandafter{\csname @set#2\endcsname} %
- \expandafter \newlength \the\@@tempa
- \expandafter \newcommand \the\@@tempb {}
- \expandafter \newcommand \csname set#1\endcsname[1]{}
- \expandafter \xdef \csname set#1\endcsname##1%
- {{\dimen0=##1}%
- \noexpand\renewcommand{\the\@@tempb}{%
- \noexpand\setlength{\the \@@tempa}{##1 #4}}%
- }%
- \csname set#1\endcsname{#3}
- \@@tempa=\expandafter{\@setLengths} %
- \edef\@setLengths{\the\@@tempa \the\@@tempb} %
- }
-
-\newcommand{\@setLengths}{%
- \setlength{\baselineskip}{1.166em}%
- \setlength{\lineskip}{1pt}%
- \setlength{\lineskiplimit}{1pt}}
-\@makeLength{premisesspace}{pSpace}{1.5em}{plus 1fil}
-\@makeLength{premisesend}{pEnd}{.75em}{plus 0.5fil}
-\@makeLength{namespace}{nSpace}{.5em}{}
-\newbox\@@aLineBox
-\newif\if@@shortDivider
-\newcommand{\@@space}{ }
-\newcommand{\predicate}[1]{\predicatebegin #1\predicateend}
-\newcommand{\predicatebegin}{$}
-\newcommand{\predicateend}{$}
-\def\inference{%
- \@@shortDividerfalse
- \expandafter\hbox\bgroup
- \@ifstar{\@@shortDividertrue\@inferenceFront}%
- \@inferenceFront
-}
-\def\@inferenceFront{%
- \@ifnextchar[%
- {\@inferenceFrontName}%
- {\@inferenceMiddle}%
-}
-\def\@inferenceFrontName[#1]{%
- \setbox3=\hbox{\footnotesize #1}%
- \ifdim \wd3 > \z@
- \unhbox3%
- \hskip\@@nSpace
- \fi
- \@inferenceMiddle
-}
-\long\def\@inferenceMiddle#1{%
- \@setLengths%
- \setbox\@@pBox=
- \vbox{%
- \@premises{#1}%
- \unvbox\@@pBox
- }%
- \@inferenceBack
-}
-\long\def\@inferenceBack#1{%
- \setbox\@@cBox=%
- \hbox{\hskip\@@pEnd \predicate{\ignorespaces#1}\unskip\hskip\@@pEnd}%
- \setbox1=\hbox{$ $}%
- \setbox\@@pBox=\vtop{\unvbox\@@pBox
- \vskip 4\fontdimen8\textfont3}%
- \setbox\@@cBox=\vbox{\vskip 4\fontdimen8\textfont3%
- \box\@@cBox}%
- \if@@shortDivider
- \ifdim\wd\@@pBox >\wd\@@cBox%
- \dimen1=\wd\@@pBox%
- \else%
- \dimen1=\wd\@@cBox%
- \fi%
- \dimen0=\wd\@@cBox%
- \hbox to \dimen1{%
- \hss
- $\frac{\hbox to \dimen0{\hss\box\@@pBox\hss}}%
- {\box\@@cBox}$%
- \hss
- }%
- \else
- $\frac{\box\@@pBox}%
- {\box\@@cBox}$%
- \fi
- \@ifnextchar[%
- {\@inferenceBackName}%{}%
- {\egroup}
-}
-\def\@inferenceBackName[#1]{%
- \setbox3=\hbox{\footnotesize #1}%
- \ifdim \wd3 > \z@
- \hskip\@@nSpace
- \unhbox3%
- \fi
- \egroup
-}
-\newcommand{\@premises}[1]{%
- \setbox\@@pBox=\vbox{}%
- \dimen\@@maxwidth=\wd\@@cBox%
- \@processPremises #1\\\end%
- \@adjustPremises%
-}
-\newcommand{\@adjustPremises}{%
- \setbox\@@pBox=\vbox{%
- \@@moreLinestrue %
- \loop %
- \setbox\@@pBox=\vbox{%
- \unvbox\@@pBox %
- \global\setbox\@@aLineBox=\lastbox %
- }%
- \ifvoid\@@aLineBox %
- \@@moreLinesfalse %
- \else %
- \hbox to \dimen\@@maxwidth{\unhbox\@@aLineBox}%
- \fi %
- \if@@moreLines\repeat%
- }%
-}
-\def\@processPremises#1\\#2\end{%
- \setbox\@@pLineBox=\hbox{}%
- \@processPremiseLine #1&\end%
- \setbox\@@pLineBox=\hbox{\unhbox\@@pLineBox \unskip}%
- \ifdim \wd\@@pLineBox > \z@ %
- \setbox\@@pLineBox=%
- \hbox{\hskip\@@pEnd \unhbox\@@pLineBox \hskip\@@pEnd}%
- \ifdim \wd\@@pLineBox > \dimen\@@maxwidth %
- \dimen\@@maxwidth=\wd\@@pLineBox %
- \fi %
- \setbox\@@pBox=\vbox{\box\@@pLineBox\unvbox\@@pBox}%
- \fi %
- \def\sem@tmp{#2}%
- \ifx \sem@tmp\empty \else %
- \@ReturnAfterFi{%
- \@processPremises #2\end %
- }%
- \fi%
-}
-\def\@processPremiseLine#1\end{%
- \def\sem@tmp{#1}%
- \ifx \sem@tmp\empty \else%
- \ifx \sem@tmp\@@space \else%
- \setbox\@@pLineBox=%
- \hbox{\unhbox\@@pLineBox%
- \@inferenceOrPremis #1\inference\end%
- \hskip\@@pSpace}%
- \fi%
- \fi%
- \def\sem@tmp{#2}%
- \ifx \sem@tmp\empty \else%
- \@ReturnAfterFi{%
- \@processPremiseLine#2\end%
- }%
- \fi%
-}
-\def\@inferenceOrPremis#1\inference{%
- \@ifnext \end
- {\@dropnext{\predicate{\ignorespaces #1}\unskip}}%
- {\@processInference #1\inference}%
-}
-\def\@processInference#1\inference\end{%
- \ignorespaces #1%
- \setbox3=\lastbox
- \dimen3=\dp3
- \advance\dimen3 by -\fontdimen22\textfont2
- \advance\dimen3 by \fontdimen8\textfont3
- \expandafter\raise\dimen3\box3%
-}
-\long\def\@ReturnAfterFi#1\fi{\fi#1}
-\fi
-\endinput
-%%
-%% End of file `infernce.sty'.
+++ /dev/null
-%%
-%% This is file `ligature.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,ligature')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from ligature.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@addligto,\@addligtofollowlist,\@def@ligstep}
-\TestForConflict{\@@trymathlig,\@defactive,\@defligstep}
-\TestForConflict{\@definemathlig,\@domathligfirsts,\@domathligfollows}
-\TestForConflict{\@exitmathlig,\@firstmathligs,\@ifactive,\@ifcharacter}
-\TestForConflict{\@ifinlist,\@lastvalidmathlig,\@mathliglink}
-\TestForConflict{\@mathligredefactive,\@mathligsoff,\@mathligson}
-\TestForConflict{\@seentoks,\@setupfirstligchar,\@try@mathlig}
-\TestForConflict{\@trymathlig,\if@mathligon,\mathlig,\mathligprotect}
-\TestForConflict{\mathligsoff,\mathligson,\@startmathlig,\@pushedtoks}
-\newif\if@mathligon
-\DeclareRobustCommand\mathlig[1]{\@addligtolists#1\@@
- \if@mathligon\mathligson\fi
- \@setupfirstligchar#1\@@
- \@defligstep{}#1\@@}
-\def\@mathligson{\if@mathligon\mathligson\fi}
-\def\@mathligsoff{\if@mathligon\mathligsoff\@mathligontrue\fi}
-\DeclareRobustCommand\mathligprotect[1]{\expandafter
- \def\expandafter#1\expandafter{%
- \expandafter\@mathligsoff#1\@mathligson}}
-\DeclareRobustCommand\mathligson{\def\do##1##2##3{\mathcode`##1="8000}%
- \@domathligfirsts\@mathligontrue}
-\AtBeginDocument{\mathligson}
-\DeclareRobustCommand\mathligsoff{\def\do##1##2##3{\mathcode`##1=##2}%
- \@domathligfirsts\@mathligonfalse}
-\edef\@mathliglink{Error: \noexpand\verb|\string\@mathliglink| expanded}
-{\catcode`\A=11\catcode`\1=12\catcode`\~=13 % Letter, Other and Active
-\gdef\@ifcharacter#1{\ifcat A\noexpand#1\let\next\@firstoftwo
- \else\ifcat 1\noexpand#1\let\next\@firstoftwo
- \else\ifcat \noexpand~\noexpand#1\let\next\@firstoftwo
- \else\let\next\@secondoftwo\fi\fi\fi\next}%
-\gdef\@ifactive#1{\ifcat \noexpand~\noexpand#1\let\next\@firstoftwo
- \else\let\next\@secondoftwo\fi\next}}
-\def\@domathligfollows{}\def\@domathligfirsts{}
-\def\@makemathligsactive{\mathligson
- \def\do##1##2##3{\catcode`##1=12}\@domathligfollows}
-\def\@makemathligsnormal{\mathligsoff
- \def\do##1##2##3{\catcode`##1=##3}\@domathligfollows}
-\def\@ifinlist#1#2{\@tempswafalse
- \def\do##1##2##3{\ifnum`##1=`#2\relax\@tempswatrue\fi}#1%
- \if@tempswa\let\next\@firstoftwo\else\let\next\@secondoftwo\fi\next}
-\def\@addligto#1#2{%
- \@ifinlist#1#2{\def\do##1##2##3{\noexpand\do\noexpand##1%
- \ifnum`##1=`#2 {\the\mathcode`#2}{\the\catcode`#2}%
- \else{##2}{##3}\fi}%
- \edef#1{#1}}%
- {\def\do##1##2##3{\noexpand\do\noexpand##1%
- \ifnum`##1=`#2 {\the\mathcode`#2}{\the\catcode`#2}%
- \else{##2}{##3}\fi}%
- \edef#1{#1\do#2{\the\mathcode`#2}{\the\catcode`#2}}}}
-\def\@addligtolists#1{\expandafter\@addligto
- \expandafter\@domathligfirsts
- \csname\string#1\endcsname\@addligtofollowlist}
-\def\@addligtofollowlist#1{\ifx#1\@@\let\next\relax\else
- \def\next{\expandafter\@addligto
- \expandafter\@domathligfollows
- \csname\string#1\endcsname
- \@addligtofollowlist}\fi\next}
-\def\@defligstep#1#2{\def\@tempa##1{\ifx##1\endcsname
- \expandafter\endcsname\else
- \string##1\expandafter\@tempa\fi}%
- \expandafter\@def@ligstep\csname @mathlig\@tempa#1#2\endcsname{#1#2}}
-\def\@def@ligstep#1#2#3{%
- \ifx#3\@@
- \def\next{\def#1}%
- \else
- \ifx#1\relax
- \def\next{\let#1\@mathliglink\@defligstep{#2}#3}%
- \else
- \def\next{\@defligstep{#2}#3}%
- \fi
- \fi\next}
-\def\@setupfirstligchar#1#2\@@{%
- \@ifactive{#1}{%
- \expandafter\expandafter\expandafter\@mathligredefactive
- \expandafter\string\expandafter#1\expandafter{#1}{#1}}%
- {\@defactive#1{\@startmathlig #1}\@namedef{@mathlig#1}{#1}}}
-\def\@mathligredefactive#1#2#3{%
- \def#3{{}\ifmmode\def\next{\@startmathlig#1}\else
- \def\next{#2}\fi\next}%
- \@namedef{@mathlig#1}{#2}}
-\def\@defactive#1{\@ifundefined{@definemathlig\string#1}%
- {\@latex@error{Illegal first character in math ligature}
- {You can only use \@firstmathligs\space as the first^^J
- character of a math ligature}}%
- {\csname @definemathlig\string#1\endcsname}}
-
-{\def\@firstmathligs{}\def\do#1{\catcode`#1=\active
- \expandafter\gdef\expandafter\@firstmathligs
- \expandafter{\@firstmathligs\space\string#1}\next}
- \def\next#1{\expandafter\gdef\csname
- @definemathlig\string#1\endcsname{\def#1}}
- \do{"}"\do{@}@\do{/}/\do{(}(\do{)})\do{[}[\do{]}]\do{=}=
- \do{?}?\do{!}!\do{`}`\do{'}'\do{|}|\do{~}~\do{<}<\do{>}>
- \do{+}+\do{-}-\do{*}*\do{.}.\do{,},\do{:}:\do{;};}
-\newtoks\@pushedtoks
-\newtoks\@seentoks
-\def\@startmathlig{\def\@lastvalidmathlig{}\@pushedtoks{}%
- \@seentoks{}\@trymathlig}
-\def\@trymathlig{\futurelet\next\@@trymathlig}
-\def\@@trymathlig{\@ifcharacter\next{\@try@mathlig}{\@exitmathlig{}}}
-\def\@exitmathlig#1{%
- \expandafter\@makemathligsnormal\@lastvalidmathlig\mathligson
- \the\@pushedtoks#1}
-\def\@try@mathlig#1{%\typeout{char: #1 catcode: \the\catcode`#1
- \@ifundefined{@mathlig\the\@seentoks#1}{\@exitmathlig{#1}}%
- {\expandafter\ifx
- \csname @mathlig\the\@seentoks#1\endcsname
- \@mathliglink
- \expandafter\@pushedtoks
- \expandafter=\expandafter{\the\@pushedtoks#1}%
- \else
- \expandafter\let\expandafter\@lastvalidmathlig
- \csname @mathlig\the\@seentoks#1\endcsname
- \@pushedtoks={}%
- \fi
- \expandafter\@seentoks\expandafter=\expandafter%
- {\the\@seentoks#1}\@makemathligsactive\obeyspaces\@trymathlig}}
-\edef\patch@newmcodes@{%
- \mathcode\number`\'=39
- \mathcode\number`\*=42
- \mathcode\number`\.=\string "613A
- \mathchardef\noexpand\std@minus=\the\mathcode`\-\relax
- \mathcode\number`\-=45
- \mathcode\number`\/=47
- \mathcode\number`\:=\string "603A\relax
-}
-\AtBeginDocument{\let\newmcodes@=\patch@newmcodes@}
-\fi
-\endinput
-%%
-%% End of file `ligature.sty'.
+++ /dev/null
-\documentclass[a4paper,draft]{article}
-
-\usepackage{manfnt}
-\usepackage{a4wide}
-\usepackage{pifont}
-\usepackage{semantic}
-\usepackage{stmaryrd,latexsym}
-
-\newcommand{\BLOB}{\raisebox{0ex}{\small\manstar}}
-
-\newcommand{\MATITA}{\ding{46}\textsf{\textbf{Matita}}}
-
-\title{Extensible notation for \MATITA}
-\author{Luca Padovani \qquad Stefano Zacchiroli \\
-\small Department of Computer Science, University of Bologna \\
-\small Mura Anteo Zamboni, 7 -- 40127 Bologna, ITALY \\
-\small \{\texttt{lpadovan}, \texttt{zacchiro}\}\texttt{@cs.unibo.it}}
-
-\newcommand{\BREAK}{\mathtt{break}}
-\newcommand{\TVAR}[1]{#1:\mathtt{term}}
-\newcommand{\IMPVAR}{\TVAR{\_}}
-\newcommand{\NVAR}[1]{#1:\mathtt{number}}
-\newcommand{\IVAR}[1]{#1:\mathtt{name}}
-\newcommand{\FENCED}[1]{\texttt{\char'050}#1\texttt{\char'051}}
-\newcommand{\ITO}[2]{|[#1|]_{\mathcal#2}^1}
-\newcommand{\IOT}[2]{|[#1|]_{#2}^2}
-\newcommand{\IAP}[2]{|[#1|]_{#2}^a}
-\newcommand{\IAPP}[3]{|[#1|]_{#2,#3}^a}
-\newcommand{\ADDPARENS}[2]{\llparenthesis#1\rrparenthesis^{#2}}
-\newcommand{\NAMES}{\mathit{names}}
-\newcommand{\DOMAIN}{\mathit{domain}}
-\newcommand{\UPDATE}[2]{#1[#2]}
-
-\mathlig{~>}{\leadsto}
-\mathlig{|->}{\mapsto}
-
-\begin{document}
- \maketitle
-
- \input{body}
-
-\end{document}
-
+++ /dev/null
-%%
-%% This is file `manfnt.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% manfnt.dtx
-%%
-%% Copyright (C) 1998 - 99 by Axel Kielhorn, all rights reserved
-%% Copyright (C) 1999 by Denis Kosygin, all rights reserved.
-%% For additional copyright information see further down in this file.
-%%
-%% This file is to be used with the LaTeX2e system.
-%% ------------------------------------------------
-%%
-%% This program can be redistributed and/or modified under the terms
-%% of the LaTeX Project Public License Distributed from CTAN
-%% archives in directory macros/latex/base/lppl.txt; either
-%% version 1 of the License, or any later version.
-%%
-%% Copyright (C) 1998 - 99 by Axel Kielhorn, all rights reserved
-%% Copyright (C) 1999 by Denis Kosygin, all rights reserved.
-%%
-%% This program can be redistributed and/or modified under the terms
-%% of the LaTeX Project Public License Distributed from CTAN
-%% archives in directory macros/latex/base/lppl.txt; either
-%% version 1 of the License, or any later version.
-\def\fileversion{0.2}
-\def\filedate{1999/07/01}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{manfnt}[\filedate \fileversion LaTeX2e manfnt package]
-\DeclareFontFamily{U}{manual}{}
-\DeclareFontShape{U}{manual}{m}{n}{ <-> manfnt }{}
-\newcommand{\manfntsymbol}[1]{%
- {\fontencoding{U}\fontfamily{manual}\selectfont\symbol{#1}}}
-\newcommand{\manhpennib}{\manfntsymbol{21}}
-\newcommand{\mantiltpennib}{\manfntsymbol{22}}
-\newcommand{\manvpennib}{\manfntsymbol{23}}
-\newcommand{\mankidney}{\manfntsymbol{17}}
-\newcommand{\manboldkidney}{\manfntsymbol{18}}
-\newcommand{\manpenkidney}{\manfntsymbol{19}}
-\newcommand{\manlhpenkidney}{\manfntsymbol{20}}
-\newcommand{\manquartercircle}{\manfntsymbol{32}}
-\newcommand{\manfilledquartercircle}{\manfntsymbol{33}}
-\newcommand{\manrotatedquartercircle}{\manfntsymbol{34}}
-\newcommand{\mancone}{\manfntsymbol{35}}
-\newcommand{\manconcentriccircles}{\manfntsymbol{36}}
-\newcommand{\manconcentricdiamond}{\manfntsymbol{37}}
-\newcommand{\mantriangleright}{\manfntsymbol{120}}% Triangle for exercises
-\newcommand{\mantriangleup}{% Upper triangle for Addison-Wesley logo
- \manfntsymbol{54}}
-\newcommand{\mantriangledown}{% Lower triangle for Addison-Wesley logo
- \manfntsymbol{55}}
-\newcommand{\mancube}{\manfntsymbol{28}}
-\newcommand{\manimpossiblecube}{\manfntsymbol{29}}
-\newcommand{\manquadrifolium}{\manfntsymbol{38}}% \fouru
-\newcommand{\manrotatedquadrifolium}{\manfntsymbol{39}}% \fourc
-\newcommand{\manstar}{\manfntsymbol{30}}% Bicentennial star
-\newcommand{\manerrarrow}{\manfntsymbol{121}}% Arrow for errata lists
-\newcommand{\dbend}{\manfntsymbol{127}}% Z-shaped
-\newcommand{\lhdbend}{\manfntsymbol{126}}% Lefthanded (S-shaped)
-\newcommand{\reversedvideodbend}{\manfntsymbol{0}}% Reversed video
-\newcommand{\textdbend}{\text@dbend{\dbend}}
-\newcommand{\textlhdbend}{\text@dbend{\lhdbend}}
-\newcommand{\textreversedvideodbend}{\text@dbend{\reversedvideodbend}}
-\newlength{\dbend@height}
-\newcommand{\text@dbend}[1]{%
- \settoheight{\dbend@height}{#1}%
- \divide\dbend@height by 15%
- \multiply\dbend@height by 22%
- \raisebox{\dbend@height}{#1}}
-\endinput
-%%
-%% End of file `manfnt.sty'.
+++ /dev/null
-%%
-%% This is file `reserved.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,reservedWords')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from reserved.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\reservestyle,\@reservestyle,\setreserved,\<}
-\TestForConflict{\@parseDefineReserved,\@xparseDefineReserved}
-\TestForConflict{\@defineReserved,\@xdefineReserved}
-\newcommand{\reservestyle}[3][]{
- \newcommand{#2}{\@parseDefineReserved{#1}{#3}}
- \expandafter\expandafter\expandafter\def
- \expandafter\csname set\expandafter\@gobble\string#2\endcsname##1%
- {#1{#3{##1}}}}
-\newtoks\@@spacing
-\newtoks\@@formating
-\def\@parseDefineReserved#1#2{%
- \@ifnextchar[{\@xparseDefineReserved{#2}}%
- {\@xparseDefineReserved{#2}[#1]}}
-\def\@xparseDefineReserved#1[#2]#3{%
- \@@formating{#1}%
- \@@spacing{#2}%
- \expandafter\@defineReserved#3,\end
-}
-\def\@defineReserved#1,{%
- \@ifnextchar\end
- {\@xdefineReserved #1[]\END\@gobble}%
- {\@xdefineReserved#1[]\END\@defineReserved}}
-\def\@xdefineReserved#1[#2]#3\END{%
- \def\reserved@a{#2}%
- \ifx \reserved@a\empty \toks0{#1}\else \toks0{#2} \fi
- \expandafter\edef\csname\expandafter<#1>\endcsname
- {\the\@@formating{\the\@@spacing{\the\toks0}}}}
-\def\setreserved#1>{%
- \expandafter\let\expandafter\reserved@a\csname<#1>\endcsname
- \@ifundefined{reserved@a}{\PackageError{Semantic}
- {``#1'' is not defined as a reserved word}%
- {Before referring to a name as a reserved word, it %
- should be defined\MessageBreak using an appropriate style
- definer. A style definer is defined \MessageBreak
- using \protect\reservestyle.\MessageBreak%
- Type <return> to proceed --- nothing will be set.}}%
- {\reserved@a}}
-\let\<=\setreserved
-\fi
-\endinput
-%%
-%% End of file `reserved.sty'.
+++ /dev/null
-
-notation
- "\langle a , b \rangle"
-for
- @{ 'pair $a $b }.
-check \langle 1, \langle 2, 3 \rangle \rangle.
-check 'pair 1 ('pair 2 ('pair 3 4)).
-
-notation "a :: b" for @{ 'cons $a $b }.
-check 1 :: 2 :: 'ugo.
-
-notation
- "[ hovbox (list0 a sep ; ) ]"
-for ${
- fold right
- @'nil
- rec acc
- @{ 'cons $a $acc }
-}.
-check [1;2;3;4].
-
-notation
- "[ list1 a sep ; | b ]"
-for ${
- if @{ 'cons $_ $_ } then
- fold right
- if @'nil then
- fail
- else if @{ 'cons $_ $_ } then
- fail
- else
- b
- rec acc
- @{ 'cons $a $acc }
- else
- fail
-}.
-check 'cons 1 ('cons 2 ('cons 3 'ugo)).
-check 'cons 1 ('cons 2 ('cons 3 'nil)).
-check [1;2;3;4].
-check [1;2;3;4|5].
-
-notation "a + b" left associative for @{ 'plus $a $b }.
-check 1 + 2 + 3.
-check 1 + (2 + 3).
-
-notation "a + b" left associative for @{ 'plus $a $b }.
-notation "a * b" left associative for @{ 'mult $a $b }.
-interpretation 'plus x y = (cic:/Coq/Init/Peano/plus.con x y).
-interpretation 'mult x y = (cic:/Coq/Init/Peano/mult.con x y).
-render cic:/Coq/Arith/Mult/mult_plus_distr_r.con.
-
-notation
- "hvbox ('if' a 'then' break b break 'else' break c)"
-for
- @{ 'ifthenelse $a $b $c }.
-check if even then \forall x:nat.x else bump x.
-
-notation
- "a \vee b"
-for
- @{ if $a > $b then $a else $b }
-
-notation
- "'fun' ident x \to a"
- right associative with precedence 20
-for
- @{ 'lambda ${ident x} $a }.
-
-notation
- "hvbox(a break \to b)"
-for
- @{ \forall $_:$a.$b }.
-check nat \to nat.
-
-NOTES
-
-@a e' un'abbreviazione per @{term a}
-"x" e' un'abbreviazione per @{keyword x}
-@_ e' un'abbreviazione per @{anonymous}
-
-\x simbolo della sintassi concreta
-'x simbolo della sintassi astratta
-
-\lbrace \rbrace per le parentesi graffe al livello 1
-
-OLD SAMPLES
-
-# sample mappings level 1 <--> level 2
-
-notation \[ \TERM a ++ \OPT \NUM i \] for 'assign \TERM a ('plus \TERM a \DEFAULT \[\NUM i\] \[1\]).
-check 1 ++ 2.
-
-notation \[ + \LIST0 \NUM a \] for \FOLD right \[ 'zero \] \LAMBDA acc \[ 'plus \NUM a \TERM acc \].
-check + 1 2 3 4.
-
-notation \[ [ \HOVBOX\[ \LIST0 \TERM a \SEP ; \] ] \] for \FOLD right \[ 'nil \] \LAMBDA acc \[ 'cons \TERM a \TERM acc \].
-check [].
-check [1;2;3;4].
-
-notation \[ [ \LIST0 \[ \TERM a ; \TERM b \] \SEP ; ] \] for \FOLD right \[ 'nil \] \LAMBDA acc \[ 'cons \TERM a ( 'cons \TERM b \TERM acc) \] .
-check [].
-check [1;2].
-check [1;2;3;4].
-
-notation \[ | \LIST0 \[ \TERM a \OPT \[ , \TERM b \] \] \SEP ; | \] for \FOLD right \[ 'nil \] \LAMBDA acc \[ 'cons \DEFAULT \[ \TERM a \] \[ ('pair \TERM a \TERM b) \] \TERM acc \] .
-
-notation \[ | \LIST0 \[ \OPT \[ \NUM i \] \] \SEP ; | \] for \FOLD right \[ 'nil \] \LAMBDA acc \[ 'cons \DEFAULT \[ 'Some \NUM i \] \[ 'None \] \TERM acc \] .
-
-# sample mappings level 2 <--> level 3
-
-interpretation 'plus x y = (cic:/Coq/Init/Peano/plus.con x y).
-interpretation 'mult x y = (cic:/Coq/Init/Peano/mult.con x y).
-render cic:/Coq/Arith/Mult/mult_plus_distr_r.con.
-
-notation \[ \TERM a \OVER \TERM b : \TERM c \SQRT \TERM d \] for 'megacoso \TERM a \TERM b \TERM c \TERM d.
-interpretation "megacoso" 'megacoso x y z w =
- (cic:/Coq/Init/Logic/eq.ind#xpointer(1/1)
- cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)
- (cic:/Coq/Init/Peano/plus.con x y)
- (cic:/Coq/Init/Peano/plus.con z w)).
-render cic:/Coq/Arith/Plus/plus_comm.con.
-
-# full samples
-
-notation \[ \TERM a + \TERM b \] for 'plus \TERM a \TERM b.
-check 1 + 2.
-interpretation 'plus x y = (cic:/Coq/Init/Peano/plus.con x y).
-render cic:/Coq/Arith/Plus/plus_comm.con.
-
-notation \[ \TERM a + \TERM b \] left associative with precedence 50 for 'plus \TERM a \TERM b.
-notation \[ \TERM a * \TERM b \] left associative with precedence 60 for 'mult \TERM a \TERM b.
-interpretation 'plus x y = (cic:/Coq/Init/Peano/plus.con x y).
-interpretation 'mult x y = (cic:/Coq/Init/Peano/mult.con x y).
-render cic:/Coq/Arith/Mult/mult_plus_distr_r.con.
-
-notation \[ \LIST \NUM a \] for \FOLD left \[ 'a \] \LAMBDA acc \[ 'b \NUM a \].
-
-
+++ /dev/null
-%%
-%% This is file `semantic.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `general')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from semantic.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\NeedsTeXFormat{LaTeX2e}
-\newcommand{\semanticVersion}{2.0(epsilon)}
-\newcommand{\semanticDate}{2003/10/28}
-\ProvidesPackage{semantic}
- [\semanticDate\space v\semanticVersion\space]
-\typeout{Semantic Package v\semanticVersion\space [\semanticDate]}
-\typeout{CVSId: $Id$}
-\newcounter{@@conflict}
-\newcommand{\@semanticNotDefinable}{%
- \typeout{Command \@backslashchar\reserved@a\space already defined}
- \stepcounter{@@conflict}}
-\newcommand{\@oldNotDefinable}{}
-\let\@oldNotDefinable=\@notdefinable
-\let\@notdefinable=\@semanticNotDefinable
-\newcommand{\TestForConflict}{}
-\def\TestForConflict#1{\sem@test #1,,}
-\newcommand{\sem@test}{}
-\newcommand{\sem@tmp}{}
-\newcommand{\@@next}{}
-\def\sem@test#1,{%
- \def\sem@tmp{#1}%
- \ifx \sem@tmp\empty \let\@@next=\relax \else
- \@ifdefinable{#1}{} \let\@@next=\sem@test \fi
- \@@next}
-\TestForConflict{\@inputLigature,\@inputInference,\@inputTdiagram}
-\TestForConflict{\@inputReservedWords,\@inputShorthand}
-\TestForConflict{\@ddInput,\sem@nticsLoader,\lo@d}
-\def\@inputLigature{\input{ligature.sty}\message{ math mode ligatures,}%
- \let\@inputLigature\relax}
-\def\@inputInference{\input{infernce.sty}\message{ inference rules,}%
- \let\@inputInference\relax}
-\def\@inputTdiagram{\input{tdiagram.sty}\message{ T diagrams,}%
- \let\@inputTdiagram\relax}
-\def\@inputReservedWords{\input{reserved.sty}\message{ reserved words,}%
- \let\@inputReservedWords\relax}
-\def\@inputShorthand{\input{shrthand.sty}\message{ short hands,}%
- \let\@inputShorthand\relax}
-\toks1={}
-\newcommand{\@ddInput}[1]{%
- \toks1=\expandafter{\the\toks1\noexpand#1}}
-\DeclareOption{ligature}{\@ddInput\@inputLigature}
-\DeclareOption{inference}{\@ddInput\@inputInference}
-\DeclareOption{tdiagram}{\@ddInput\@inputTdiagram}
-\DeclareOption{reserved}{\@ddInput\@inputReservedWords}
-\DeclareOption{shorthand}{\@ddInput\@inputLigature
- \@ddInput\@inputShorthand}
-\ProcessOptions*
-\typeout{Loading features: }
-\def\sem@nticsLoader{}
-\edef\lo@d{\the\toks1}
-\ifx\lo@d\empty
- \@inputLigature
- \@inputInference
- \@inputTdiagram
- \@inputReservedWords
- \@inputShorthand
-\else
- \lo@d
-\fi
-\typeout{and general definitions.^^J}
-\let\@ddInput\relax
-\let\@inputInference\relax
-\let\@inputLigature\relax
-\let\@inputTdiagram\relax
-\let\@inputReservedWords\relax
-\let\@inputShorthand\relax
-\let\sem@nticsLoader\realx
-\let\lo@d\relax
-\TestForConflict{\@dropnext,\@ifnext,\@ifn,\@ifNextMacro,\@ifnMacro}
-\TestForConflict{\@@maxwidth,\@@pLineBox,\if@@Nested,\@@cBox}
-\TestForConflict{\if@@moreLines,\@@pBox}
-\def\@ifnext#1#2#3{%
- \let\reserved@e=#1\def\reserved@a{#2}\def\reserved@b{#3}\futurelet%
- \reserved@c\@ifn}
-\def\@ifn{%
- \ifx \reserved@c \reserved@e\let\reserved@d\reserved@a\else%
- \let\reserved@d\reserved@b\fi \reserved@d}
-\def\@ifNextMacro#1#2{%
- \def\reserved@a{#1}\def\reserved@b{#2}%
- \futurelet\reserved@c\@ifnMacro}
-\def\@ifnMacro{%
- \ifcat\noexpand\reserved@c\noexpand\@ifnMacro
- \let\reserved@d\reserved@a
- \else \let\reserved@d\reserved@b\fi \reserved@d}
-\newcommand{\@dropnext}[2]{#1}
-\ifnum \value{@@conflict} > 0
- \PackageError{Semantic}
- {The \the@@conflict\space command(s) listed above have been
- redefined.\MessageBreak
- Please report this to turtle@bu.edu}
- {Some of the commands defined in semantic was already defined %
- and has\MessageBreak now be redefined. There is a risk that %
- these commands will be used\MessageBreak by other packages %
- leading to spurious errors.\MessageBreak
- \space\space Type <return> and cross your fingers%
-}\fi
-\let\@notdefinable=\@oldNotDefinable
-\let\@semanticNotDefinable=\relax
-\let\@oldNotDefinable=\relax
-\let\TestForConflict=\relax
-\let\@endmark=\relax
-\let\sem@test=\relax
-\newdimen\@@maxwidth
-\newbox\@@pLineBox
-\newbox\@@cBox
-\newbox\@@pBox
-\newif\if@@moreLines
-\newif\if@@Nested \@@Nestedfalse
-\endinput
-%%
-%% End of file `semantic.sty'.
+++ /dev/null
-%%
-%% This is file `shrthand.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,shorthand')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from shrthand.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\IfFileExists{DONOTUSEmathbbol.sty}{%
- \RequirePackage{mathbbol}
- \newcommand{\@bblb}{\textbb{[}}
- \newcommand{\@bbrb}{\textbb{]}}
- \newcommand{\@mbblb}{\mathopen{\mbox{\textbb{[}}}}
- \newcommand{\@mbbrb}{\mathclose{\mbox{\textbb{]}}}}
-}
-{ \newcommand{\@bblb}{\textnormal{[\kern-.15em[}}
- \newcommand{\@bbrb}{\textnormal{]\kern-.15em]}}
- \newcommand{\@mbblb}{\mathopen{[\mkern-2.67mu[}}
- \newcommand{\@mbbrb}{\mathclose{]\mkern-2.67mu]}}
-}
-\mathlig{|-}{\vdash}
-\mathlig{|=}{\models}
-\mathlig{->}{\rightarrow}
-\mathlig{->*}{\mathrel{\rightarrow^*}}
-\mathlig{->+}{\mathrel{\rightarrow^+}}
-\mathlig{-->}{\longrightarrow}
-\mathlig{-->*}{\mathrel{\longrightarrow^*}}
-\mathlig{-->+}{\mathrel{\longrightarrow^+}}
-\mathlig{=>}{\Rightarrow}
-\mathlig{=>*}{\mathrel{\Rightarrow^*}}
-\mathlig{=>+}{\mathrel{\Rightarrow^+}}
-\mathlig{==>}{\Longrightarrow}
-\mathlig{==>*}{\mathrel{\Longrightarrow^*}}
-\mathlig{==>+}{\mathrel{\Longrightarrow^+}}
-\mathlig{<-}{\leftarrow}
-\mathlig{*<-}{\mathrel{{}^*\mkern-1mu\mathord\leftarrow}}
-\mathlig{+<-}{\mathrel{{}^+\mkern-1mu\mathord\leftarrow}}
-\mathlig{<--}{\longleftarrow}
-\mathlig{*<--}{\mathrel{{}^*\mkern-1mu\mathord{\longleftarrow}}}
-\mathlig{+<--}{\mathrel{{}^+\mkern-1mu\mathord{\longleftarrow}}}
-\mathlig{<=}{\Leftarrow}
-\mathlig{*<=}{\mathrel{{}^*\mkern-1mu\mathord\Leftarrow}}
-\mathlig{+<=}{\mathrel{{}^+\mkern-1mu\mathord\Leftarrow}}
-\mathlig{<==}{\Longleftarrow}
-\mathlig{*<==}{\mathrel{{}^*\mkern-1mu\mathord{\Longleftarrow}}}
-\mathlig{+<==}{\mathrel{{}^+\mkern-1mu\mathord{\Longleftarrow}}}
-\mathlig{<->}{\longleftrightarrow}
-\mathlig{<=>}{\Longleftrightarrow}
-\mathlig{|[}{\@mbblb}
-\mathlig{|]}{\@mbbrb}
-\newcommand{\evalsymbol}[1][]{\ensuremath{\mathcal{E}^{#1}}}
-\newcommand{\compsymbol}[1][]{\ensuremath{\mathcal{C}^{#1}}}
-\newcommand{\eval}[3][]%
- {\mbox{$\mathcal{E}^{#1}$\@bblb \texttt{#2}\@bbrb}%
- \ensuremath{\mathtt{#3}}}
-\newcommand{\comp}[3][]%
- {\mbox{$\mathcal{C}^{#1}$\@bblb \texttt{#2}\@bbrb}%
- \ensuremath{\mathtt{#3}}}
-\newcommand{\@exe}[3]{}
-\newcommand{\exe}[1]{\@ifnextchar[{\@exe{#1}}{\@exe{#1}[]}}
-\def\@exe#1[#2]#3{%
- \mbox{\@bblb\texttt{#1}\@bbrb$^\mathtt{#2}\mathtt{(#3)}$}}
-\fi
-\endinput
-%%
-%% End of file `shrthand.sty'.
+++ /dev/null
-%%
-%% This is file `tdiagram.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,Tdiagram')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from tdiagram.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@getSymbol,\@interpreter,\@parseArg,\@program}
-\TestForConflict{\@putSymbol,\@saveBeforeSymbolMacro,\compiler}
-\TestForConflict{\interpreter,\machine,\program,\@compiler}
-\newif\if@@Left
-\newif\if@@Up
-\newcount\@@xShift
-\newcount\@@yShift
-\newtoks\@@symbol
-\newtoks\@@tempSymbol
-\newcommand{\compiler}[1]{\@compiler#1\end}
-\def\@compiler#1,#2,#3\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=40 \if@@Left \@@xShift=-50 \else \@@xShift=-30 \fi
- \else%
- \@@yShift=20 \@@xShift =0 %
- \fi%
- \else%
- \@@yShift=40 \@@xShift=-40%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(1,0){80}}%
- \put(0,-20){\line(1,0){30}}%
- \put(50,-20){\line(1,0){30}}%
- \put(30,-40){\line(1,0){20}}%
- \put(0,0){\line(0,-1){20}}%
- \put(80,0){\line(0,-1){20}}%
- \put(30,-20){\line(0,-1){20}}%
- \put(50,-20){\line(0,-1){20}}%
- \put(30,-20){\makebox(20,20){$\rightarrow$}} %
- {\@@Uptrue \@@Lefttrue \@parseArg(0,-20)(5,-20)#1\end}%
- \if@@Up \else \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- {\@@Uptrue \@@Leftfalse \@parseArg(80,-20)(55,-20)#3\end}%
- {\@@Upfalse \@@Lefttrue \@parseArg(50,-40)(30,-40)#2\end}%
- \if@@Up \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- \if@@Nested \global\@@symbol=\expandafter{\the\@@tempSymbol} \fi%
- }%
-}
-\newcommand{\interpreter}[1]{\@interpreter#1\end}
-\def\@interpreter#1,#2\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=40 \if@@Left \@@xShift=0 \else \@@xShift=20 \fi
- \else%
- \@@yShift=0 \@@xShift =0 %
- \fi%
- \else%
- \@@yShift=40 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}}%
- \put(0,-40){\line(-1,0){20}}%
- \put(0,0){\line(0,-1){40}}%
- \put(-20,0){\line(0,-1){40}}%
- {\@@Uptrue \@@Lefttrue \@parseArg(0,0)(-20,-20)#1\end}%
- \if@@Up \else \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- {\@@Upfalse \@@Lefttrue \@parseArg(0,-40)(-20,-40)#2\end}%
- \if@@Up \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- \if@@Nested \global\@@symbol=\expandafter{\the\@@tempSymbol} \fi%
- }%
-}
-\newcommand{\program}[1]{\@program#1\end}
-\def\@program#1,#2\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=0 \if@@Left \@@xShift=0 \else \@@xShift=20 \fi
- \else%
- \PackageError{semantic}{%
- A program cannot be at the bottom}
- {%
- You have tried to use a \protect\program\space as the
- bottom\MessageBreak parameter to \protect\compiler,
- \protect\interpreter\space or \protect\program.\MessageBreak
- Type <return> to proceed --- Output can be distorted.}%
- \fi%
- \else%
- \@@yShift=0 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}}%
- \put(0,0){\line(0,1){30}}%
- \put(-20,0){\line(0,1){30}}%
- \put(-10,30){\oval(20,20)[t]}%
- \@putSymbol[#1]{-20,20}%
- {\@@Upfalse \@@Lefttrue \@parseArg(0,0)(-20,0)#2\end}%
- }%
-}
-\newcommand{\machine}[1]{%
- \if@@Nested %
- \if@@Up %
- \PackageError{semantic}{%
- A machine cannot be at the top}
- {%
- You have tried to use a \protect\machine\space as a
- top\MessageBreak parameter to \protect\compiler or
- \protect\interpreter.\MessageBreak
- Type <return> to proceed --- Output can be distorted.}%
- \else \@@yShift=0 \@@xShift=0
- \fi%
- \else%
- \@@yShift=20 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}} \put(-20,0){\line(3,-5){10}}
- \put(0,0){\line(-3,-5){10}}%
- {\@@Uptrue \@@Lefttrue \@parseArg(0,0)(-20,-15)#1\end}%
- }%
-}
-\def\@parseArg(#1)(#2){%
- \@ifNextMacro{\@doSymbolMacro(#1)(#2)}{\@getSymbol(#2)}}
-\def\@getSymbol(#1)#2\end{\@putSymbol[#2]{#1}}
-\def\@doSymbolMacro(#1)(#2)#3{%
- \@ifnextchar[{\@saveBeforeSymbolMacro(#1)(#2)#3}%
- {\@symbolMacro(#1)(#2)#3}}
-\def\@saveBeforeSymbolMacro(#1)(#2)#3[#4]#5\end{%
- \@@tempSymbol={#4}%
- \@@Nestedtrue\put(#1){#3#5}%
- \@putSymbol[\the\@@tempSymbol]{#2}}
-\def\@symbolMacro(#1)(#2)#3\end{%
- \@@Nestedtrue\put(#1){#3}%
- \@putSymbol{#2}}
-\newcommand{\@putSymbol}[2][\the\@@symbol]{%
- \global\@@symbol=\expandafter{#1}%
- \put(#2){\makebox(20,20){\texttt{\the\@@symbol}}}}
-\fi
-\endinput
-%%
-%% End of file `tdiagram.sty'.
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module Ast = CicNotationPt
-
-type direction = [ `LeftToRight | `RightToLeft ]
-
-type loc = Ast.location
-
-type ('term, 'lazy_term, 'ident) pattern =
- 'lazy_term option * ('ident * 'term) list * 'term
-
-type ('term, 'ident) type_spec =
- | Ident of 'ident
- | Type of UriManager.uri * int
-
-type reduction =
- [ `Normalize
- | `Reduce
- | `Simpl
- | `Unfold of CicNotationPt.term option
- | `Whd ]
-
-type ('term, 'lazy_term, 'reduction, 'ident) tactic =
- | Absurd of loc * 'term
- | Apply of loc * 'term
- | Assumption of loc
- | Auto of loc * int option * int option * string option * string option
- (* depth, width, paramodulation, full *) (* ALB *)
- | Change of loc * ('term, 'lazy_term, 'ident) pattern * 'lazy_term
- | Clear of loc * 'ident
- | ClearBody of loc * 'ident
- | Compare of loc * 'term
- | Constructor of loc * int
- | Contradiction of loc
- | Cut of loc * 'ident option * 'term
- | DecideEquality of loc
- | Decompose of loc * ('term, 'ident) type_spec list * 'ident * 'ident list
- | Discriminate of loc * 'term
- | Elim of loc * 'term * 'term option * int option * 'ident list
- | ElimType of loc * 'term * 'term option * int option * 'ident list
- | Exact of loc * 'term
- | Exists of loc
- | Fail of loc
- | Fold of loc * 'reduction * 'lazy_term * ('term, 'lazy_term, 'ident) pattern
- | Fourier of loc
- | FwdSimpl of loc * string * 'ident list
- | Generalize of loc * ('term, 'lazy_term, 'ident) pattern * 'ident option
- | Goal of loc * int (* change current goal, argument is goal number 1-based *)
- | IdTac of loc
- | Injection of loc * 'term
- | Intros of loc * int option * 'ident list
- | LApply of loc * int option * 'term list * 'term * 'ident option
- | Left of loc
- | LetIn of loc * 'term * 'ident
- | Reduce of loc * 'reduction * ('term, 'lazy_term, 'ident) pattern
- | Reflexivity of loc
- | Replace of loc * ('term, 'lazy_term, 'ident) pattern * 'lazy_term
- | Rewrite of loc * direction * 'term *
- ('term, 'lazy_term, 'ident) pattern
- | Right of loc
- | Ring of loc
- | Split of loc
- | Symmetry of loc
- | Transitivity of loc * 'term
-
-type thm_flavour = Cic.object_flavour
-
- (** <name, inductive/coinductive, type, constructor list>
- * true means inductive, false coinductive *)
-type 'term inductive_type = string * bool * 'term * (string * 'term) list
-
-type search_kind = [ `Locate | `Hint | `Match | `Elim ]
-
-type print_kind = [ `Env | `Coer ]
-
-type 'term macro =
- (* Whelp's stuff *)
- | WHint of loc * 'term
- | WMatch of loc * 'term
- | WInstance of loc * 'term
- | WLocate of loc * string
- | WElim of loc * 'term
- (* real macros *)
-(* | Abort of loc *)
- | Print of loc * string
- | Check of loc * 'term
- | Hint of loc
- | Quit of loc
-(* | Redo of loc * int option
- | Undo of loc * int option *)
-(* | Print of loc * print_kind *)
- | Search_pat of loc * search_kind * string (* searches with string pattern *)
- | Search_term of loc * search_kind * 'term (* searches with term pattern *)
-
-type alias_spec =
- | Ident_alias of string * string (* identifier, uri *)
- | Symbol_alias of string * int * string (* name, instance no, description *)
- | Number_alias of int * string (* instance no, description *)
-
-type obj =
- | Inductive of (string * Ast.term) list *
- Ast.term inductive_type list
- (** parameters, list of loc * mutual inductive types *)
- | Theorem of thm_flavour * string * Ast.term * Ast.term option
- (** flavour, name, type, body
- * - name is absent when an unnamed theorem is being proved, tipically in
- * interactive usage
- * - body is present when its given along with the command, otherwise it
- * will be given in proof editing mode using the tactical language
- *)
- | Record of (string * Ast.term) list * string * Ast.term *
- (string * Ast.term) list
- (** left parameters, name, type, fields *)
-
-type metadata =
- | Dependency of string (* baseuri without trailing slash *)
- | Baseuri of string
-
-let compare_metadata = Pervasives.compare
-
-let eq_metadata = (=)
-
-(** To be increased each time the command type below changes, used for "safe"
- * marshalling *)
-let magic = 2
-
-type ('term,'obj) command =
- | Default of loc * string * UriManager.uri list
- | Include of loc * string
- | Set of loc * string * string
- | Drop of loc
- | Qed of loc
- (** name.
- * Name is needed when theorem was started without providing a name
- *)
- | Coercion of loc * 'term
- | Alias of loc * alias_spec
- (** parameters, name, type, fields *)
- | Obj of loc * 'obj
- | Notation of loc * direction option * Ast.term * Gramext.g_assoc *
- int * Ast.term
- (* direction, l1 pattern, associativity, precedence, l2 pattern *)
- | Interpretation of loc *
- string * (string * Ast.argument_pattern list) *
- Ast.cic_appl_pattern
- (* description (i.e. id), symbol, arg pattern, appl pattern *)
-
- | Metadata of loc * metadata
-
- (* DEBUGGING *)
- | Dump of loc (* dump grammar on stdout *)
- (* DEBUGGING *)
- | Render of loc * UriManager.uri (* render library object *)
-
-(* composed magic: term + command magics. No need to change this value *)
-let magic = magic + 10000 * CicNotationPt.magic
-
-let reash_cmd_uris =
- let reash_uri uri = UriManager.uri_of_string (UriManager.string_of_uri uri) in
- function
- | Default (loc, name, uris) ->
- let uris = List.map reash_uri uris in
- Default (loc, name, uris)
- | Interpretation (loc, dsc, args, cic_appl_pattern) ->
- let rec aux =
- function
- | CicNotationPt.UriPattern uri ->
- CicNotationPt.UriPattern (reash_uri uri)
- | CicNotationPt.ApplPattern args ->
- CicNotationPt.ApplPattern (List.map aux args)
- | CicNotationPt.VarPattern _
- | CicNotationPt.ImplicitPattern as pat -> pat
- in
- let appl_pattern = aux cic_appl_pattern in
- Interpretation (loc, dsc, args, appl_pattern)
- | cmd -> cmd
-
-type ('term, 'lazy_term, 'reduction, 'ident) tactical =
- | Tactic of loc * ('term, 'lazy_term, 'reduction, 'ident) tactic
- | Do of loc * int * ('term, 'lazy_term, 'reduction, 'ident) tactical
- | Repeat of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical
- | Seq of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical list
- (* sequential composition *)
- | Then of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical *
- ('term, 'lazy_term, 'reduction, 'ident) tactical list
- | First of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical list
- (* try a sequence of loc * tactical until one succeeds, fail otherwise *)
- | Try of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical
- (* try a tactical and mask failures *)
- | Solve of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical list
-
- | Dot of loc
- | Semicolon of loc
- | Branch of loc
- | Shift of loc
- | Pos of loc * int
- | Merge of loc
- | Focus of loc * int list
- | Unfocus of loc
- | Skip of loc
-
-let is_punctuation =
- function
- | Dot _ | Semicolon _ | Branch _ | Shift _ | Merge _ | Pos _ -> true
- | _ -> false
-
-type ('term, 'lazy_term, 'reduction, 'obj, 'ident) code =
- | Command of loc * ('term,'obj) command
- | Macro of loc * 'term macro
- | Tactical of loc * ('term, 'lazy_term, 'reduction, 'ident) tactical
- * ('term, 'lazy_term, 'reduction, 'ident) tactical option(* punctuation *)
-
-type ('term, 'lazy_term, 'reduction, 'obj, 'ident) comment =
- | Note of loc * string
- | Code of loc * ('term, 'lazy_term, 'reduction, 'obj, 'ident) code
-
-type ('term, 'lazy_term, 'reduction, 'obj, 'ident) statement =
- | Executable of loc * ('term, 'lazy_term, 'reduction, 'obj, 'ident) code
- | Comment of loc * ('term, 'lazy_term, 'reduction, 'obj, 'ident) comment
-
- (* statements meaningful for matitadep *)
-type dependency =
- | IncludeDep of string
- | BaseuriDep of string
- | UriDep of UriManager.uri
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open GrafiteAst
-
-module Ast = CicNotationPt
-
-let tactical_terminator = ""
-let tactic_terminator = tactical_terminator
-let command_terminator = tactical_terminator
-
-let pp_term_ast term = CicNotationPp.pp_term term
-let pp_term_cic term = CicPp.ppterm term
-
-let pp_idents idents = "[" ^ String.concat "; " idents ^ "]"
-
-let pp_terms_ast terms = String.concat ", " (List.map pp_term_ast terms)
-
-let pp_reduction_kind = function
- | `Normalize -> "normalize"
- | `Reduce -> "reduce"
- | `Simpl -> "simplify"
- | `Unfold (Some t) -> "unfold " ^ pp_term_ast t
- | `Unfold None -> "unfold"
- | `Whd -> "whd"
-
-
-let pp_pattern (t, hyp, goal) =
- let pp_hyp_pattern l =
- String.concat "; "
- (List.map (fun (name, p) -> sprintf "%s : %s" name (pp_term_ast p)) l) in
- let pp_t t =
- match t with
- None -> ""
- | Some t -> pp_term_ast t
- in
- pp_t t ^ " in " ^ pp_hyp_pattern hyp ^ " \\vdash " ^ pp_term_ast goal
-
-let pp_intros_specs = function
- | None, [] -> ""
- | Some num, [] -> Printf.sprintf " names %i" num
- | None, idents -> Printf.sprintf " names %s" (pp_idents idents)
- | Some num, idents -> Printf.sprintf " names %i %s" num (pp_idents idents)
-
-let rec pp_tactic = function
- | Absurd (_, term) -> "absurd" ^ pp_term_ast term
- | Apply (_, term) -> "apply " ^ pp_term_ast term
- | Auto _ -> "auto"
- | Assumption _ -> "assumption"
- | Change (_, where, with_what) ->
- sprintf "change %s with %s" (pp_pattern where) (pp_term_ast with_what)
- | Clear (_,id) -> sprintf "clear %s" id
- | ClearBody (_,id) -> sprintf "clearbody %s" id
- | Compare (_,term) -> "compare " ^ pp_term_ast term
- | Constructor (_,n) -> "constructor " ^ string_of_int n
- | Contradiction _ -> "contradiction"
- | Cut (_, ident, term) ->
- "cut " ^ pp_term_ast term ^
- (match ident with None -> "" | Some id -> " as " ^ id)
- | DecideEquality _ -> "decide equality"
- | Decompose (_, [], what, names) ->
- sprintf "decompose %s%s" what (pp_intros_specs (None, names))
- | Decompose (_, types, what, names) ->
- let to_ident = function
- | Ident id -> id
- | Type _ -> assert false
- in
- let types = List.rev_map to_ident types in
- sprintf "decompose %s %s%s" (pp_idents types) what (pp_intros_specs (None, names))
- | Discriminate (_, term) -> "discriminate " ^ pp_term_ast term
- | Elim (_, term, using, num, idents) ->
- sprintf "elim " ^ pp_term_ast term ^
- (match using with None -> "" | Some term -> " using " ^ pp_term_ast term)
- ^ pp_intros_specs (num, idents)
- | ElimType (_, term, using, num, idents) ->
- sprintf "elim type " ^ pp_term_ast term ^
- (match using with None -> "" | Some term -> " using " ^ pp_term_ast term)
- ^ pp_intros_specs (num, idents)
- | Exact (_, term) -> "exact " ^ pp_term_ast term
- | Exists _ -> "exists"
- | Fold (_, kind, term, pattern) ->
- sprintf "fold %s %s %s" (pp_reduction_kind kind)
- (pp_term_ast term) (pp_pattern pattern)
- | FwdSimpl (_, hyp, idents) ->
- sprintf "fwd %s%s" hyp
- (match idents with [] -> "" | idents -> " " ^ pp_idents idents)
- | Generalize (_, pattern, ident) ->
- sprintf "generalize %s%s" (pp_pattern pattern)
- (match ident with None -> "" | Some id -> " as " ^ id)
- | Goal (_, n) -> "goal " ^ string_of_int n
- | Fail _ -> "fail"
- | Fourier _ -> "fourier"
- | IdTac _ -> "id"
- | Injection (_, term) -> "injection " ^ pp_term_ast term
- | Intros (_, None, []) -> "intro"
- | Intros (_, num, idents) ->
- sprintf "intros%s%s"
- (match num with None -> "" | Some num -> " " ^ string_of_int num)
- (match idents with [] -> "" | idents -> " " ^ pp_idents idents)
- | LApply (_, level_opt, terms, term, ident_opt) ->
- sprintf "lapply %s%s%s%s"
- (match level_opt with None -> "" | Some i -> " depth = " ^ string_of_int i ^ " ")
- (pp_term_ast term)
- (match terms with [] -> "" | _ -> " to " ^ pp_terms_ast terms)
- (match ident_opt with None -> "" | Some ident -> " using " ^ ident)
- | Left _ -> "left"
- | LetIn (_, term, ident) -> sprintf "let %s in %s" (pp_term_ast term) ident
- | Reduce (_, kind, pat) ->
- sprintf "%s %s" (pp_reduction_kind kind) (pp_pattern pat)
- | Reflexivity _ -> "reflexivity"
- | Replace (_, pattern, t) ->
- sprintf "replace %s with %s" (pp_pattern pattern) (pp_term_ast t)
- | Rewrite (_, pos, t, pattern) ->
- sprintf "rewrite %s %s %s"
- (if pos = `LeftToRight then ">" else "<")
- (pp_term_ast t)
- (pp_pattern pattern)
- | Right _ -> "right"
- | Ring _ -> "ring"
- | Split _ -> "split"
- | Symmetry _ -> "symmetry"
- | Transitivity (_, term) -> "transitivity " ^ pp_term_ast term
-
-let pp_flavour = function
- | `Definition -> "Definition"
- | `Fact -> "Fact"
- | `Goal -> "Goal"
- | `Lemma -> "Lemma"
- | `Remark -> "Remark"
- | `Theorem -> "Theorem"
- | `Variant -> "Variant"
-
-let pp_search_kind = function
- | `Locate -> "locate"
- | `Hint -> "hint"
- | `Match -> "match"
- | `Elim -> "elim"
- | `Instance -> "instance"
-
-let pp_macro pp_term = function
- (* Whelp *)
- | WInstance (_, term) -> "whelp instance " ^ pp_term term
- | WHint (_, t) -> "whelp hint " ^ pp_term t
- | WLocate (_, s) -> "whelp locate " ^ s
- | WElim (_, t) -> "whelp elim " ^ pp_term t
- | WMatch (_, term) -> "whelp match " ^ pp_term term
- (* real macros *)
-(* | Abort _ -> "Abort" *)
- | Check (_, term) -> sprintf "Check %s" (pp_term term)
- | Hint _ -> "hint"
-(* | Redo (_, None) -> "Redo"
- | Redo (_, Some n) -> sprintf "Redo %d" n *)
- | Search_pat (_, kind, pat) ->
- sprintf "search %s \"%s\"" (pp_search_kind kind) pat
- | Search_term (_, kind, term) ->
- sprintf "search %s %s" (pp_search_kind kind) (pp_term term)
-(* | Undo (_, None) -> "Undo"
- | Undo (_, Some n) -> sprintf "Undo %d" n *)
- | Print (_, name) -> sprintf "Print \"%s\"" name
- | Quit _ -> "Quit"
-
-let pp_macro_ast = pp_macro pp_term_ast
-let pp_macro_cic = pp_macro pp_term_cic
-
-let pp_alias = function
- | Ident_alias (id, uri) -> sprintf "alias id \"%s\" = \"%s\"" id uri
- | Symbol_alias (symb, instance, desc) ->
- sprintf "alias symbol \"%s\" (instance %d) = \"%s\""
- symb instance desc
- | Number_alias (instance,desc) ->
- sprintf "alias num (instance %d) = \"%s\"" instance desc
-
-let pp_params = function
- | [] -> ""
- | params ->
- " " ^
- String.concat " "
- (List.map
- (fun (name, typ) -> sprintf "(%s:%s)" name (pp_term_ast typ))
- params)
-
-let pp_fields fields =
- (if fields <> [] then "\n" else "") ^
- String.concat ";\n"
- (List.map (fun (name,ty) -> " " ^ name ^ ": " ^ pp_term_ast ty) fields)
-
-let pp_obj = function
- | Inductive (params, types) ->
- let pp_constructors constructors =
- String.concat "\n"
- (List.map (fun (name, typ) -> sprintf "| %s: %s" name (pp_term_ast typ))
- constructors)
- in
- let pp_type (name, _, typ, constructors) =
- sprintf "\nwith %s: %s \\def\n%s" name (pp_term_ast typ)
- (pp_constructors constructors)
- in
- (match types with
- | [] -> assert false
- | (name, inductive, typ, constructors) :: tl ->
- let fst_typ_pp =
- sprintf "%sinductive %s%s: %s \\def\n%s"
- (if inductive then "" else "co") name (pp_params params)
- (pp_term_ast typ) (pp_constructors constructors)
- in
- fst_typ_pp ^ String.concat "" (List.map pp_type tl))
- | Theorem (flavour, name, typ, body) ->
- sprintf "%s %s: %s %s"
- (pp_flavour flavour)
- name
- (pp_term_ast typ)
- (match body with
- | None -> ""
- | Some body -> "\\def " ^ pp_term_ast body)
- | Record (params,name,ty,fields) ->
- "record " ^ name ^ " " ^ pp_params params ^ " \\def {" ^
- pp_fields fields ^ "}"
-
-let pp_argument_pattern = function
- | Ast.IdentArg (eta_depth, name) ->
- let eta_buf = Buffer.create 5 in
- for i = 1 to eta_depth do
- Buffer.add_string eta_buf "\\eta."
- done;
- sprintf "%s%s" (Buffer.contents eta_buf) name
-
-let rec pp_cic_appl_pattern = function
- | Ast.UriPattern uri -> UriManager.string_of_uri uri
- | Ast.VarPattern name -> name
- | Ast.ImplicitPattern -> "_"
- | Ast.ApplPattern aps ->
- sprintf "(%s)" (String.concat " " (List.map pp_cic_appl_pattern aps))
-
-let pp_l1_pattern = CicNotationPp.pp_term
-let pp_l2_pattern = CicNotationPp.pp_term
-
-let pp_associativity = function
- | Gramext.LeftA -> "left associative"
- | Gramext.RightA -> "right associative"
- | Gramext.NonA -> "non associative"
-
-let pp_precedence i = sprintf "with precedence %d" i
-
-let pp_dir_opt = function
- | None -> ""
- | Some `LeftToRight -> "> "
- | Some `RightToLeft -> "< "
-
-let pp_metadata =
- function
- | Dependency buri -> sprintf "dependency %s" buri
- | Baseuri buri -> sprintf "baseuri %s" buri
-
-let pp_command = function
- | Include (_,path) -> "include " ^ path
- | Qed _ -> "qed"
- | Drop _ -> "drop"
- | Set (_, name, value) -> sprintf "set \"%s\" \"%s\"" name value
- | Coercion (_,term) -> sprintf "coercion %s" (pp_term_ast term)
- | Alias (_,s) -> pp_alias s
- | Obj (_,obj) -> pp_obj obj
- | Default (_,what,uris) ->
- sprintf "default \"%s\" %s" what
- (String.concat " " (List.map UriManager.string_of_uri uris))
- | Interpretation (_, dsc, (symbol, arg_patterns), cic_appl_pattern) ->
- sprintf "interpretation \"%s\" '%s %s = %s"
- dsc symbol
- (String.concat " " (List.map pp_argument_pattern arg_patterns))
- (pp_cic_appl_pattern cic_appl_pattern)
- | Notation (_, dir_opt, l1_pattern, assoc, prec, l2_pattern) ->
- sprintf "notation %s\"%s\" %s %s for %s"
- (pp_dir_opt dir_opt)
- (pp_l1_pattern l1_pattern)
- (pp_associativity assoc)
- (pp_precedence prec)
- (pp_l2_pattern l2_pattern)
- | Metadata (_, m) -> sprintf "metadata %s" (pp_metadata m)
- | Render _
- | Dump _ -> assert false (* ZACK: debugging *)
-
-let rec pp_tactical = function
- | Tactic (_, tac) -> pp_tactic tac
- | Do (_, count, tac) -> sprintf "do %d %s" count (pp_tactical tac)
- | Repeat (_, tac) -> "repeat " ^ pp_tactical tac
- | Seq (_, tacs) -> pp_tacticals ~sep:"; " tacs
- | Then (_, tac, tacs) ->
- sprintf "%s; [%s]" (pp_tactical tac) (pp_tacticals ~sep:" | " tacs)
- | First (_, tacs) -> sprintf "tries [%s]" (pp_tacticals ~sep:" | " tacs)
- | Try (_, tac) -> "try " ^ pp_tactical tac
- | Solve (_, tac) -> sprintf "solve [%s]" (pp_tacticals ~sep:" | " tac)
-
- | Dot _ -> "."
- | Semicolon _ -> ";"
- | Branch _ -> "["
- | Shift _ -> "|"
- | Pos (_, i) -> sprintf "%d:" i
- | Merge _ -> "]"
- | Focus (_, goals) ->
- sprintf "focus %s" (String.concat " " (List.map string_of_int goals))
- | Unfocus _ -> "unfocus"
- | Skip _ -> "skip"
-
-and pp_tacticals ~sep tacs = String.concat sep (List.map pp_tactical tacs)
-
-let pp_tactical tac = pp_tactical tac
-let pp_tactic tac = pp_tactic tac
-let pp_command tac = pp_command tac
-
-let pp_executable = function
- | Macro (_,x) -> pp_macro_ast x
- | Tactical (_, tac, Some punct) -> pp_tactical tac ^ pp_tactical punct
- | Tactical (_, tac, None) -> pp_tactical tac
- | Command (_,x) -> pp_command x
-
-let pp_comment = function
- | Note (_,str) -> sprintf "(* %s *)" str
- | Code (_,code) -> sprintf "(** %s. **)" (pp_executable code)
-
-let pp_statement = function
- | Executable (_, ex) -> pp_executable ex
- | Comment (_, c) -> pp_comment c
-
-let pp_cic_command = function
- | Include (_,path) -> "include " ^ path
- | Qed _ -> "qed"
- | Drop _ -> "drop"
- | Coercion (_,term) -> sprintf "coercion %s" (CicPp.ppterm term)
- | Set _
- | Alias _
- | Default _
- | Render _
- | Dump _
- | Interpretation _
- | Metadata _
- | Notation _
- | Obj _ -> assert false (* not implemented *)
-
-let pp_dependency = function
- | IncludeDep str -> "include \"" ^ str ^ "\""
- | BaseuriDep str -> "set \"baseuri\" \"" ^ str ^ "\""
- | UriDep uri -> "uri \"" ^ UriManager.string_of_uri uri ^ "\""
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val pp_tactic:
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction, string)
- GrafiteAst.tactic ->
- string
-
-val pp_obj: GrafiteAst.obj -> string
-val pp_command: (CicNotationPt.term,GrafiteAst.obj) GrafiteAst.command -> string
-val pp_metadata: GrafiteAst.metadata -> string
-val pp_macro: ('a -> string) -> 'a GrafiteAst.macro -> string
-
-val pp_comment:
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction, GrafiteAst.obj,
- string)
- GrafiteAst.comment ->
- string
-
-val pp_executable:
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction, GrafiteAst.obj,
- string)
- GrafiteAst.code ->
- string
-
-val pp_statement:
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction, GrafiteAst.obj,
- string)
- GrafiteAst.statement ->
- string
-
-val pp_macro_ast: CicNotationPt.term GrafiteAst.macro -> string
-val pp_macro_cic: Cic.term GrafiteAst.macro -> string
-
-val pp_tactical:
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction, string)
- GrafiteAst.tactical ->
- string
-
-val pp_alias: GrafiteAst.alias_spec -> string
-
-val pp_cic_command: (Cic.term,Cic.obj) GrafiteAst.command -> string
-
-val pp_dependency: GrafiteAst.dependency -> string
-
-val pp_cic_appl_pattern: CicNotationPt.cic_appl_pattern -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Ast = CicNotationPt
-
-type statement =
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction,
- GrafiteAst.obj, string)
- GrafiteAst.statement
-
-let grammar = CicNotationParser.level2_ast_grammar
-
-let term = CicNotationParser.term
-let statement = Grammar.Entry.create grammar "statement"
-
-let add_raw_attribute ~text t = Ast.AttributedTerm (`Raw text, t)
-
-let default_precedence = 50
-let default_associativity = Gramext.NonA
-
-EXTEND
- GLOBAL: term statement;
- arg: [
- [ LPAREN; names = LIST1 IDENT SEP SYMBOL ",";
- SYMBOL ":"; ty = term; RPAREN -> names,ty
- | name = IDENT -> [name],Ast.Implicit
- ]
- ];
- constructor: [ [ name = IDENT; SYMBOL ":"; typ = term -> (name, typ) ] ];
- tactic_term: [ [ t = term LEVEL "90N" -> t ] ];
- ident_list0: [ [ LPAREN; idents = LIST0 IDENT; RPAREN -> idents ] ];
- tactic_term_list1: [
- [ tactic_terms = LIST1 tactic_term SEP SYMBOL "," -> tactic_terms ]
- ];
- reduction_kind: [
- [ IDENT "normalize" -> `Normalize
- | IDENT "reduce" -> `Reduce
- | IDENT "simplify" -> `Simpl
- | IDENT "unfold"; t = OPT term -> `Unfold t
- | IDENT "whd" -> `Whd ]
- ];
- sequent_pattern_spec: [
- [ hyp_paths =
- LIST0
- [ id = IDENT ;
- path = OPT [SYMBOL ":" ; path = tactic_term -> path ] ->
- (id,match path with Some p -> p | None -> Ast.UserInput) ];
- goal_path = OPT [ SYMBOL <:unicode<vdash>>; term = tactic_term -> term ] ->
- let goal_path =
- match goal_path, hyp_paths with
- None, [] -> Ast.UserInput
- | None, _::_ -> Ast.Implicit
- | Some goal_path, _ -> goal_path
- in
- hyp_paths,goal_path
- ]
- ];
- pattern_spec: [
- [ res = OPT [
- "in";
- wanted_and_sps =
- [ "match" ; wanted = tactic_term ;
- sps = OPT [ "in"; sps = sequent_pattern_spec -> sps ] ->
- Some wanted,sps
- | sps = sequent_pattern_spec ->
- None,Some sps
- ] ->
- let wanted,hyp_paths,goal_path =
- match wanted_and_sps with
- wanted,None -> wanted, [], Ast.UserInput
- | wanted,Some (hyp_paths,goal_path) -> wanted,hyp_paths,goal_path
- in
- wanted, hyp_paths, goal_path ] ->
- match res with
- None -> None,[],Ast.UserInput
- | Some ps -> ps]
- ];
- direction: [
- [ SYMBOL ">" -> `LeftToRight
- | SYMBOL "<" -> `RightToLeft ]
- ];
- int: [ [ num = NUMBER -> int_of_string num ] ];
- intros_spec: [
- [ num = OPT [ num = int -> num ]; idents = OPT ident_list0 ->
- let idents = match idents with None -> [] | Some idents -> idents in
- num, idents
- ]
- ];
- using: [ [ using = OPT [ IDENT "using"; t = tactic_term -> t ] -> using ] ];
- tactic: [
- [ IDENT "absurd"; t = tactic_term ->
- GrafiteAst.Absurd (loc, t)
- | IDENT "apply"; t = tactic_term ->
- GrafiteAst.Apply (loc, t)
- | IDENT "assumption" ->
- GrafiteAst.Assumption loc
- | IDENT "auto";
- depth = OPT [ IDENT "depth"; SYMBOL "="; i = int -> i ];
- width = OPT [ IDENT "width"; SYMBOL "="; i = int -> i ];
- paramodulation = OPT [ IDENT "paramodulation" ];
- full = OPT [ IDENT "full" ] -> (* ALB *)
- GrafiteAst.Auto (loc,depth,width,paramodulation,full)
- | IDENT "clear"; id = IDENT ->
- GrafiteAst.Clear (loc,id)
- | IDENT "clearbody"; id = IDENT ->
- GrafiteAst.ClearBody (loc,id)
- | IDENT "change"; what = pattern_spec; "with"; t = tactic_term ->
- GrafiteAst.Change (loc, what, t)
- | IDENT "compare"; t = tactic_term ->
- GrafiteAst.Compare (loc,t)
- | IDENT "constructor"; n = int ->
- GrafiteAst.Constructor (loc, n)
- | IDENT "contradiction" ->
- GrafiteAst.Contradiction loc
- | IDENT "cut"; t = tactic_term; ident = OPT [ "as"; id = IDENT -> id] ->
- GrafiteAst.Cut (loc, ident, t)
- | IDENT "decide"; IDENT "equality" ->
- GrafiteAst.DecideEquality loc
- | IDENT "decompose"; types = OPT ident_list0; what = IDENT;
- (num, idents) = intros_spec ->
- let types = match types with None -> [] | Some types -> types in
- let to_spec id = GrafiteAst.Ident id in
- GrafiteAst.Decompose (loc, List.rev_map to_spec types, what, idents)
- | IDENT "discriminate"; t = tactic_term ->
- GrafiteAst.Discriminate (loc, t)
- | IDENT "elim"; what = tactic_term; using = using;
- (num, idents) = intros_spec ->
- GrafiteAst.Elim (loc, what, using, num, idents)
- | IDENT "elimType"; what = tactic_term; using = using;
- (num, idents) = intros_spec ->
- GrafiteAst.ElimType (loc, what, using, num, idents)
- | IDENT "exact"; t = tactic_term ->
- GrafiteAst.Exact (loc, t)
- | IDENT "exists" ->
- GrafiteAst.Exists loc
- | IDENT "fail" -> GrafiteAst.Fail loc
- | IDENT "fold"; kind = reduction_kind; t = tactic_term; p = pattern_spec ->
- let (pt,_,_) = p in
- if pt <> None then
- raise (CicNotationParser.Parse_error
- (loc, "the pattern cannot specify the term to replace, only its"
- ^ " paths in the hypotheses and in the conclusion"))
- else
- GrafiteAst.Fold (loc, kind, t, p)
- | IDENT "fourier" ->
- GrafiteAst.Fourier loc
- | IDENT "fwd"; hyp = IDENT; idents = OPT ident_list0 ->
- let idents = match idents with None -> [] | Some idents -> idents in
- GrafiteAst.FwdSimpl (loc, hyp, idents)
- | IDENT "generalize"; p=pattern_spec; id = OPT ["as" ; id = IDENT -> id] ->
- GrafiteAst.Generalize (loc,p,id)
- | IDENT "goal"; n = int ->
- GrafiteAst.Goal (loc, n)
- | IDENT "id" -> GrafiteAst.IdTac loc
- | IDENT "injection"; t = tactic_term ->
- GrafiteAst.Injection (loc, t)
- | IDENT "intro"; ident = OPT IDENT ->
- let idents = match ident with None -> [] | Some id -> [id] in
- GrafiteAst.Intros (loc, Some 1, idents)
- | IDENT "intros"; (num, idents) = intros_spec ->
- GrafiteAst.Intros (loc, num, idents)
- | IDENT "lapply";
- depth = OPT [ IDENT "depth"; SYMBOL "="; i = int -> i ];
- what = tactic_term;
- to_what = OPT [ "to" ; t = tactic_term_list1 -> t ];
- ident = OPT [ IDENT "using" ; ident = IDENT -> ident ] ->
- let to_what = match to_what with None -> [] | Some to_what -> to_what in
- GrafiteAst.LApply (loc, depth, to_what, what, ident)
- | IDENT "left" -> GrafiteAst.Left loc
- | IDENT "letin"; where = IDENT ; SYMBOL <:unicode<def>> ; t = tactic_term ->
- GrafiteAst.LetIn (loc, t, where)
- | kind = reduction_kind; p = pattern_spec ->
- GrafiteAst.Reduce (loc, kind, p)
- | IDENT "reflexivity" ->
- GrafiteAst.Reflexivity loc
- | IDENT "replace"; p = pattern_spec; "with"; t = tactic_term ->
- GrafiteAst.Replace (loc, p, t)
- | IDENT "rewrite" ; d = direction; t = tactic_term ; p = pattern_spec ->
- let (pt,_,_) = p in
- if pt <> None then
- raise
- (CicNotationParser.Parse_error
- (loc,"the pattern cannot specify the term to rewrite, only its paths in the hypotheses and in the conclusion"))
- else
- GrafiteAst.Rewrite (loc, d, t, p)
- | IDENT "right" ->
- GrafiteAst.Right loc
- | IDENT "ring" ->
- GrafiteAst.Ring loc
- | IDENT "split" ->
- GrafiteAst.Split loc
- | IDENT "symmetry" ->
- GrafiteAst.Symmetry loc
- | IDENT "transitivity"; t = tactic_term ->
- GrafiteAst.Transitivity (loc, t)
- ]
- ];
- atomic_tactical:
- [ "sequence" LEFTA
- [ t1 = SELF; SYMBOL ";"; t2 = SELF ->
- let ts =
- match t1 with
- | GrafiteAst.Seq (_, l) -> l @ [ t2 ]
- | _ -> [ t1; t2 ]
- in
- GrafiteAst.Seq (loc, ts)
- ]
- | "then" NONA
- [ tac = SELF; SYMBOL ";";
- SYMBOL "["; tacs = LIST0 SELF SEP SYMBOL "|"; SYMBOL "]"->
- (GrafiteAst.Then (loc, tac, tacs))
- ]
- | "loops" RIGHTA
- [ IDENT "do"; count = int; tac = SELF; IDENT "end" ->
- GrafiteAst.Do (loc, count, tac)
- | IDENT "repeat"; tac = SELF; IDENT "end" -> GrafiteAst.Repeat (loc, tac)
- ]
- | "simple" NONA
- [ IDENT "first";
- SYMBOL "["; tacs = LIST0 SELF SEP SYMBOL "|"; SYMBOL "]"->
- GrafiteAst.First (loc, tacs)
- | IDENT "try"; tac = SELF -> GrafiteAst.Try (loc, tac)
- | IDENT "solve";
- SYMBOL "["; tacs = LIST0 SELF SEP SYMBOL "|"; SYMBOL "]"->
- GrafiteAst.Solve (loc, tacs)
- | LPAREN; tac = SELF; RPAREN -> tac
- | tac = tactic -> GrafiteAst.Tactic (loc, tac)
- ]
- ];
- punctuation_tactical:
- [
- [ SYMBOL "[" -> GrafiteAst.Branch loc
- | SYMBOL "|" -> GrafiteAst.Shift loc
- | i = int; SYMBOL ":" -> GrafiteAst.Pos (loc, i)
- | SYMBOL "]" -> GrafiteAst.Merge loc
- | SYMBOL ";" -> GrafiteAst.Semicolon loc
- | SYMBOL "." -> GrafiteAst.Dot loc
- ]
- ];
- tactical:
- [ "simple" NONA
- [ IDENT "focus"; goals = LIST1 int -> GrafiteAst.Focus (loc, goals)
- | IDENT "unfocus" -> GrafiteAst.Unfocus loc
- | IDENT "skip" -> GrafiteAst.Skip loc
- | tac = atomic_tactical LEVEL "loops" -> tac
- ]
- ];
- theorem_flavour: [
- [ [ IDENT "definition" ] -> `Definition
- | [ IDENT "fact" ] -> `Fact
- | [ IDENT "lemma" ] -> `Lemma
- | [ IDENT "remark" ] -> `Remark
- | [ IDENT "theorem" ] -> `Theorem
- ]
- ];
- inductive_spec: [ [
- fst_name = IDENT; params = LIST0 [ arg=arg -> arg ];
- SYMBOL ":"; fst_typ = term; SYMBOL <:unicode<def>>; OPT SYMBOL "|";
- fst_constructors = LIST0 constructor SEP SYMBOL "|";
- tl = OPT [ "with";
- types = LIST1 [
- name = IDENT; SYMBOL ":"; typ = term; SYMBOL <:unicode<def>>;
- OPT SYMBOL "|"; constructors = LIST0 constructor SEP SYMBOL "|" ->
- (name, true, typ, constructors) ] SEP "with" -> types
- ] ->
- let params =
- List.fold_right
- (fun (names, typ) acc ->
- (List.map (fun name -> (name, typ)) names) @ acc)
- params []
- in
- let fst_ind_type = (fst_name, true, fst_typ, fst_constructors) in
- let tl_ind_types = match tl with None -> [] | Some types -> types in
- let ind_types = fst_ind_type :: tl_ind_types in
- (params, ind_types)
- ] ];
-
- record_spec: [ [
- name = IDENT; params = LIST0 [ arg = arg -> arg ] ;
- SYMBOL ":"; typ = term; SYMBOL <:unicode<def>>; SYMBOL "{" ;
- fields = LIST0 [
- name = IDENT ; SYMBOL ":" ; ty = term -> (name,ty)
- ] SEP SYMBOL ";"; SYMBOL "}" ->
- let params =
- List.fold_right
- (fun (names, typ) acc ->
- (List.map (fun name -> (name, typ)) names) @ acc)
- params []
- in
- (params,name,typ,fields)
- ] ];
-
- macro: [
- [ [ IDENT "quit" ] -> GrafiteAst.Quit loc
-(* | [ IDENT "abort" ] -> GrafiteAst.Abort loc *)
-(* | [ IDENT "undo" ]; steps = OPT NUMBER ->
- GrafiteAst.Undo (loc, int_opt steps)
- | [ IDENT "redo" ]; steps = OPT NUMBER ->
- GrafiteAst.Redo (loc, int_opt steps) *)
- | [ IDENT "check" ]; t = term ->
- GrafiteAst.Check (loc, t)
- | [ IDENT "hint" ] -> GrafiteAst.Hint loc
- | [ IDENT "whelp"; "match" ] ; t = term ->
- GrafiteAst.WMatch (loc,t)
- | [ IDENT "whelp"; IDENT "instance" ] ; t = term ->
- GrafiteAst.WInstance (loc,t)
- | [ IDENT "whelp"; IDENT "locate" ] ; id = IDENT ->
- GrafiteAst.WLocate (loc,id)
- | [ IDENT "whelp"; IDENT "elim" ] ; t = term ->
- GrafiteAst.WElim (loc, t)
- | [ IDENT "whelp"; IDENT "hint" ] ; t = term ->
- GrafiteAst.WHint (loc,t)
- | [ IDENT "print" ]; name = QSTRING -> GrafiteAst.Print (loc, name)
- ]
- ];
- alias_spec: [
- [ IDENT "id"; id = QSTRING; SYMBOL "="; uri = QSTRING ->
- let alpha = "[a-zA-Z]" in
- let num = "[0-9]+" in
- let ident_cont = "\\("^alpha^"\\|"^num^"\\|_\\|\\\\\\)" in
- let ident = "\\("^alpha^ident_cont^"*\\|_"^ident_cont^"+\\)" in
- let rex = Str.regexp ("^"^ident^"$") in
- if Str.string_match rex id 0 then
- if (try ignore (UriManager.uri_of_string uri); true
- with UriManager.IllFormedUri _ -> false)
- then
- GrafiteAst.Ident_alias (id, uri)
- else
- raise (CicNotationParser.Parse_error (loc,sprintf "Not a valid uri: %s" uri))
- else
- raise (CicNotationParser.Parse_error (loc,
- sprintf "Not a valid identifier: %s" id))
- | IDENT "symbol"; symbol = QSTRING;
- instance = OPT [ LPAREN; IDENT "instance"; n = int; RPAREN -> n ];
- SYMBOL "="; dsc = QSTRING ->
- let instance =
- match instance with Some i -> i | None -> 0
- in
- GrafiteAst.Symbol_alias (symbol, instance, dsc)
- | IDENT "num";
- instance = OPT [ LPAREN; IDENT "instance"; n = int; RPAREN -> n ];
- SYMBOL "="; dsc = QSTRING ->
- let instance =
- match instance with Some i -> i | None -> 0
- in
- GrafiteAst.Number_alias (instance, dsc)
- ]
- ];
- argument: [
- [ l = LIST0 [ SYMBOL <:unicode<eta>> (* η *); SYMBOL "." -> () ];
- id = IDENT ->
- Ast.IdentArg (List.length l, id)
- ]
- ];
- associativity: [
- [ IDENT "left"; IDENT "associative" -> Gramext.LeftA
- | IDENT "right"; IDENT "associative" -> Gramext.RightA
- | IDENT "non"; IDENT "associative" -> Gramext.NonA
- ]
- ];
- precedence: [
- [ "with"; IDENT "precedence"; n = NUMBER -> int_of_string n ]
- ];
- notation: [
- [ dir = OPT direction; s = QSTRING;
- assoc = OPT associativity; prec = OPT precedence;
- IDENT "for";
- p2 =
- [ blob = UNPARSED_AST ->
- add_raw_attribute ~text:(sprintf "@{%s}" blob)
- (CicNotationParser.parse_level2_ast
- (Ulexing.from_utf8_string blob))
- | blob = UNPARSED_META ->
- add_raw_attribute ~text:(sprintf "${%s}" blob)
- (CicNotationParser.parse_level2_meta
- (Ulexing.from_utf8_string blob))
- ] ->
- let assoc =
- match assoc with
- | None -> default_associativity
- | Some assoc -> assoc
- in
- let prec =
- match prec with
- | None -> default_precedence
- | Some prec -> prec
- in
- let p1 =
- add_raw_attribute ~text:s
- (CicNotationParser.parse_level1_pattern
- (Ulexing.from_utf8_string s))
- in
- (dir, p1, assoc, prec, p2)
- ]
- ];
- level3_term: [
- [ u = URI -> Ast.UriPattern (UriManager.uri_of_string u)
- | id = IDENT -> Ast.VarPattern id
- | SYMBOL "_" -> Ast.ImplicitPattern
- | LPAREN; terms = LIST1 SELF; RPAREN ->
- (match terms with
- | [] -> assert false
- | [term] -> term
- | terms -> Ast.ApplPattern terms)
- ]
- ];
- interpretation: [
- [ s = CSYMBOL; args = LIST0 argument; SYMBOL "="; t = level3_term ->
- (s, args, t)
- ]
- ];
- command: [ [
- IDENT "set"; n = QSTRING; v = QSTRING ->
- GrafiteAst.Set (loc, n, v)
- | IDENT "drop" -> GrafiteAst.Drop loc
- | IDENT "qed" -> GrafiteAst.Qed loc
- | IDENT "variant" ; name = IDENT; SYMBOL ":";
- typ = term; SYMBOL <:unicode<def>> ; newname = IDENT ->
- GrafiteAst.Obj (loc,
- GrafiteAst.Theorem
- (`Variant,name,typ,Some (Ast.Ident (newname, None))))
- | flavour = theorem_flavour; name = IDENT; SYMBOL ":"; typ = term;
- body = OPT [ SYMBOL <:unicode<def>> (* ≝ *); body = term -> body ] ->
- GrafiteAst.Obj (loc,GrafiteAst.Theorem (flavour, name, typ, body))
- | flavour = theorem_flavour; name = IDENT; SYMBOL <:unicode<def>> (* ≝ *);
- body = term ->
- GrafiteAst.Obj (loc,
- GrafiteAst.Theorem (flavour, name, Ast.Implicit, Some body))
- | "let"; ind_kind = [ "corec" -> `CoInductive | "rec"-> `Inductive ];
- defs = CicNotationParser.let_defs ->
- let name,ty =
- match defs with
- | ((Ast.Ident (name, None), Some ty),_,_) :: _ -> name,ty
- | ((Ast.Ident (name, None), None),_,_) :: _ ->
- name, Ast.Implicit
- | _ -> assert false
- in
- let body = Ast.Ident (name,None) in
- GrafiteAst.Obj (loc,GrafiteAst.Theorem(`Definition, name, ty,
- Some (Ast.LetRec (ind_kind, defs, body))))
- | IDENT "inductive"; spec = inductive_spec ->
- let (params, ind_types) = spec in
- GrafiteAst.Obj (loc,GrafiteAst.Inductive (params, ind_types))
- | IDENT "coinductive"; spec = inductive_spec ->
- let (params, ind_types) = spec in
- let ind_types = (* set inductive flags to false (coinductive) *)
- List.map (fun (name, _, term, ctors) -> (name, false, term, ctors))
- ind_types
- in
- GrafiteAst.Obj (loc,GrafiteAst.Inductive (params, ind_types))
- | IDENT "coercion" ; name = IDENT ->
- GrafiteAst.Coercion (loc, Ast.Ident (name,Some []))
- | IDENT "coercion" ; name = URI ->
- GrafiteAst.Coercion (loc, Ast.Uri (name,Some []))
- | IDENT "alias" ; spec = alias_spec ->
- GrafiteAst.Alias (loc, spec)
- | IDENT "record" ; (params,name,ty,fields) = record_spec ->
- GrafiteAst.Obj (loc,GrafiteAst.Record (params,name,ty,fields))
- | IDENT "include" ; path = QSTRING ->
- GrafiteAst.Include (loc,path)
- | IDENT "default" ; what = QSTRING ; uris = LIST1 URI ->
- let uris = List.map UriManager.uri_of_string uris in
- GrafiteAst.Default (loc,what,uris)
- | IDENT "notation"; (dir, l1, assoc, prec, l2) = notation ->
- GrafiteAst.Notation (loc, dir, l1, assoc, prec, l2)
- | IDENT "interpretation"; id = QSTRING;
- (symbol, args, l3) = interpretation ->
- GrafiteAst.Interpretation (loc, id, (symbol, args), l3)
- | IDENT "metadata"; [ IDENT "dependency" | IDENT "baseuri" ] ; URI ->
- (** metadata commands lives only in .moo, where they are in marshalled
- * form *)
- raise (CicNotationParser.Parse_error (loc, "metadata not allowed here"))
-
- | IDENT "dump" -> GrafiteAst.Dump loc
- | IDENT "render"; u = URI ->
- GrafiteAst.Render (loc, UriManager.uri_of_string u)
- ]];
- executable: [
- [ cmd = command; SYMBOL "." -> GrafiteAst.Command (loc, cmd)
- | tac = tactical; punct = punctuation_tactical ->
- GrafiteAst.Tactical (loc, tac, Some punct)
- | punct = punctuation_tactical -> GrafiteAst.Tactical (loc, punct, None)
- | mac = macro; SYMBOL "." -> GrafiteAst.Macro (loc, mac)
- ]
- ];
- comment: [
- [ BEGINCOMMENT ; ex = executable ; ENDCOMMENT ->
- GrafiteAst.Code (loc, ex)
- | str = NOTE ->
- GrafiteAst.Note (loc, str)
- ]
- ];
- statement: [
- [ ex = executable -> GrafiteAst.Executable (loc,ex)
- | com = comment -> GrafiteAst.Comment (loc, com)
- | EOI -> raise End_of_file
- ]
- ];
-END
-
-let exc_located_wrapper f =
- try
- f ()
- with
- | Stdpp.Exc_located (_, End_of_file) -> raise End_of_file
- | Stdpp.Exc_located (floc, Stream.Error msg) ->
- raise (CicNotationParser.Parse_error (floc, msg))
- | Stdpp.Exc_located (floc, exn) ->
- raise (CicNotationParser.Parse_error (floc, (Printexc.to_string exn)))
-
-let parse_statement lexbuf =
- exc_located_wrapper
- (fun () -> (Grammar.Entry.parse statement (Obj.magic lexbuf)))
-
-let parse_dependencies lexbuf =
- let tok_stream,_ =
- CicNotationLexer.level2_ast_lexer.Token.tok_func (Obj.magic lexbuf)
- in
- let rec parse acc =
- (parser
- | [< '("URI", u) >] ->
- parse (GrafiteAst.UriDep (UriManager.uri_of_string u) :: acc)
- | [< '("IDENT", "include"); '("QSTRING", fname) >] ->
- parse (GrafiteAst.IncludeDep fname :: acc)
- | [< '("IDENT", "set"); '("QSTRING", "baseuri"); '("QSTRING", baseuri) >] ->
- parse (GrafiteAst.BaseuriDep baseuri :: acc)
- | [< '("EOI", _) >] -> acc
- | [< 'tok >] -> parse acc
- | [< >] -> acc) tok_stream
- in
- List.rev (parse [])
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type statement =
- (CicNotationPt.term, CicNotationPt.term, GrafiteAst.reduction,
- GrafiteAst.obj, string)
- GrafiteAst.statement
-
-val parse_statement: Ulexing.lexbuf -> statement (** @raise End_of_file *)
-
- (** @raise End_of_file *)
-val parse_dependencies: Ulexing.lexbuf -> GrafiteAst.dependency list
-
-val statement: statement Grammar.Entry.e
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 16/62003 *)
-(* *)
-(**************************************************************************)
-
-type 'a mpres =
- Mi of attr * string
- | Mn of attr * string
- | Mo of attr * string
- | Mtext of attr * string
- | Mspace of attr
- | Ms of attr * string
- | Mgliph of attr * string
- | Mrow of attr * 'a mpres list
- | Mfrac of attr * 'a mpres * 'a mpres
- | Msqrt of attr * 'a mpres
- | Mroot of attr * 'a mpres * 'a mpres
- | Mstyle of attr * 'a mpres
- | Merror of attr * 'a mpres
- | Mpadded of attr * 'a mpres
- | Mphantom of attr * 'a mpres
- | Mfenced of attr * 'a mpres list
- | Menclose of attr * 'a mpres
- | Msub of attr * 'a mpres * 'a mpres
- | Msup of attr * 'a mpres * 'a mpres
- | Msubsup of attr * 'a mpres * 'a mpres *'a mpres
- | Munder of attr * 'a mpres * 'a mpres
- | Mover of attr * 'a mpres * 'a mpres
- | Munderover of attr * 'a mpres * 'a mpres *'a mpres
-(* | Multiscripts of ??? NOT IMPLEMEMENTED *)
- | Mtable of attr * 'a row list
- | Maction of attr * 'a mpres list
- | Mobject of attr * 'a
-and 'a row = Mtr of attr * 'a mtd list
-and 'a mtd = Mtd of attr * 'a mpres
-and attr = (string option * string * string) list
-;;
-
-let smallskip = Mspace([None,"width","0.5em"]);;
-let indentation = Mspace([None,"width","1em"]);;
-
-let indented elem =
- Mrow([],[indentation;elem]);;
-
-let standard_tbl_attr =
- [None,"align","baseline 1";None,"equalrows","false";None,"columnalign","left"]
-;;
-
-let two_rows_table attr a b =
- Mtable(attr@standard_tbl_attr,
- [Mtr([],[Mtd([],a)]);
- Mtr([],[Mtd([],b)])]);;
-
-let two_rows_table_with_brackets attr a b op =
- (* only the open bracket is added; the closed bracket must be in b *)
- Mtable(attr@standard_tbl_attr,
- [Mtr([],[Mtd([],Mrow([],[Mtext([],"(");a]))]);
- Mtr([],[Mtd([],Mrow([],[indentation;op;b]))])]);;
-
-let two_rows_table_without_brackets attr a b op =
- Mtable(attr@standard_tbl_attr,
- [Mtr([],[Mtd([],a)]);
- Mtr([],[Mtd([],Mrow([],[indentation;op;b]))])]);;
-
-let row_with_brackets attr a b op =
- (* by analogy with two_rows_table_with_brackets we only add the
- open brackets *)
- Mrow(attr,[Mtext([],"(");a;op;b;Mtext([],")")])
-
-let row_without_brackets attr a b op =
- Mrow(attr,[a;op;b])
-
-(* MathML prefix *)
-let prefix = "m";;
-
-let print_mpres obj_printer mpres =
- let module X = Xml in
- let rec aux =
- function
- Mi (attr,s) -> X.xml_nempty ~prefix "mi" attr (X.xml_cdata s)
- | Mn (attr,s) -> X.xml_nempty ~prefix "mn" attr (X.xml_cdata s)
- | Mo (attr,s) ->
- let s =
- let len = String.length s in
- if len > 1 && s.[0] = '\\'
- then String.sub s 1 (len - 1)
- else s
- in
- X.xml_nempty ~prefix "mo" attr (X.xml_cdata s)
- | Mtext (attr,s) -> X.xml_nempty ~prefix "mtext" attr (X.xml_cdata s)
- | Mspace attr -> X.xml_empty ~prefix "mspace" attr
- | Ms (attr,s) -> X.xml_nempty ~prefix "ms" attr (X.xml_cdata s)
- | Mgliph (attr,s) -> X.xml_nempty ~prefix "mgliph" attr (X.xml_cdata s)
- (* General Layout Schemata *)
- | Mrow (attr,l) ->
- X.xml_nempty ~prefix "mrow" attr
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) l [<>])
- >]
- | Mfrac (attr,m1,m2) ->
- X.xml_nempty ~prefix "mfrac" attr [< aux m1; aux m2 >]
- | Msqrt (attr,m) ->
- X.xml_nempty ~prefix "msqrt" attr [< aux m >]
- | Mroot (attr,m1,m2) ->
- X.xml_nempty ~prefix "mroot" attr [< aux m1; aux m2 >]
- | Mstyle (attr,m) -> X.xml_nempty ~prefix "mstyle" attr [< aux m >]
- | Merror (attr,m) -> X.xml_nempty ~prefix "merror" attr [< aux m >]
- | Mpadded (attr,m) -> X.xml_nempty ~prefix "mpadded" attr [< aux m >]
- | Mphantom (attr,m) -> X.xml_nempty ~prefix "mphantom" attr [< aux m >]
- | Mfenced (attr,l) ->
- X.xml_nempty ~prefix "mfenced" attr
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) l [<>])
- >]
- | Menclose (attr,m) -> X.xml_nempty ~prefix "menclose" attr [< aux m >]
- (* Script and Limit Schemata *)
- | Msub (attr,m1,m2) ->
- X.xml_nempty ~prefix "msub" attr [< aux m1; aux m2 >]
- | Msup (attr,m1,m2) ->
- X.xml_nempty ~prefix "msup" attr [< aux m1; aux m2 >]
- | Msubsup (attr,m1,m2,m3) ->
- X.xml_nempty ~prefix "msubsup" attr [< aux m1; aux m2; aux m3 >]
- | Munder (attr,m1,m2) ->
- X.xml_nempty ~prefix "munder" attr [< aux m1; aux m2 >]
- | Mover (attr,m1,m2) ->
- X.xml_nempty ~prefix "mover" attr [< aux m1; aux m2 >]
- | Munderover (attr,m1,m2,m3) ->
- X.xml_nempty ~prefix "munderover" attr [< aux m1; aux m2; aux m3 >]
- (* | Multiscripts of ??? NOT IMPLEMEMENTED *)
- (* Tables and Matrices *)
- | Mtable (attr, rl) ->
- X.xml_nempty ~prefix "mtable" attr
- [< (List.fold_right (fun x i -> [< (aux_mrow x) ; i >]) rl [<>]) >]
- (* Enlivening Expressions *)
- | Maction (attr, l) ->
- X.xml_nempty ~prefix "maction" attr
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) l [<>]) >]
- | Mobject (attr, obj) ->
- let box_stream = obj_printer obj in
- X.xml_nempty ~prefix "semantics" attr
- [< X.xml_nempty ~prefix "annotation-xml" [None, "encoding", "BoxML"]
- box_stream >]
-
- and aux_mrow =
- let module X = Xml in
- function
- Mtr (attr, l) ->
- X.xml_nempty ~prefix "mtr" attr
- [< (List.fold_right (fun x i -> [< (aux_mtd x) ; i >]) l [<>])
- >]
- and aux_mtd =
- let module X = Xml in
- function
- Mtd (attr,m) -> X.xml_nempty ~prefix "mtd" attr
- [< (aux m) ;
- X.xml_nempty ~prefix "mphantom" []
- (X.xml_nempty ~prefix "mtext" [] (X.xml_cdata "(")) >]
- in
- aux mpres
-;;
-
-let document_of_mpres pres =
- [< Xml.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- Xml.xml_cdata "\n";
- Xml.xml_nempty ~prefix "math"
- [Some "xmlns","m","http://www.w3.org/1998/Math/MathML" ;
- Some "xmlns","helm","http://www.cs.unibo.it/helm" ;
- Some "xmlns","xlink","http://www.w3.org/1999/xlink"
- ] (Xml.xml_nempty ~prefix "mstyle" [None, "mathvariant", "normal"; None,
- "rowspacing", "0.6ex"] (print_mpres (fun _ -> assert false) pres))
- >]
-
-let get_attr = function
- | Maction (attr, _)
- | Menclose (attr, _)
- | Merror (attr, _)
- | Mfenced (attr, _)
- | Mfrac (attr, _, _)
- | Mgliph (attr, _)
- | Mi (attr, _)
- | Mn (attr, _)
- | Mo (attr, _)
- | Mobject (attr, _)
- | Mover (attr, _, _)
- | Mpadded (attr, _)
- | Mphantom (attr, _)
- | Mroot (attr, _, _)
- | Mrow (attr, _)
- | Ms (attr, _)
- | Mspace attr
- | Msqrt (attr, _)
- | Mstyle (attr, _)
- | Msub (attr, _, _)
- | Msubsup (attr, _, _, _)
- | Msup (attr, _, _)
- | Mtable (attr, _)
- | Mtext (attr, _)
- | Munder (attr, _, _)
- | Munderover (attr, _, _, _) ->
- attr
-
-let set_attr attr = function
- | Maction (_, x) -> Maction (attr, x)
- | Menclose (_, x) -> Menclose (attr, x)
- | Merror (_, x) -> Merror (attr, x)
- | Mfenced (_, x) -> Mfenced (attr, x)
- | Mfrac (_, x, y) -> Mfrac (attr, x, y)
- | Mgliph (_, x) -> Mgliph (attr, x)
- | Mi (_, x) -> Mi (attr, x)
- | Mn (_, x) -> Mn (attr, x)
- | Mo (_, x) -> Mo (attr, x)
- | Mobject (_, x) -> Mobject (attr, x)
- | Mover (_, x, y) -> Mover (attr, x, y)
- | Mpadded (_, x) -> Mpadded (attr, x)
- | Mphantom (_, x) -> Mphantom (attr, x)
- | Mroot (_, x, y) -> Mroot (attr, x, y)
- | Mrow (_, x) -> Mrow (attr, x)
- | Ms (_, x) -> Ms (attr, x)
- | Mspace _ -> Mspace attr
- | Msqrt (_, x) -> Msqrt (attr, x)
- | Mstyle (_, x) -> Mstyle (attr, x)
- | Msub (_, x, y) -> Msub (attr, x, y)
- | Msubsup (_, x, y, z) -> Msubsup (attr, x, y, z)
- | Msup (_, x, y) -> Msup (attr, x, y)
- | Mtable (_, x) -> Mtable (attr, x)
- | Mtext (_, x) -> Mtext (attr, x)
- | Munder (_, x, y) -> Munder (attr, x, y)
- | Munderover (_, x, y, z) -> Munderover (attr, x, y, z)
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type 'a mpres =
- (* token elements *)
- Mi of attr * string
- | Mn of attr * string
- | Mo of attr * string
- | Mtext of attr * string
- | Mspace of attr
- | Ms of attr * string
- | Mgliph of attr * string
- (* General Layout Schemata *)
- | Mrow of attr * 'a mpres list
- | Mfrac of attr * 'a mpres * 'a mpres
- | Msqrt of attr * 'a mpres
- | Mroot of attr * 'a mpres * 'a mpres
- | Mstyle of attr * 'a mpres
- | Merror of attr * 'a mpres
- | Mpadded of attr * 'a mpres
- | Mphantom of attr * 'a mpres
- | Mfenced of attr * 'a mpres list
- | Menclose of attr * 'a mpres
- (* Script and Limit Schemata *)
- | Msub of attr * 'a mpres * 'a mpres
- | Msup of attr * 'a mpres * 'a mpres
- | Msubsup of attr * 'a mpres * 'a mpres *'a mpres
- | Munder of attr * 'a mpres * 'a mpres
- | Mover of attr * 'a mpres * 'a mpres
- | Munderover of attr * 'a mpres * 'a mpres *'a mpres
- (* Tables and Matrices *)
- | Mtable of attr * 'a row list
- (* Enlivening Expressions *)
- | Maction of attr * 'a mpres list
- (* Embedding *)
- | Mobject of attr * 'a
-
-and 'a row = Mtr of attr * 'a mtd list
-
-and 'a mtd = Mtd of attr * 'a mpres
-
- (** XML attribute: namespace, name, value *)
-and attr = (string option * string * string) list
-
-;;
-
-val get_attr: 'a mpres -> attr
-val set_attr: attr -> 'a mpres -> 'a mpres
-
-val smallskip : 'a mpres
-val indented : 'a mpres -> 'a mpres
-val standard_tbl_attr : attr
-val two_rows_table : attr -> 'a mpres -> 'a mpres -> 'a mpres
-val two_rows_table_with_brackets :
- attr -> 'a mpres -> 'a mpres -> 'a mpres -> 'a mpres
-val two_rows_table_without_brackets :
- attr -> 'a mpres -> 'a mpres -> 'a mpres -> 'a mpres
-val row_with_brackets :
- attr -> 'a mpres -> 'a mpres -> 'a mpres -> 'a mpres
-val row_without_brackets :
- attr -> 'a mpres -> 'a mpres -> 'a mpres -> 'a mpres
-val print_mpres : ('a -> Xml.token Stream.t) -> 'a mpres -> Xml.token Stream.t
-val document_of_mpres : 'a mpres -> Xml.token Stream.t
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Gramext
-
-let tex_of_unicode s =
- let contractions = ("\\Longrightarrow","=>") :: [] in
- if String.length s <= 1 then s
- else (* probably an extended unicode symbol *)
- let s = Utf8Macro.tex_of_unicode s in
- try List.assoc s contractions with Not_found -> s
-
-let needs_brackets t =
- let rec count_brothers = function
- | Node {brother = brother} -> 1 + count_brothers brother
- | _ -> 0
- in
- count_brothers t > 1
-
-let visit_description desc fmt self =
- let skip s = List.mem s [ ] in
- let inline s = List.mem s [ "int" ] in
-
- let rec visit_entry e todo is_son nesting =
- let { ename = ename; edesc = desc } = e in
- if inline ename then
- visit_desc desc todo is_son nesting
- else
- begin
- Format.fprintf fmt "%s " ename;
- if skip ename then
- todo
- else
- todo @ [e]
- end
-
- and visit_desc d todo is_son nesting =
- match d with
- | Dlevels [] -> todo
- | Dlevels [lev] -> visit_level lev todo is_son nesting
- | Dlevels (lev::levels) ->
- let todo = visit_level lev todo is_son nesting in
- List.fold_left
- (fun acc l ->
- Format.fprintf fmt "@ | ";
- visit_level l acc is_son nesting)
- todo levels;
- | _ -> todo
-
- and visit_level l todo is_son nesting =
- let { lsuffix = suff ; lprefix = pref } = l in
- let todo = visit_tree suff todo is_son nesting in
- visit_tree pref todo is_son nesting
-
- and visit_tree t todo is_son nesting =
- match t with
- | Node node -> visit_node node todo is_son nesting
- | _ -> todo
-
- and visit_node n todo is_son nesting =
- let is_tree_printable t =
- match t with
- | Node _ -> true
- | _ -> false
- in
- let { node = symbol; son = son ; brother = brother } = n in
- let todo = visit_symbol symbol todo is_son nesting in
- let todo =
- if is_tree_printable son then
- begin
- let need_b = needs_brackets son in
- if not is_son then
- Format.fprintf fmt "@[<hov2>";
- if need_b then
- Format.fprintf fmt "( ";
- let todo = visit_tree son todo true nesting in
- if need_b then
- Format.fprintf fmt ")";
- if not is_son then
- Format.fprintf fmt "@]";
- todo
- end
- else
- todo
- in
- if is_tree_printable brother then
- begin
- Format.fprintf fmt "@ | ";
- visit_tree brother todo is_son nesting
- end
- else
- todo
-
- and visit_symbol s todo is_son nesting =
- match s with
- | Smeta (name, sl, _) ->
- Format.fprintf fmt "%s " name;
- List.fold_left (
- fun acc s ->
- let todo = visit_symbol s acc is_son nesting in
- if is_son then
- Format.fprintf fmt "@ ";
- todo)
- todo sl
- | Snterm entry -> visit_entry entry todo is_son nesting
- | Snterml (entry,_) -> visit_entry entry todo is_son nesting
- | Slist0 symbol ->
- Format.fprintf fmt "{@[<hov2> ";
- let todo = visit_symbol symbol todo is_son (nesting+1) in
- Format.fprintf fmt "@]} @ ";
- todo
- | Slist0sep (symbol,sep) ->
- Format.fprintf fmt "[@[<hov2> ";
- let todo = visit_symbol symbol todo is_son (nesting + 1) in
- Format.fprintf fmt "{@[<hov2> ";
- let todo = visit_symbol sep todo is_son (nesting + 2) in
- Format.fprintf fmt " ";
- let todo = visit_symbol symbol todo is_son (nesting + 2) in
- Format.fprintf fmt "@]} @]] @ ";
- todo
- | Slist1 symbol ->
- Format.fprintf fmt "{@[<hov2> ";
- let todo = visit_symbol symbol todo is_son (nesting + 1) in
- Format.fprintf fmt "@]}+ @ ";
- todo
- | Slist1sep (symbol,sep) ->
- let todo = visit_symbol symbol todo is_son nesting in
- Format.fprintf fmt "{@[<hov2> ";
- let todo = visit_symbol sep todo is_son (nesting + 1) in
- let todo = visit_symbol symbol todo is_son (nesting + 1) in
- Format.fprintf fmt "@]} @ ";
- todo
- | Sopt symbol ->
- Format.fprintf fmt "[@[<hov2> ";
- let todo = visit_symbol symbol todo is_son (nesting + 1) in
- Format.fprintf fmt "@]] @ ";
- todo
- | Sself -> Format.fprintf fmt "%s " self; todo
- | Snext -> Format.fprintf fmt "next "; todo
- | Stoken pattern ->
- let constructor, keyword = pattern in
- if keyword = "" then
- Format.fprintf fmt "`%s' " constructor
- else
- Format.fprintf fmt "\"%s\" " (tex_of_unicode keyword);
- todo
- | Stree tree ->
- if needs_brackets tree then
- begin
- Format.fprintf fmt "@[<hov2>( ";
- let todo = visit_tree tree todo is_son (nesting + 1) in
- Format.fprintf fmt ")@] @ ";
- todo
- end
- else
- visit_tree tree todo is_son (nesting + 1)
- in
- visit_desc desc [] false 0
-;;
-
-let rec clean_dummy_desc = function
- | Dlevels l -> Dlevels (clean_levels l)
- | x -> x
-
-and clean_levels = function
- | [] -> []
- | l :: tl -> clean_level l @ clean_levels tl
-
-and clean_level = function
- | x ->
- let pref = clean_tree x.lprefix in
- let suff = clean_tree x.lsuffix in
- match pref,suff with
- | DeadEnd, DeadEnd -> []
- | _ -> [{x with lprefix = pref; lsuffix = suff}]
-
-and clean_tree = function
- | Node n -> clean_node n
- | x -> x
-
-and clean_node = function
- | {node=node;son=son;brother=brother} ->
- let bn = is_symbol_dummy node in
- let bs = is_tree_dummy son in
- let bb = is_tree_dummy brother in
- let son = if bs then DeadEnd else son in
- let brother = if bb then DeadEnd else brother in
- if bb && bs && bn then
- DeadEnd
- else
- if bn then
- Node {node=Sself;son=son;brother=brother}
- else
- Node {node=node;son=son;brother=brother}
-
-and is_level_dummy = function
- | {lsuffix=lsuffix;lprefix=lprefix} ->
- is_tree_dummy lsuffix && is_tree_dummy lprefix
-
-and is_desc_dummy = function
- | Dlevels l -> List.for_all is_level_dummy l
- | Dparser _ -> true
-
-and is_entry_dummy = function
- | {edesc=edesc} -> is_desc_dummy edesc
-
-and is_symbol_dummy = function
- | Stoken ("DUMMY", _) -> true
- | Stoken _ -> false
- | Smeta (_, lt, _) -> List.for_all is_symbol_dummy lt
- | Snterm e | Snterml (e, _) -> is_entry_dummy e
- | Slist1 x | Slist0 x -> is_symbol_dummy x
- | Slist1sep (x,y) | Slist0sep (x,y) -> is_symbol_dummy x && is_symbol_dummy y
- | Sopt x -> is_symbol_dummy x
- | Sself | Snext -> false
- | Stree t -> is_tree_dummy t
-
-and is_tree_dummy = function
- | Node {node=node} -> is_symbol_dummy node
- | _ -> true
-;;
-
-
-let rec visit_entries todo pped =
- let fmt = Format.std_formatter in
- match todo with
- | [] -> ()
- | hd :: tl ->
- let todo =
- if not (List.memq hd pped) then
- begin
- let { ename = ename; edesc = desc } = hd in
- Format.fprintf fmt "@[<hv2>%s ::=@ " ename;
- let desc = clean_dummy_desc desc in
- let todo = visit_description desc fmt ename @ todo in
- Format.fprintf fmt "@]";
- Format.pp_print_newline fmt ();
- Format.pp_print_newline fmt ();
- todo
- end
- else
- todo
- in
- let clean_todo todo =
- let name_of_entry e = e.ename in
- let pped = hd :: pped in
- let todo = tl @ todo in
- let todo = List.filter (fun e -> not(List.memq e pped)) todo in
- HExtlib.list_uniq
- ~eq:(fun e1 e2 -> (name_of_entry e1) = (name_of_entry e2))
- (List.sort
- (fun e1 e2 ->
- Pervasives.compare (name_of_entry e1) (name_of_entry e2))
- todo),
- pped
- in
- let todo,pped = clean_todo todo in
- visit_entries todo pped
-;;
-
-let _ =
- let g_entry = Grammar.Entry.obj GrafiteParser.statement in
- visit_entries [g_entry] []
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type xml_attribute = string option * string * string
-type markup = [ `MathML | `BoxML ]
-
-let keyword_attributes = function
- | `MathML -> [ None, "mathcolor", "blue" ]
- | `BoxML -> [ None, "color", "blue" ]
-
-let builtin_symbol_attributes = function
- | `MathML -> [ None, "mathcolor", "blue" ]
- | `BoxML -> [ None, "color", "blue" ]
-
-let object_keyword_attributes = function
- | `MathML -> [ None, "mathcolor", "red" ]
- | `BoxML -> [ None, "color", "red" ]
-
-let symbol_attributes _ = []
-let ident_attributes _ = []
-let number_attributes _ = []
-
-let spacing_attributes _ = [ None, "spacing", "0.5em" ]
-let indent_attributes _ = [ None, "indent", "0.5em" ]
-let small_skip_attributes _ = [ None, "width", "0.5em" ]
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** XML attributes for MathML/BoxML rendering of terms and objects
- * markup defaults to MathML in all functions below *)
-
-type xml_attribute = string option * string * string
-type markup = [ `MathML | `BoxML ]
-
-(** High-level attributes *)
-
-val keyword_attributes: (* let, match, in, ... *)
- markup -> xml_attribute list
-
-val builtin_symbol_attributes: (* \\Pi, \\to, ... *)
- markup -> xml_attribute list
-
-val symbol_attributes: (* +, *, ... *)
- markup -> xml_attribute list
-
-val ident_attributes: (* nat, plus, ... *)
- markup -> xml_attribute list
-
-val number_attributes: (* 1, 2, ... *)
- markup -> xml_attribute list
-
-val object_keyword_attributes: (* Body, Definition, ... *)
- markup -> xml_attribute list
-
-(** Low-level attributes *)
-
-val spacing_attributes: markup -> xml_attribute list
-val indent_attributes: markup -> xml_attribute list
-val small_skip_attributes: markup -> xml_attribute list
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let _ =
- let ic = ref stdin in
- let usage = "test_coarse_parser [ file ]" in
- let open_file fname =
- if !ic <> stdin then close_in !ic;
- ic := open_in fname
- in
- Arg.parse [] open_file usage;
- let deps =
- GrafiteParser.parse_dependencies (Ulexing.from_utf8_channel !ic)
- in
- List.iter (fun dep -> print_endline (GrafiteAstPp.pp_dependency dep)) deps
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let _ =
- let level = ref "2@" in
- let ic = ref stdin in
- let arg_spec = [ "-level", Arg.Set_string level, "set the notation level" ] in
- let usage = "test_lexer [ -level level ] [ file ]" in
- let open_file fname =
- if !ic <> stdin then close_in !ic;
- ic := open_in fname
- in
- Arg.parse arg_spec open_file usage;
- let lexer =
- match !level with
- "1" -> CicNotationLexer.level1_pattern_lexer
- | "2@" -> CicNotationLexer.level2_ast_lexer
- | "2$" -> CicNotationLexer.level2_meta_lexer
- | l ->
- prerr_endline (Printf.sprintf "Unsupported level %s" l);
- exit 2
- in
- let token_stream =
- fst (lexer.Token.tok_func (Obj.magic (Ulexing.from_utf8_channel !ic)))
- in
- Printf.printf "Lexing notation level %s\n" !level; flush stdout;
- let rec dump () =
- let (a,b) = Stream.next token_stream in
- if a = "EOI" then raise Stream.Failure;
- print_endline (Printf.sprintf "%s '%s'" a b);
- dump ()
- in
- try
- dump ()
- with Stream.Failure -> ()
-
+++ /dev/null
-<helm_registry>
- <section name="getter">
- <key name="prefix">
- cic:/
- file:///projects/helm/library/coq_contribs/
- </key>
- <key name="prefix">
- cic:/matita/
- file:///home/zacchiro/helm/matita/.matita/xml/matita/
- </key>
- </section>
- <section name="notation">
- <key name="core_file">../../matita/core_notation.moo</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let _ = Helm_registry.load_from "test_parser.conf.xml"
-
-let xml_stream_of_markup =
- let rec print_box (t: CicNotationPres.boxml_markup) =
- Box.box2xml print_mpres t
- and print_mpres (t: CicNotationPres.mathml_markup) =
- Mpresentation.print_mpres print_box t
- in
- print_mpres
-
-let dump_xml t id_to_uri fname =
- prerr_endline (sprintf "dumping MathML to %s ..." fname);
- flush stdout;
- let oc = open_out fname in
- let markup = CicNotationPres.render id_to_uri t in
- let xml_stream = CicNotationPres.print_xml markup in
- Xml.pp_to_outchan xml_stream oc;
- close_out oc
-
-let extract_loc =
- function
- | GrafiteAst.Executable (loc, _)
- | GrafiteAst.Comment (loc, _) -> loc
-
-let pp_associativity = function
- | Gramext.LeftA -> "left"
- | Gramext.RightA -> "right"
- | Gramext.NonA -> "non"
-
-let pp_precedence = string_of_int
-
-(* let last_rule_id = ref None *)
-
-let process_stream istream =
- let char_count = ref 0 in
- let module P = CicNotationPt in
- let module G = GrafiteAst in
- try
- while true do
- try
- let statement = GrafiteParser.parse_statement istream in
- let floc = extract_loc statement in
- let (_, y) = P.loc_of_floc floc in
- char_count := y + !char_count;
- match statement with
-(* | G.Executable (_, G.Macro (_, G.Check (_,
- P.AttributedTerm (_, P.Ident _)))) ->
- prerr_endline "mega hack";
- (match !last_rule_id with
- | None -> ()
- | Some id ->
- prerr_endline "removing last notation rule ...";
- CicNotationParser.delete id) *)
- | G.Executable (_, G.Macro (_, G.Check (_, t))) ->
- prerr_endline (sprintf "ast: %s" (CicNotationPp.pp_term t));
- let t' = CicNotationRew.pp_ast t in
- prerr_endline (sprintf "rendered ast: %s"
- (CicNotationPp.pp_term t'));
- let tbl = Hashtbl.create 0 in
- dump_xml t' tbl "out.xml"
- | G.Executable (_, G.Command (_,
- G.Notation (_, dir, l1, associativity, precedence, l2))) ->
- prerr_endline "notation";
- prerr_endline (sprintf "l1: %s" (CicNotationPp.pp_term l1));
- prerr_endline (sprintf "l2: %s" (CicNotationPp.pp_term l2));
- prerr_endline (sprintf "prec: %s" (pp_precedence precedence));
- prerr_endline (sprintf "assoc: %s" (pp_associativity associativity));
- let keywords = CicNotationUtil.keywords_of_term l1 in
- if keywords <> [] then
- prerr_endline (sprintf "keywords: %s"
- (String.concat " " keywords));
- if dir <> Some `RightToLeft then
- ignore
- (CicNotationParser.extend l1 ?precedence ?associativity
- (fun env loc -> CicNotationFwd.instantiate_level2 env l2));
-(* last_rule_id := Some rule_id; *)
- if dir <> Some `LeftToRight then
- ignore (CicNotationRew.add_pretty_printer
- ?precedence ?associativity l2 l1)
- | G.Executable (_, G.Command (_, G.Interpretation (_, id, l2, l3))) ->
- prerr_endline "interpretation";
- prerr_endline (sprintf "dsc: %s" id);
- ignore (CicNotationRew.add_interpretation id l2 l3);
- flush stdout
- | G.Executable (_, G.Command (_, G.Dump _)) ->
- CicNotationParser.print_l2_pattern (); print_newline ()
- | G.Executable (_, G.Command (_, G.Render (_, uri))) ->
- let obj, _ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- let annobj, _, _, id_to_sort, _, _, _ =
- Cic2acic.acic_object_of_cic_object obj
- in
- let annterm =
- match annobj with
- | Cic.AConstant (_, _, _, _, ty, _, _)
- | Cic.AVariable (_, _, _, ty, _, _) -> ty
- | _ -> assert false
- in
- let t, id_to_uri =
- CicNotationRew.ast_of_acic id_to_sort annterm
- in
- prerr_endline "Raw AST";
- prerr_endline (CicNotationPp.pp_term t);
- let t' = CicNotationRew.pp_ast t in
- prerr_endline "Rendered AST";
- prerr_endline (CicNotationPp.pp_term t');
- dump_xml t' id_to_uri "out.xml"
- | _ -> prerr_endline "Unsupported statement"
- with
- | End_of_file -> raise End_of_file
- | CicNotationParser.Parse_error (floc, msg) ->
- let (x, y) = P.loc_of_floc floc in
-(* let before = String.sub line 0 x in
- let error = String.sub line x (y - x) in
- let after = String.sub line y (String.length line - y) in
- eprintf "%s\e[01;31m%s\e[00m%s\n" before error after;
- prerr_endline (sprintf "at character %d-%d: %s" x y msg) *)
- prerr_endline (sprintf "Parse error at character %d-%d: %s"
- (!char_count + x) (!char_count + y) msg)
- | exn ->
- prerr_endline
- (sprintf "Uncaught exception: %s" (Printexc.to_string exn))
- done
- with End_of_file -> ()
-
-let _ =
- let arg_spec = [ ] in
- let usage = "" in
- Arg.parse arg_spec (fun _ -> raise (Arg.Bad usage)) usage;
- print_endline "Loading builtin notation ...";
- CicNotation.load_notation (Helm_registry.get "notation.core_file");
- print_endline "done.";
- flush stdout;
- process_stream (Ulexing.from_utf8_channel stdin)
-
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-contentPp.cmi: content.cmi
-cic2content.cmi: content.cmi cic2acic.cmi
-content2cic.cmi: content.cmi
-eta_fixing.cmo: eta_fixing.cmi
-eta_fixing.cmx: eta_fixing.cmi
-doubleTypeInference.cmo: doubleTypeInference.cmi
-doubleTypeInference.cmx: doubleTypeInference.cmi
-cic2acic.cmo: eta_fixing.cmi doubleTypeInference.cmi cic2acic.cmi
-cic2acic.cmx: eta_fixing.cmx doubleTypeInference.cmx cic2acic.cmi
-content.cmo: content.cmi
-content.cmx: content.cmi
-contentPp.cmo: content.cmi contentPp.cmi
-contentPp.cmx: content.cmx contentPp.cmi
-cic2content.cmo: content.cmi cic2acic.cmi cic2content.cmi
-cic2content.cmx: content.cmx cic2acic.cmx cic2content.cmi
-content2cic.cmo: content.cmi content2cic.cmi
-content2cic.cmx: content.cmx content2cic.cmi
+++ /dev/null
-PACKAGE = cic_omdoc
-REQUIRES = helm-cic_proof_checking
-PREDICATES =
-
-INTERFACE_FILES = \
- eta_fixing.mli \
- doubleTypeInference.mli \
- cic2acic.mli \
- content.mli \
- contentPp.mli \
- cic2content.mli \
- content2cic.mli \
- $(NULL)
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-
-EXTRA_OBJECTS_TO_INSTALL = \
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type sort_kind = [ `Prop | `Set | `Type of CicUniv.universe | `CProp ]
-
-let string_of_sort = function
- | `Prop -> "Prop"
- | `Set -> "Set"
- | `Type u -> "Type:" ^ string_of_int (CicUniv.univno u)
- | `CProp -> "CProp"
-
-let sort_of_sort = function
- | Cic.Prop -> `Prop
- | Cic.Set -> `Set
- | Cic.Type u -> `Type u
- | Cic.CProp -> `CProp
-
-(* let hashtbl_add_time = ref 0.0;; *)
-
-let xxx_add h k v =
-(* let t1 = Sys.time () in *)
- Hashtbl.add h k v ;
-(* let t2 = Sys.time () in
- hashtbl_add_time := !hashtbl_add_time +. t2 -. t1 *)
-;;
-
-(* let number_new_type_of_aux' = ref 0;;
-let type_of_aux'_add_time = ref 0.0;; *)
-
-let xxx_type_of_aux' m c t =
-(* let t1 = Sys.time () in *)
- let res,_ =
- try
- CicTypeChecker.type_of_aux' m c t CicUniv.empty_ugraph
- with
- | CicTypeChecker.AssertFailure _
- | CicTypeChecker.TypeCheckerFailure _ ->
- Cic.Sort Cic.Prop, CicUniv.empty_ugraph
- in
-(* let t2 = Sys.time () in
- type_of_aux'_add_time := !type_of_aux'_add_time +. t2 -. t1 ; *)
- res
-;;
-
-type anntypes =
- {annsynthesized : Cic.annterm ; annexpected : Cic.annterm option}
-;;
-
-let gen_id seed =
- let res = "i" ^ string_of_int !seed in
- incr seed ;
- res
-;;
-
-let fresh_id seed ids_to_terms ids_to_father_ids =
- fun father t ->
- let res = gen_id seed in
- xxx_add ids_to_father_ids res father ;
- xxx_add ids_to_terms res t ;
- res
-;;
-
-let source_id_of_id id = "#source#" ^ id;;
-
-exception NotEnoughElements;;
-
-(*CSC: cut&paste da cicPp.ml *)
-(* get_nth l n returns the nth element of the list l if it exists or *)
-(* raises NotEnoughElements if l has less than n elements *)
-let rec get_nth l n =
- match (n,l) with
- (1, he::_) -> he
- | (n, he::tail) when n > 1 -> get_nth tail (n-1)
- | (_,_) -> raise NotEnoughElements
-;;
-
-let acic_of_cic_context' ~computeinnertypes:global_computeinnertypes
- seed ids_to_terms ids_to_father_ids ids_to_inner_sorts ids_to_inner_types
- metasenv context idrefs t expectedty
-=
- let module D = DoubleTypeInference in
- let module C = Cic in
- let fresh_id' = fresh_id seed ids_to_terms ids_to_father_ids in
-(* let time1 = Sys.time () in *)
- let terms_to_types =
-(*
- let time0 = Sys.time () in
- let prova = CicTypeChecker.type_of_aux' metasenv context t in
- let time1 = Sys.time () in
- prerr_endline ("*** Fine type_inference:" ^ (string_of_float (time1 -. time0)));
- let res = D.double_type_of metasenv context t expectedty in
- let time2 = Sys.time () in
- prerr_endline ("*** Fine double_type_inference:" ^ (string_of_float (time2 -. time1)));
- res
-*)
- if global_computeinnertypes then
- D.double_type_of metasenv context t expectedty
- else
- D.CicHash.empty ()
- in
-(*
- let time2 = Sys.time () in
- prerr_endline
- ("++++++++++++ Tempi della double_type_of: "^ string_of_float (time2 -. time1)) ;
-*)
- let rec aux computeinnertypes father context idrefs tt =
- let fresh_id'' = fresh_id' father tt in
- (*CSC: computeinnertypes era true, il che e' proprio sbagliato, no? *)
- let aux' = aux computeinnertypes (Some fresh_id'') in
- (* First of all we compute the inner type and the inner sort *)
- (* of the term. They may be useful in what follows. *)
- (*CSC: This is a very inefficient way of computing inner types *)
- (*CSC: and inner sorts: very deep terms have their types/sorts *)
- (*CSC: computed again and again. *)
- let sort_of t =
- match CicReduction.whd context t with
- C.Sort C.Prop -> `Prop
- | C.Sort C.Set -> `Set
- | C.Sort (C.Type u) -> `Type u
- | C.Meta _ -> `Type (CicUniv.fresh())
- | C.Sort C.CProp -> `CProp
- | t ->
- prerr_endline ("Cic2acic.sort_of applied to: " ^ CicPp.ppterm t) ;
- assert false
- in
- let ainnertypes,innertype,innersort,expected_available =
-(*CSC: Here we need the algorithm for Coscoy's double type-inference *)
-(*CSC: (expected type + inferred type). Just for now we use the usual *)
-(*CSC: type-inference, but the result is very poor. As a very weak *)
-(*CSC: patch, I apply whd to the computed type. Full beta *)
-(*CSC: reduction would be a much better option. *)
-(*CSC: solo per testare i tempi *)
-(*XXXXXXX *)
- try
-(* *)
- let {D.synthesized = synthesized; D.expected = expected} =
- if computeinnertypes then
- D.CicHash.find terms_to_types tt
- else
- (* We are already in an inner-type and Coscoy's double *)
- (* type inference algorithm has not been applied. *)
- { D.synthesized =
-(***CSC: patch per provare i tempi
- CicReduction.whd context (xxx_type_of_aux' metasenv context tt) ; *)
- if global_computeinnertypes then
- Cic.Sort (Cic.Type (CicUniv.fresh()))
- else
- CicReduction.whd context (xxx_type_of_aux' metasenv context tt);
- D.expected = None}
- in
-(* incr number_new_type_of_aux' ; *)
- let innersort = (*XXXXX *) xxx_type_of_aux' metasenv context synthesized (* Cic.Sort Cic.Prop *) in
- let ainnertypes,expected_available =
- if computeinnertypes then
- let annexpected,expected_available =
- match expected with
- None -> None,false
- | Some expectedty' ->
- Some
- (aux false (Some fresh_id'') context idrefs expectedty'),
- true
- in
- Some
- {annsynthesized =
- aux false (Some fresh_id'') context idrefs synthesized ;
- annexpected = annexpected
- }, expected_available
- else
- None,false
- in
- ainnertypes,synthesized, sort_of innersort, expected_available
-(*XXXXXXXX *)
- with
- Not_found -> (* l'inner-type non e' nella tabella ==> sort <> Prop *)
- (* CSC: Type or Set? I can not tell *)
- let u = CicUniv.fresh() in
- None,Cic.Sort (Cic.Type u),`Type u,false
- (* TASSI non dovrebbe fare danni *)
-(* *)
- in
- let add_inner_type id =
- match ainnertypes with
- None -> ()
- | Some ainnertypes -> xxx_add ids_to_inner_types id ainnertypes
- in
- match tt with
- C.Rel n ->
- let id =
- match get_nth context n with
- (Some (C.Name s,_)) -> s
- | _ -> "__" ^ string_of_int n
- in
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop && expected_available then
- add_inner_type fresh_id'' ;
- C.ARel (fresh_id'', List.nth idrefs (n-1), n, id)
- | C.Var (uri,exp_named_subst) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop && expected_available then
- add_inner_type fresh_id'' ;
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux' context idrefs t)) exp_named_subst
- in
- C.AVar (fresh_id'', uri,exp_named_subst')
- | C.Meta (n,l) ->
- let (_,canonical_context,_) = CicUtil.lookup_meta n metasenv in
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop && expected_available then
- add_inner_type fresh_id'' ;
- C.AMeta (fresh_id'', n,
- (List.map2
- (fun ct t ->
- match (ct, t) with
- | None, _ -> None
- | _, Some t -> Some (aux' context idrefs t)
- | Some _, None -> assert false (* due to typing rules *))
- canonical_context l))
- | C.Sort s -> C.ASort (fresh_id'', s)
- | C.Implicit annotation -> C.AImplicit (fresh_id'', annotation)
- | C.Cast (v,t) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.ACast (fresh_id'', aux' context idrefs v, aux' context idrefs t)
- | C.Prod (n,s,t) ->
- xxx_add ids_to_inner_sorts fresh_id''
- (sort_of innertype) ;
- let sourcetype = xxx_type_of_aux' metasenv context s in
- xxx_add ids_to_inner_sorts (source_id_of_id fresh_id'')
- (sort_of sourcetype) ;
- let n' =
- match n with
- C.Anonymous -> n
- | C.Name n' ->
- if DoubleTypeInference.does_not_occur 1 t then
- C.Anonymous
- else
- C.Name n'
- in
- C.AProd
- (fresh_id'', n', aux' context idrefs s,
- aux' ((Some (n, C.Decl s))::context) (fresh_id''::idrefs) t)
- | C.Lambda (n,s,t) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- let sourcetype = xxx_type_of_aux' metasenv context s in
- xxx_add ids_to_inner_sorts (source_id_of_id fresh_id'')
- (sort_of sourcetype) ;
- if innersort = `Prop then
- begin
- let father_is_lambda =
- match father with
- None -> false
- | Some father' ->
- match Hashtbl.find ids_to_terms father' with
- C.Lambda _ -> true
- | _ -> false
- in
- if (not father_is_lambda) || expected_available then
- add_inner_type fresh_id''
- end ;
- C.ALambda
- (fresh_id'',n, aux' context idrefs s,
- aux' ((Some (n, C.Decl s)::context)) (fresh_id''::idrefs) t)
- | C.LetIn (n,s,t) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.ALetIn
- (fresh_id'', n, aux' context idrefs s,
- aux' ((Some (n, C.Def(s,None)))::context) (fresh_id''::idrefs) t)
- | C.Appl l ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.AAppl (fresh_id'', List.map (aux' context idrefs) l)
- | C.Const (uri,exp_named_subst) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop && expected_available then
- add_inner_type fresh_id'' ;
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux' context idrefs t)) exp_named_subst
- in
- C.AConst (fresh_id'', uri, exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux' context idrefs t)) exp_named_subst
- in
- C.AMutInd (fresh_id'', uri, tyno, exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop && expected_available then
- add_inner_type fresh_id'' ;
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux' context idrefs t)) exp_named_subst
- in
- C.AMutConstruct (fresh_id'', uri, tyno, consno, exp_named_subst')
- | C.MutCase (uri, tyno, outty, term, patterns) ->
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.AMutCase (fresh_id'', uri, tyno, aux' context idrefs outty,
- aux' context idrefs term, List.map (aux' context idrefs) patterns)
- | C.Fix (funno, funs) ->
- let fresh_idrefs =
- List.map (function _ -> gen_id seed) funs in
- let new_idrefs = List.rev fresh_idrefs @ idrefs in
- let tys =
- List.map (fun (name,_,ty,_) -> Some (C.Name name, C.Decl ty)) funs
- in
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.AFix (fresh_id'', funno,
- List.map2
- (fun id (name, indidx, ty, bo) ->
- (id, name, indidx, aux' context idrefs ty,
- aux' (tys@context) new_idrefs bo)
- ) fresh_idrefs funs
- )
- | C.CoFix (funno, funs) ->
- let fresh_idrefs =
- List.map (function _ -> gen_id seed) funs in
- let new_idrefs = List.rev fresh_idrefs @ idrefs in
- let tys =
- List.map (fun (name,ty,_) -> Some (C.Name name, C.Decl ty)) funs
- in
- xxx_add ids_to_inner_sorts fresh_id'' innersort ;
- if innersort = `Prop then
- add_inner_type fresh_id'' ;
- C.ACoFix (fresh_id'', funno,
- List.map2
- (fun id (name, ty, bo) ->
- (id, name, aux' context idrefs ty,
- aux' (tys@context) new_idrefs bo)
- ) fresh_idrefs funs
- )
- in
-(*
- let timea = Sys.time () in
- let res = aux true None context idrefs t in
- let timeb = Sys.time () in
- prerr_endline
- ("+++++++++++++ Tempi della aux dentro alla acic_of_cic: "^ string_of_float (timeb -. timea)) ;
- res
-*)
- aux global_computeinnertypes None context idrefs t
-;;
-
-let acic_of_cic_context ~computeinnertypes metasenv context idrefs t =
- let ids_to_terms = Hashtbl.create 503 in
- let ids_to_father_ids = Hashtbl.create 503 in
- let ids_to_inner_sorts = Hashtbl.create 503 in
- let ids_to_inner_types = Hashtbl.create 503 in
- let seed = ref 0 in
- acic_of_cic_context' ~computeinnertypes seed ids_to_terms ids_to_father_ids ids_to_inner_sorts
- ids_to_inner_types metasenv context idrefs t,
- ids_to_terms, ids_to_father_ids, ids_to_inner_sorts, ids_to_inner_types
-;;
-
-let aconjecture_of_conjecture seed ids_to_terms ids_to_father_ids
- ids_to_inner_sorts ids_to_inner_types ids_to_hypotheses hypotheses_seed
- metasenv (metano,context,goal)
-=
- let computeinnertypes = false in
- let acic_of_cic_context =
- acic_of_cic_context' seed ids_to_terms ids_to_father_ids ids_to_inner_sorts
- ids_to_inner_types metasenv in
- let _, acontext,final_idrefs =
- (List.fold_right
- (fun binding (context, acontext,idrefs) ->
- let hid = "h" ^ string_of_int !hypotheses_seed in
- Hashtbl.add ids_to_hypotheses hid binding ;
- incr hypotheses_seed ;
- match binding with
- Some (n,Cic.Def (t,_)) ->
- let acic = acic_of_cic_context ~computeinnertypes context idrefs t None in
- (binding::context),
- ((hid,Some (n,Cic.ADef acic))::acontext),(hid::idrefs)
- | Some (n,Cic.Decl t) ->
- let acic = acic_of_cic_context ~computeinnertypes context idrefs t None in
- (binding::context),
- ((hid,Some (n,Cic.ADecl acic))::acontext),(hid::idrefs)
- | None ->
- (* Invariant: "" is never looked up *)
- (None::context),((hid,None)::acontext),""::idrefs
- ) context ([],[],[])
- )
- in
- let agoal = acic_of_cic_context ~computeinnertypes context final_idrefs goal None in
- (metano,acontext,agoal)
-;;
-
-let asequent_of_sequent (metasenv:Cic.metasenv) (sequent:Cic.conjecture) =
- let ids_to_terms = Hashtbl.create 503 in
- let ids_to_father_ids = Hashtbl.create 503 in
- let ids_to_inner_sorts = Hashtbl.create 503 in
- let ids_to_inner_types = Hashtbl.create 503 in
- let ids_to_hypotheses = Hashtbl.create 23 in
- let hypotheses_seed = ref 0 in
- let seed = ref 1 in (* 'i0' is used for the whole sequent *)
- let unsh_sequent =
- let i,canonical_context,term = sequent in
- let canonical_context' =
- List.fold_right
- (fun d canonical_context' ->
- let d =
- match d with
- None -> None
- | Some (n, Cic.Decl t)->
- Some (n, Cic.Decl (Unshare.unshare t))
- | Some (n, Cic.Def (t,None)) ->
- Some (n, Cic.Def ((Unshare.unshare t),None))
- | Some (n,Cic.Def (bo,Some ty)) ->
- Some (n, Cic.Def (Unshare.unshare bo,Some (Unshare.unshare ty)))
- in
- d::canonical_context'
- ) canonical_context []
- in
- let term' = Unshare.unshare term in
- (i,canonical_context',term')
- in
- let (metano,acontext,agoal) =
- aconjecture_of_conjecture seed ids_to_terms ids_to_father_ids
- ids_to_inner_sorts ids_to_inner_types ids_to_hypotheses hypotheses_seed
- metasenv unsh_sequent in
- (unsh_sequent,
- (("i0",metano,acontext,agoal),
- ids_to_terms,ids_to_father_ids,ids_to_inner_sorts,ids_to_hypotheses))
-;;
-
-let acic_object_of_cic_object ?(eta_fix=true) obj =
- let module C = Cic in
- let module E = Eta_fixing in
- let ids_to_terms = Hashtbl.create 503 in
- let ids_to_father_ids = Hashtbl.create 503 in
- let ids_to_inner_sorts = Hashtbl.create 503 in
- let ids_to_inner_types = Hashtbl.create 503 in
- let ids_to_conjectures = Hashtbl.create 11 in
- let ids_to_hypotheses = Hashtbl.create 127 in
- let hypotheses_seed = ref 0 in
- let conjectures_seed = ref 0 in
- let seed = ref 0 in
- let acic_term_of_cic_term_context' =
- acic_of_cic_context' seed ids_to_terms ids_to_father_ids ids_to_inner_sorts
- ids_to_inner_types in
- let acic_term_of_cic_term' = acic_term_of_cic_term_context' [] [] [] in
- let aconjecture_of_conjecture' = aconjecture_of_conjecture seed
- ids_to_terms ids_to_father_ids ids_to_inner_sorts ids_to_inner_types
- ids_to_hypotheses hypotheses_seed in
- let eta_fix metasenv context t =
- let t = if eta_fix then E.eta_fix metasenv context t else t in
- Unshare.unshare t in
- let aobj =
- match obj with
- C.Constant (id,Some bo,ty,params,attrs) ->
- let bo' = eta_fix [] [] bo in
- let ty' = eta_fix [] [] ty in
- let abo = acic_term_of_cic_term' ~computeinnertypes:true bo' (Some ty') in
- let aty = acic_term_of_cic_term' ~computeinnertypes:false ty' None in
- C.AConstant
- ("mettereaposto",Some "mettereaposto2",id,Some abo,aty,params,attrs)
- | C.Constant (id,None,ty,params,attrs) ->
- let ty' = eta_fix [] [] ty in
- let aty = acic_term_of_cic_term' ~computeinnertypes:false ty' None in
- C.AConstant
- ("mettereaposto",None,id,None,aty,params,attrs)
- | C.Variable (id,bo,ty,params,attrs) ->
- let ty' = eta_fix [] [] ty in
- let abo =
- match bo with
- None -> None
- | Some bo ->
- let bo' = eta_fix [] [] bo in
- Some (acic_term_of_cic_term' ~computeinnertypes:true bo' (Some ty'))
- in
- let aty = acic_term_of_cic_term' ~computeinnertypes:false ty' None in
- C.AVariable
- ("mettereaposto",id,abo,aty,params,attrs)
- | C.CurrentProof (id,conjectures,bo,ty,params,attrs) ->
- let conjectures' =
- List.map
- (function (i,canonical_context,term) ->
- let canonical_context' =
- List.fold_right
- (fun d canonical_context' ->
- let d =
- match d with
- None -> None
- | Some (n, C.Decl t)->
- Some (n, C.Decl (eta_fix conjectures canonical_context' t))
- | Some (n, C.Def (t,None)) ->
- Some (n,
- C.Def ((eta_fix conjectures canonical_context' t),None))
- | Some (_,C.Def (_,Some _)) -> assert false
- in
- d::canonical_context'
- ) canonical_context []
- in
- let term' = eta_fix conjectures canonical_context' term in
- (i,canonical_context',term')
- ) conjectures
- in
- let aconjectures =
- List.map
- (function (i,canonical_context,term) as conjecture ->
- let cid = "c" ^ string_of_int !conjectures_seed in
- xxx_add ids_to_conjectures cid conjecture ;
- incr conjectures_seed ;
- let (i,acanonical_context,aterm)
- = aconjecture_of_conjecture' conjectures conjecture in
- (cid,i,acanonical_context,aterm))
- conjectures' in
-(* let time1 = Sys.time () in *)
- let bo' = eta_fix conjectures' [] bo in
- let ty' = eta_fix conjectures' [] ty in
-(*
- let time2 = Sys.time () in
- prerr_endline
- ("++++++++++ Tempi della eta_fix: "^ string_of_float (time2 -. time1)) ;
- hashtbl_add_time := 0.0 ;
- type_of_aux'_add_time := 0.0 ;
- DoubleTypeInference.syntactic_equality_add_time := 0.0 ;
-*)
- let abo =
- acic_term_of_cic_term_context' ~computeinnertypes:true conjectures' [] [] bo' (Some ty') in
- let aty = acic_term_of_cic_term_context' ~computeinnertypes:false conjectures' [] [] ty' None in
-(*
- let time3 = Sys.time () in
- prerr_endline
- ("++++++++++++ Tempi della hashtbl_add_time: " ^ string_of_float !hashtbl_add_time) ;
- prerr_endline
- ("++++++++++++ Tempi della type_of_aux'_add_time(" ^ string_of_int !number_new_type_of_aux' ^ "): " ^ string_of_float !type_of_aux'_add_time) ;
- prerr_endline
- ("++++++++++++ Tempi della type_of_aux'_add_time nella double_type_inference(" ^ string_of_int !DoubleTypeInference.number_new_type_of_aux'_double_work ^ ";" ^ string_of_int !DoubleTypeInference.number_new_type_of_aux'_prop ^ "/" ^ string_of_int !DoubleTypeInference.number_new_type_of_aux' ^ "): " ^ string_of_float !DoubleTypeInference.type_of_aux'_add_time) ;
- prerr_endline
- ("++++++++++++ Tempi della syntactic_equality_add_time: " ^ string_of_float !DoubleTypeInference.syntactic_equality_add_time) ;
- prerr_endline
- ("++++++++++ Tempi della acic_of_cic: " ^ string_of_float (time3 -. time2)) ;
- prerr_endline
- ("++++++++++ Numero di iterazioni della acic_of_cic: " ^ string_of_int !seed) ;
-*)
- C.ACurrentProof
- ("mettereaposto","mettereaposto2",id,aconjectures,abo,aty,params,attrs)
- | C.InductiveDefinition (tys,params,paramsno,attrs) ->
- let tys =
- List.map
- (fun (name,i,arity,cl) ->
- (name,i,Unshare.unshare arity,
- List.map (fun (name,ty) -> name,Unshare.unshare ty) cl)) tys in
- let context =
- List.map
- (fun (name,_,arity,_) ->
- Some (C.Name name, C.Decl (Unshare.unshare arity))) tys in
- let idrefs = List.map (function _ -> gen_id seed) tys in
- let atys =
- List.map2
- (fun id (name,inductive,ty,cons) ->
- let acons =
- List.map
- (function (name,ty) ->
- (name,
- acic_term_of_cic_term_context' ~computeinnertypes:false [] context idrefs ty None)
- ) cons
- in
- (id,name,inductive,
- acic_term_of_cic_term' ~computeinnertypes:false ty None,acons)
- ) (List.rev idrefs) tys
- in
- C.AInductiveDefinition ("mettereaposto",atys,params,paramsno,attrs)
- in
- aobj,ids_to_terms,ids_to_father_ids,ids_to_inner_sorts,ids_to_inner_types,
- ids_to_conjectures,ids_to_hypotheses
-;;
-
-let plain_acic_term_of_cic_term =
- let module C = Cic in
- let mk_fresh_id =
- let id = ref 0 in
- function () -> incr id; "i" ^ string_of_int !id in
- let rec aux context t =
- let fresh_id = mk_fresh_id () in
- match t with
- C.Rel n ->
- let idref,id =
- match get_nth context n with
- idref,(Some (C.Name s,_)) -> idref,s
- | idref,_ -> idref,"__" ^ string_of_int n
- in
- C.ARel (fresh_id, idref, n, id)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux context t)) exp_named_subst
- in
- C.AVar (fresh_id,uri,exp_named_subst')
- | C.Implicit _
- | C.Meta _ -> assert false
- | C.Sort s -> C.ASort (fresh_id, s)
- | C.Cast (v,t) ->
- C.ACast (fresh_id, aux context v, aux context t)
- | C.Prod (n,s,t) ->
- C.AProd
- (fresh_id, n, aux context s,
- aux ((fresh_id, Some (n, C.Decl s))::context) t)
- | C.Lambda (n,s,t) ->
- C.ALambda
- (fresh_id,n, aux context s,
- aux ((fresh_id, Some (n, C.Decl s))::context) t)
- | C.LetIn (n,s,t) ->
- C.ALetIn
- (fresh_id, n, aux context s,
- aux ((fresh_id, Some (n, C.Def(s,None)))::context) t)
- | C.Appl l ->
- C.AAppl (fresh_id, List.map (aux context) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux context t)) exp_named_subst
- in
- C.AConst (fresh_id, uri, exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux context t)) exp_named_subst
- in
- C.AMutInd (fresh_id, uri, tyno, exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function i,t -> i, (aux context t)) exp_named_subst
- in
- C.AMutConstruct (fresh_id, uri, tyno, consno, exp_named_subst')
- | C.MutCase (uri, tyno, outty, term, patterns) ->
- C.AMutCase (fresh_id, uri, tyno, aux context outty,
- aux context term, List.map (aux context) patterns)
- | C.Fix (funno, funs) ->
- let tys =
- List.map
- (fun (name,_,ty,_) -> mk_fresh_id (), Some (C.Name name, C.Decl ty)) funs
- in
- C.AFix (fresh_id, funno,
- List.map2
- (fun (id,_) (name, indidx, ty, bo) ->
- (id, name, indidx, aux context ty, aux (tys@context) bo)
- ) tys funs
- )
- | C.CoFix (funno, funs) ->
- let tys =
- List.map (fun (name,ty,_) ->
- mk_fresh_id (),Some (C.Name name, C.Decl ty)) funs
- in
- C.ACoFix (fresh_id, funno,
- List.map2
- (fun (id,_) (name, ty, bo) ->
- (id, name, aux context ty, aux (tys@context) bo)
- ) tys funs
- )
- in
- aux
-;;
-
-let plain_acic_object_of_cic_object obj =
- let module C = Cic in
- let mk_fresh_id =
- let id = ref 0 in
- function () -> incr id; "it" ^ string_of_int !id
- in
- match obj with
- C.Constant (id,Some bo,ty,params,attrs) ->
- let abo = plain_acic_term_of_cic_term [] bo in
- let aty = plain_acic_term_of_cic_term [] ty in
- C.AConstant
- ("mettereaposto",Some "mettereaposto2",id,Some abo,aty,params,attrs)
- | C.Constant (id,None,ty,params,attrs) ->
- let aty = plain_acic_term_of_cic_term [] ty in
- C.AConstant
- ("mettereaposto",None,id,None,aty,params,attrs)
- | C.Variable (id,bo,ty,params,attrs) ->
- let abo =
- match bo with
- None -> None
- | Some bo -> Some (plain_acic_term_of_cic_term [] bo)
- in
- let aty = plain_acic_term_of_cic_term [] ty in
- C.AVariable
- ("mettereaposto",id,abo,aty,params,attrs)
- | C.CurrentProof _ -> assert false
- | C.InductiveDefinition (tys,params,paramsno,attrs) ->
- let context =
- List.map
- (fun (name,_,arity,_) ->
- mk_fresh_id (), Some (C.Name name, C.Decl arity)) tys in
- let atys =
- List.map2
- (fun (id,_) (name,inductive,ty,cons) ->
- let acons =
- List.map
- (function (name,ty) ->
- (name,
- plain_acic_term_of_cic_term context ty)
- ) cons
- in
- (id,name,inductive,plain_acic_term_of_cic_term [] ty,acons)
- ) context tys
- in
- C.AInductiveDefinition ("mettereaposto",atys,params,paramsno,attrs)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception NotEnoughElements
-
-val source_id_of_id : string -> string
-
-type anntypes =
- {annsynthesized : Cic.annterm ; annexpected : Cic.annterm option}
-;;
-
-type sort_kind = [ `Prop | `Set | `Type of CicUniv.universe | `CProp ]
-
-val string_of_sort: sort_kind -> string
-(*val sort_of_string: string -> sort_kind*)
-val sort_of_sort: Cic.sort -> sort_kind
-
-val acic_object_of_cic_object :
- ?eta_fix: bool -> (* perform eta_fixing; default: true*)
- Cic.obj -> (* object *)
- Cic.annobj * (* annotated object *)
- (Cic.id, Cic.term) Hashtbl.t * (* ids_to_terms *)
- (Cic.id, Cic.id option) Hashtbl.t * (* ids_to_father_ids *)
- (Cic.id, sort_kind) Hashtbl.t * (* ids_to_inner_sorts *)
- (Cic.id, anntypes) Hashtbl.t * (* ids_to_inner_types *)
- (Cic.id, Cic.conjecture) Hashtbl.t * (* ids_to_conjectures *)
- (Cic.id, Cic.hypothesis) Hashtbl.t (* ids_to_hypotheses *)
-
-val asequent_of_sequent :
- Cic.metasenv -> (* metasenv *)
- Cic.conjecture -> (* sequent *)
- Cic.conjecture * (* unshared sequent *)
- (Cic.annconjecture * (* annotated sequent *)
- (Cic.id, Cic.term) Hashtbl.t * (* ids_to_terms *)
- (Cic.id, Cic.id option) Hashtbl.t * (* ids_to_father_ids *)
- (Cic.id, sort_kind) Hashtbl.t * (* ids_to_inner_sorts *)
- (Cic.id, Cic.hypothesis) Hashtbl.t) (* ids_to_hypotheses *)
-
-val plain_acic_object_of_cic_object : Cic.obj -> Cic.annobj
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 16/6/2003 *)
-(* *)
-(**************************************************************************)
-
-let object_prefix = "obj:";;
-let declaration_prefix = "decl:";;
-let definition_prefix = "def:";;
-let inductive_prefix = "ind:";;
-let joint_prefix = "joint:";;
-let proof_prefix = "proof:";;
-let conclude_prefix = "concl:";;
-let premise_prefix = "prem:";;
-let lemma_prefix = "lemma:";;
-
-(* e se mettessi la conversione di BY nell'apply_context ? *)
-(* sarebbe carino avere l'invariante che la proof2pres
-generasse sempre prove con contesto vuoto *)
-
-let gen_id prefix seed =
- let res = prefix ^ string_of_int !seed in
- incr seed ;
- res
-;;
-
-let name_of = function
- Cic.Anonymous -> None
- | Cic.Name b -> Some b;;
-
-exception Not_a_proof;;
-exception NotImplemented;;
-exception NotApplicable;;
-
-(* we do not care for positivity, here, that in any case is enforced by
- well typing. Just a brutal search *)
-
-let rec occur uri =
- let module C = Cic in
- function
- C.Rel _ -> false
- | C.Var _ -> false
- | C.Meta _ -> false
- | C.Sort _ -> false
- | C.Implicit _ -> assert false
- | C.Prod (_,s,t) -> (occur uri s) or (occur uri t)
- | C.Cast (te,ty) -> (occur uri te)
- | C.Lambda (_,s,t) -> (occur uri s) or (occur uri t) (* or false ?? *)
- | C.LetIn (_,s,t) -> (occur uri s) or (occur uri t)
- | C.Appl l ->
- List.fold_left
- (fun b a ->
- if b then b
- else (occur uri a)) false l
- | C.Const (_,_) -> false
- | C.MutInd (uri1,_,_) -> if uri = uri1 then true else false
- | C.MutConstruct (_,_,_,_) -> false
- | C.MutCase _ -> false (* presuming too much?? *)
- | C.Fix _ -> false (* presuming too much?? *)
- | C.CoFix (_,_) -> false (* presuming too much?? *)
-;;
-
-let get_id =
- let module C = Cic in
- function
- C.ARel (id,_,_,_) -> id
- | C.AVar (id,_,_) -> id
- | C.AMeta (id,_,_) -> id
- | C.ASort (id,_) -> id
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (id,_,_,_) -> id
- | C.ACast (id,_,_) -> id
- | C.ALambda (id,_,_,_) -> id
- | C.ALetIn (id,_,_,_) -> id
- | C.AAppl (id,_) -> id
- | C.AConst (id,_,_) -> id
- | C.AMutInd (id,_,_,_) -> id
- | C.AMutConstruct (id,_,_,_,_) -> id
- | C.AMutCase (id,_,_,_,_,_) -> id
- | C.AFix (id,_,_) -> id
- | C.ACoFix (id,_,_) -> id
-;;
-
-let test_for_lifting ~ids_to_inner_types ~ids_to_inner_sorts=
- let module C = Cic in
- let module C2A = Cic2acic in
- (* atomic terms are never lifted, according to my policy *)
- function
- C.ARel (id,_,_,_) -> false
- | C.AVar (id,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.AMeta (id,_,_) ->
- (try
- Hashtbl.find ids_to_inner_sorts id = `Prop
- with Not_found -> assert false)
- | C.ASort (id,_) -> false
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (id,_,_,_) -> false
- | C.ACast (id,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.ALambda (id,_,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.ALetIn (id,_,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.AAppl (id,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.AConst (id,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.AMutInd (id,_,_,_) -> false
- | C.AMutConstruct (id,_,_,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- (* oppure: false *)
- | C.AMutCase (id,_,_,_,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.AFix (id,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
- | C.ACoFix (id,_,_) ->
- (try
- ignore (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized;
- true;
- with Not_found -> false)
-;;
-
-(* transform a proof p into a proof list, concatenating the last
-conclude element to the apply_context list, in case context is
-empty. Otherwise, it just returns [p] *)
-
-let flat seed p =
- let module K = Content in
- if (p.K.proof_context = []) then
- if p.K.proof_apply_context = [] then [p]
- else
- let p1 =
- { p with
- K.proof_context = [];
- K.proof_apply_context = []
- } in
- p.K.proof_apply_context@[p1]
- else
- [p]
-;;
-
-let rec serialize seed =
- function
- [] -> []
- | a::l -> (flat seed a)@(serialize seed l)
-;;
-
-(* top_down = true if the term is a LAMBDA or a decl *)
-let generate_conversion seed top_down id inner_proof ~ids_to_inner_types =
- let module C2A = Cic2acic in
- let module K = Content in
- let exp = (try ((Hashtbl.find ids_to_inner_types id).C2A.annexpected)
- with Not_found -> None)
- in
- match exp with
- None -> inner_proof
- | Some expty ->
- if inner_proof.K.proof_conclude.K.conclude_method = "Intros+LetTac" then
- { K.proof_name = inner_proof.K.proof_name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [] ;
- K.proof_apply_context = [];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "TD_Conversion";
- K.conclude_args =
- [K.ArgProof {inner_proof with K.proof_name = None}];
- K.conclude_conclusion = Some expty
- };
- }
- else
- { K.proof_name = inner_proof.K.proof_name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [] ;
- K.proof_apply_context = [{inner_proof with K.proof_name = None}];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "BU_Conversion";
- K.conclude_args =
- [K.Premise
- { K.premise_id = gen_id premise_prefix seed;
- K.premise_xref = inner_proof.K.proof_id;
- K.premise_binder = None;
- K.premise_n = None
- }
- ];
- K.conclude_conclusion = Some expty
- };
- }
-;;
-
-let generate_exact seed t id name ~ids_to_inner_types =
- let module C2A = Cic2acic in
- let module K = Content in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed ;
- K.proof_context = [] ;
- K.proof_apply_context = [];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Exact";
- K.conclude_args = [K.Term t];
- K.conclude_conclusion =
- try Some (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- };
- }
-;;
-
-let generate_intros_let_tac seed id n s is_intro inner_proof name ~ids_to_inner_types =
- let module C2A = Cic2acic in
- let module C = Cic in
- let module K = Content in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed ;
- K.proof_context = [] ;
- K.proof_apply_context = [];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Intros+LetTac";
- K.conclude_args = [K.ArgProof inner_proof];
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found ->
- (match inner_proof.K.proof_conclude.K.conclude_conclusion with
- None -> None
- | Some t ->
- if is_intro then Some (C.AProd ("gen"^id,n,s,t))
- else Some (C.ALetIn ("gen"^id,n,s,t)))
- };
- }
-;;
-
-let build_decl_item seed id n s ~ids_to_inner_sorts =
- let module K = Content in
- let sort =
- try
- Some (Hashtbl.find ids_to_inner_sorts (Cic2acic.source_id_of_id id))
- with Not_found -> None
- in
- match sort with
- | Some `Prop ->
- `Hypothesis
- { K.dec_name = name_of n;
- K.dec_id = gen_id declaration_prefix seed;
- K.dec_inductive = false;
- K.dec_aref = id;
- K.dec_type = s
- }
- | _ ->
- `Declaration
- { K.dec_name = name_of n;
- K.dec_id = gen_id declaration_prefix seed;
- K.dec_inductive = false;
- K.dec_aref = id;
- K.dec_type = s
- }
-;;
-
-let rec build_subproofs_and_args seed l ~ids_to_inner_types ~ids_to_inner_sorts =
- let module C = Cic in
- let module K = Content in
- let rec aux =
- function
- [] -> [],[]
- | t::l1 ->
- let subproofs,args = aux l1 in
- if (test_for_lifting t ~ids_to_inner_types ~ids_to_inner_sorts) then
- let new_subproof =
- acic2content
- seed ~name:"H" ~ids_to_inner_types ~ids_to_inner_sorts t in
- let new_arg =
- K.Premise
- { K.premise_id = gen_id premise_prefix seed;
- K.premise_xref = new_subproof.K.proof_id;
- K.premise_binder = new_subproof.K.proof_name;
- K.premise_n = None
- } in
- new_subproof::subproofs,new_arg::args
- else
- let hd =
- (match t with
- C.ARel (idr,idref,n,b) ->
- let sort =
- (try
- Hashtbl.find ids_to_inner_sorts idr
- with Not_found -> `Type (CicUniv.fresh())) in
- if sort = `Prop then
- K.Premise
- { K.premise_id = gen_id premise_prefix seed;
- K.premise_xref = idr;
- K.premise_binder = Some b;
- K.premise_n = Some n
- }
- else (K.Term t)
- | C.AConst(id,uri,[]) ->
- let sort =
- (try
- Hashtbl.find ids_to_inner_sorts id
- with Not_found -> `Type (CicUniv.fresh())) in
- if sort = `Prop then
- K.Lemma
- { K.lemma_id = gen_id lemma_prefix seed;
- K.lemma_name = UriManager.name_of_uri uri;
- K.lemma_uri = UriManager.string_of_uri uri
- }
- else (K.Term t)
- | C.AMutConstruct(id,uri,tyno,consno,[]) ->
- let sort =
- (try
- Hashtbl.find ids_to_inner_sorts id
- with Not_found -> `Type (CicUniv.fresh())) in
- if sort = `Prop then
- let inductive_types =
- (let o,_ =
- CicEnvironment.get_obj CicUniv.empty_ugraph uri
- in
- match o with
- | Cic.InductiveDefinition (l,_,_,_) -> l
- | _ -> assert false
- ) in
- let (_,_,_,constructors) =
- List.nth inductive_types tyno in
- let name,_ = List.nth constructors (consno - 1) in
- K.Lemma
- { K.lemma_id = gen_id lemma_prefix seed;
- K.lemma_name = name;
- K.lemma_uri =
- UriManager.string_of_uri uri ^ "#xpointer(1/" ^
- string_of_int (tyno+1) ^ "/" ^ string_of_int consno ^
- ")"
- }
- else (K.Term t)
- | _ -> (K.Term t)) in
- subproofs,hd::args
- in
- match (aux l) with
- [p],args ->
- [{p with K.proof_name = None}],
- List.map
- (function
- K.Premise prem when prem.K.premise_xref = p.K.proof_id ->
- K.Premise {prem with K.premise_binder = None}
- | i -> i) args
- | p,a as c -> c
-
-and
-
-build_def_item seed id n t ~ids_to_inner_sorts ~ids_to_inner_types =
- let module K = Content in
- try
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- (let p =
- (acic2content seed ?name:(name_of n) ~ids_to_inner_sorts ~ids_to_inner_types t)
- in
- `Proof p;)
- else
- `Definition
- { K.def_name = name_of n;
- K.def_id = gen_id definition_prefix seed;
- K.def_aref = id;
- K.def_term = t
- }
- with
- Not_found -> assert false
-
-(* the following function must be called with an object of sort
-Prop. For debugging purposes this is tested again, possibly raising an
-Not_a_proof exception *)
-
-and acic2content seed ?name ~ids_to_inner_sorts ~ids_to_inner_types t =
- let rec aux ?name t =
- let module C = Cic in
- let module K = Content in
- let module C2A = Cic2acic in
- let t1 =
- match t with
- C.ARel (id,idref,n,b) as t ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- generate_exact seed t id name ~ids_to_inner_types
- else raise Not_a_proof
- | C.AVar (id,uri,exp_named_subst) as t ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- generate_exact seed t id name ~ids_to_inner_types
- else raise Not_a_proof
- | C.AMeta (id,n,l) as t ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- generate_exact seed t id name ~ids_to_inner_types
- else raise Not_a_proof
- | C.ASort (id,s) -> raise Not_a_proof
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (_,_,_,_) -> raise Not_a_proof
- | C.ACast (id,v,t) -> aux v
- | C.ALambda (id,n,s,t) ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- let proof = aux t in
- let proof' =
- if proof.K.proof_conclude.K.conclude_method = "Intros+LetTac" then
- match proof.K.proof_conclude.K.conclude_args with
- [K.ArgProof p] -> p
- | _ -> assert false
- else proof in
- let proof'' =
- { proof' with
- K.proof_name = None;
- K.proof_context =
- (build_decl_item seed id n s ids_to_inner_sorts)::
- proof'.K.proof_context
- }
- in
- generate_intros_let_tac seed id n s true proof'' name ~ids_to_inner_types
- else raise Not_a_proof
- | C.ALetIn (id,n,s,t) ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- let proof = aux t in
- let proof' =
- if proof.K.proof_conclude.K.conclude_method = "Intros+LetTac" then
- match proof.K.proof_conclude.K.conclude_args with
- [K.ArgProof p] -> p
- | _ -> assert false
- else proof in
- let proof'' =
- { proof' with
- K.proof_name = None;
- K.proof_context =
- ((build_def_item seed id n s ids_to_inner_sorts
- ids_to_inner_types):> Cic.annterm K.in_proof_context_element)
- ::proof'.K.proof_context;
- }
- in
- generate_intros_let_tac seed id n s false proof'' name ~ids_to_inner_types
- else raise Not_a_proof
- | C.AAppl (id,li) ->
- (try rewrite
- seed name id li ~ids_to_inner_types ~ids_to_inner_sorts
- with NotApplicable ->
- try inductive
- seed name id li ~ids_to_inner_types ~ids_to_inner_sorts
- with NotApplicable ->
- let subproofs, args =
- build_subproofs_and_args
- seed li ~ids_to_inner_types ~ids_to_inner_sorts in
-(*
- let args_to_lift =
- List.filter (test_for_lifting ~ids_to_inner_types) li in
- let subproofs =
- match args_to_lift with
- [_] -> List.map aux args_to_lift
- | _ -> List.map (aux ~name:"H") args_to_lift in
- let args = build_args seed li subproofs
- ~ids_to_inner_types ~ids_to_inner_sorts in *)
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [];
- K.proof_apply_context = serialize seed subproofs;
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Apply";
- K.conclude_args = args;
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- };
- })
- | C.AConst (id,uri,exp_named_subst) as t ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- generate_exact seed t id name ~ids_to_inner_types
- else raise Not_a_proof
- | C.AMutInd (id,uri,i,exp_named_subst) -> raise Not_a_proof
- | C.AMutConstruct (id,uri,i,j,exp_named_subst) as t ->
- let sort = Hashtbl.find ids_to_inner_sorts id in
- if sort = `Prop then
- generate_exact seed t id name ~ids_to_inner_types
- else raise Not_a_proof
- | C.AMutCase (id,uri,typeno,ty,te,patterns) ->
- let inductive_types,noparams =
- (let o, _ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- Cic.Constant _ -> assert false
- | Cic.Variable _ -> assert false
- | Cic.CurrentProof _ -> assert false
- | Cic.InductiveDefinition (l,_,n,_) -> l,n
- ) in
- let (_,_,_,constructors) = List.nth inductive_types typeno in
- let name_and_arities =
- let rec count_prods =
- function
- C.Prod (_,_,t) -> 1 + count_prods t
- | _ -> 0 in
- List.map
- (function (n,t) -> Some n,((count_prods t) - noparams)) constructors in
- let pp =
- let build_proof p (name,arity) =
- let rec make_context_and_body c p n =
- if n = 0 then c,(aux p)
- else
- (match p with
- Cic.ALambda(idl,vname,s1,t1) ->
- let ce =
- build_decl_item seed idl vname s1 ~ids_to_inner_sorts in
- make_context_and_body (ce::c) t1 (n-1)
- | _ -> assert false) in
- let context,body = make_context_and_body [] p arity in
- K.ArgProof
- {body with K.proof_name = name; K.proof_context=context} in
- List.map2 build_proof patterns name_and_arities in
- let teid = get_id te in
- let context,term =
- (match
- build_subproofs_and_args
- seed ~ids_to_inner_types ~ids_to_inner_sorts [te]
- with
- l,[t] -> l,t
- | _ -> assert false) in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [];
- K.proof_apply_context = serialize seed context;
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Case";
- K.conclude_args =
- (K.Aux (UriManager.string_of_uri uri))::
- (K.Aux (string_of_int typeno))::(K.Term ty)::term::pp;
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- }
- }
- | C.AFix (id, no, funs) ->
- let proofs =
- List.map
- (function (_,name,_,_,bo) -> `Proof (aux ~name bo)) funs in
- let fun_name =
- List.nth (List.map (fun (_,name,_,_,_) -> name) funs) no
- in
- let decreasing_args =
- List.map (function (_,_,n,_,_) -> n) funs in
- let jo =
- { K.joint_id = gen_id joint_prefix seed;
- K.joint_kind = `Recursive decreasing_args;
- K.joint_defs = proofs
- }
- in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [`Joint jo];
- K.proof_apply_context = [];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Exact";
- K.conclude_args =
- [ K.Premise
- { K.premise_id = gen_id premise_prefix seed;
- K.premise_xref = jo.K.joint_id;
- K.premise_binder = Some fun_name;
- K.premise_n = Some no;
- }
- ];
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- }
- }
- | C.ACoFix (id,no,funs) ->
- let proofs =
- List.map
- (function (_,name,_,bo) -> `Proof (aux ~name bo)) funs in
- let jo =
- { K.joint_id = gen_id joint_prefix seed;
- K.joint_kind = `CoRecursive;
- K.joint_defs = proofs
- }
- in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [`Joint jo];
- K.proof_apply_context = [];
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Exact";
- K.conclude_args =
- [ K.Premise
- { K.premise_id = gen_id premise_prefix seed;
- K.premise_xref = jo.K.joint_id;
- K.premise_binder = Some "tiralo fuori";
- K.premise_n = Some no;
- }
- ];
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- };
- }
- in
- let id = get_id t in
- generate_conversion seed false id t1 ~ids_to_inner_types
-in aux ?name t
-
-and inductive seed name id li ~ids_to_inner_types ~ids_to_inner_sorts =
- let aux ?name = acic2content seed ~ids_to_inner_types ~ids_to_inner_sorts in
- let module C2A = Cic2acic in
- let module K = Content in
- let module C = Cic in
- match li with
- C.AConst (idc,uri,exp_named_subst)::args ->
- let uri_str = UriManager.string_of_uri uri in
- let suffix = Str.regexp_string "_ind.con" in
- let len = String.length uri_str in
- let n = (try (Str.search_backward suffix uri_str len)
- with Not_found -> -1) in
- if n<0 then raise NotApplicable
- else
- let method_name =
- if UriManager.eq uri HelmLibraryObjects.Logic.ex_ind_URI then "Exists"
- else if UriManager.eq uri HelmLibraryObjects.Logic.and_ind_URI then "AndInd"
- else if UriManager.eq uri HelmLibraryObjects.Logic.false_ind_URI then "FalseInd"
- else "ByInduction" in
- let prefix = String.sub uri_str 0 n in
- let ind_str = (prefix ^ ".ind") in
- let ind_uri = UriManager.uri_of_string ind_str in
- let inductive_types,noparams =
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph ind_uri in
- match o with
- | Cic.InductiveDefinition (l,_,n,_) -> (l,n)
- | _ -> assert false
- ) in
- let rec split n l =
- if n = 0 then ([],l) else
- let p,a = split (n-1) (List.tl l) in
- ((List.hd l::p),a) in
- let params_and_IP,tail_args = split (noparams+1) args in
- let constructors =
- (match inductive_types with
- [(_,_,_,l)] -> l
- | _ -> raise NotApplicable) (* don't care for mutual ind *) in
- let constructors1 =
- let rec clean_up n t =
- if n = 0 then t else
- (match t with
- (label,Cic.Prod (_,_,t)) -> clean_up (n-1) (label,t)
- | _ -> assert false) in
- List.map (clean_up noparams) constructors in
- let no_constructors= List.length constructors in
- let args_for_cases, other_args =
- split no_constructors tail_args in
- let subproofs,other_method_args =
- build_subproofs_and_args seed other_args
- ~ids_to_inner_types ~ids_to_inner_sorts in
- let method_args=
- let rec build_method_args =
- function
- [],_-> [] (* extra args are ignored ???? *)
- | (name,ty)::tlc,arg::tla ->
- let idarg = get_id arg in
- let sortarg =
- (try (Hashtbl.find ids_to_inner_sorts idarg)
- with Not_found -> `Type (CicUniv.fresh())) in
- let hdarg =
- if sortarg = `Prop then
- let (co,bo) =
- let rec bc =
- function
- Cic.Prod (_,s,t),Cic.ALambda(idl,n,s1,t1) ->
- let ce =
- build_decl_item
- seed idl n s1 ~ids_to_inner_sorts in
- if (occur ind_uri s) then
- ( match t1 with
- Cic.ALambda(id2,n2,s2,t2) ->
- let inductive_hyp =
- `Hypothesis
- { K.dec_name = name_of n2;
- K.dec_id =
- gen_id declaration_prefix seed;
- K.dec_inductive = true;
- K.dec_aref = id2;
- K.dec_type = s2
- } in
- let (context,body) = bc (t,t2) in
- (ce::inductive_hyp::context,body)
- | _ -> assert false)
- else
- (
- let (context,body) = bc (t,t1) in
- (ce::context,body))
- | _ , t -> ([],aux t) in
- bc (ty,arg) in
- K.ArgProof
- { bo with
- K.proof_name = Some name;
- K.proof_context = co;
- };
- else (K.Term arg) in
- hdarg::(build_method_args (tlc,tla))
- | _ -> assert false in
- build_method_args (constructors1,args_for_cases) in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [];
- K.proof_apply_context = serialize seed subproofs;
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = method_name;
- K.conclude_args =
- K.Aux (string_of_int no_constructors)
- ::K.Term (C.AAppl(id,((C.AConst(idc,uri,exp_named_subst))::params_and_IP)))
- ::method_args@other_method_args;
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- }
- }
- | _ -> raise NotApplicable
-
-and rewrite seed name id li ~ids_to_inner_types ~ids_to_inner_sorts =
- let aux ?name = acic2content seed ~ids_to_inner_types ~ids_to_inner_sorts in
- let module C2A = Cic2acic in
- let module K = Content in
- let module C = Cic in
- match li with
- C.AConst (sid,uri,exp_named_subst)::args ->
- if UriManager.eq uri HelmLibraryObjects.Logic.eq_ind_URI or
- UriManager.eq uri HelmLibraryObjects.Logic.eq_ind_r_URI then
- let subproofs,arg =
- (match
- build_subproofs_and_args
- seed ~ids_to_inner_types ~ids_to_inner_sorts [List.nth args 3]
- with
- l,[p] -> l,p
- | _,_ -> assert false) in
- let method_args =
- let rec ma_aux n = function
- [] -> []
- | a::tl ->
- let hd =
- if n = 0 then arg
- else
- let aid = get_id a in
- let asort = (try (Hashtbl.find ids_to_inner_sorts aid)
- with Not_found -> `Type (CicUniv.fresh())) in
- if asort = `Prop then
- K.ArgProof (aux a)
- else K.Term a in
- hd::(ma_aux (n-1) tl) in
- (ma_aux 3 args) in
- { K.proof_name = name;
- K.proof_id = gen_id proof_prefix seed;
- K.proof_context = [];
- K.proof_apply_context = serialize seed subproofs;
- K.proof_conclude =
- { K.conclude_id = gen_id conclude_prefix seed;
- K.conclude_aref = id;
- K.conclude_method = "Rewrite";
- K.conclude_args =
- K.Term (C.AConst (sid,uri,exp_named_subst))::method_args;
- K.conclude_conclusion =
- try Some
- (Hashtbl.find ids_to_inner_types id).C2A.annsynthesized
- with Not_found -> None
- }
- }
- else raise NotApplicable
- | _ -> raise NotApplicable
-;;
-
-let map_conjectures
- seed ~ids_to_inner_sorts ~ids_to_inner_types (id,n,context,ty)
-=
- let module K = Content in
- let context' =
- List.map
- (function
- (id,None) -> None
- | (id,Some (name,Cic.ADecl t)) ->
- Some
- (* We should call build_decl_item, but we have not computed *)
- (* the inner-types ==> we always produce a declaration *)
- (`Declaration
- { K.dec_name = name_of name;
- K.dec_id = gen_id declaration_prefix seed;
- K.dec_inductive = false;
- K.dec_aref = get_id t;
- K.dec_type = t
- })
- | (id,Some (name,Cic.ADef t)) ->
- Some
- (* We should call build_def_item, but we have not computed *)
- (* the inner-types ==> we always produce a declaration *)
- (`Definition
- { K.def_name = name_of name;
- K.def_id = gen_id definition_prefix seed;
- K.def_aref = get_id t;
- K.def_term = t
- })
- ) context
- in
- (id,n,context',ty)
-;;
-
-(* map_sequent is similar to map_conjectures, but the for the hid
-of the hypothesis, which are preserved instead of generating
-fresh ones. We shall have to adopt a uniform policy, soon or later *)
-
-let map_sequent ((id,n,context,ty):Cic.annconjecture) =
- let module K = Content in
- let context' =
- List.map
- (function
- (id,None) -> None
- | (id,Some (name,Cic.ADecl t)) ->
- Some
- (* We should call build_decl_item, but we have not computed *)
- (* the inner-types ==> we always produce a declaration *)
- (`Declaration
- { K.dec_name = name_of name;
- K.dec_id = id;
- K.dec_inductive = false;
- K.dec_aref = get_id t;
- K.dec_type = t
- })
- | (id,Some (name,Cic.ADef t)) ->
- Some
- (* We should call build_def_item, but we have not computed *)
- (* the inner-types ==> we always produce a declaration *)
- (`Definition
- { K.def_name = name_of name;
- K.def_id = id;
- K.def_aref = get_id t;
- K.def_term = t
- })
- ) context
- in
- (id,n,context',ty)
-;;
-
-let rec annobj2content ~ids_to_inner_sorts ~ids_to_inner_types =
- let module C = Cic in
- let module K = Content in
- let module C2A = Cic2acic in
- let seed = ref 0 in
- function
- C.ACurrentProof (_,_,n,conjectures,bo,ty,params,_) ->
- (gen_id object_prefix seed, params,
- Some
- (List.map
- (map_conjectures seed ~ids_to_inner_sorts ~ids_to_inner_types)
- conjectures),
- `Def (K.Const,ty,
- build_def_item seed (get_id bo) (C.Name n) bo
- ~ids_to_inner_sorts ~ids_to_inner_types))
- | C.AConstant (_,_,n,Some bo,ty,params,_) ->
- (gen_id object_prefix seed, params, None,
- `Def (K.Const,ty,
- build_def_item seed (get_id bo) (C.Name n) bo
- ~ids_to_inner_sorts ~ids_to_inner_types))
- | C.AConstant (id,_,n,None,ty,params,_) ->
- (gen_id object_prefix seed, params, None,
- `Decl (K.Const,
- build_decl_item seed id (C.Name n) ty
- ~ids_to_inner_sorts))
- | C.AVariable (_,n,Some bo,ty,params,_) ->
- (gen_id object_prefix seed, params, None,
- `Def (K.Var,ty,
- build_def_item seed (get_id bo) (C.Name n) bo
- ~ids_to_inner_sorts ~ids_to_inner_types))
- | C.AVariable (id,n,None,ty,params,_) ->
- (gen_id object_prefix seed, params, None,
- `Decl (K.Var,
- build_decl_item seed id (C.Name n) ty
- ~ids_to_inner_sorts))
- | C.AInductiveDefinition (id,l,params,nparams,_) ->
- (gen_id object_prefix seed, params, None,
- `Joint
- { K.joint_id = gen_id joint_prefix seed;
- K.joint_kind = `Inductive nparams;
- K.joint_defs = List.map (build_inductive seed) l
- })
-
-and
- build_inductive seed =
- let module K = Content in
- fun (_,n,b,ty,l) ->
- `Inductive
- { K.inductive_id = gen_id inductive_prefix seed;
- K.inductive_name = n;
- K.inductive_kind = b;
- K.inductive_type = ty;
- K.inductive_constructors = build_constructors seed l
- }
-
-and
- build_constructors seed l =
- let module K = Content in
- List.map
- (fun (n,t) ->
- { K.dec_name = Some n;
- K.dec_id = gen_id declaration_prefix seed;
- K.dec_inductive = false;
- K.dec_aref = "";
- K.dec_type = t
- }) l
-;;
-
-(*
-and 'term cinductiveType =
- id * string * bool * 'term * (* typename, inductive, arity *)
- 'term cconstructor list (* constructors *)
-
-and 'term cconstructor =
- string * 'term
-*)
-
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val annobj2content :
- ids_to_inner_sorts:(Cic.id, Cic2acic.sort_kind) Hashtbl.t ->
- ids_to_inner_types:(Cic.id, Cic2acic.anntypes) Hashtbl.t ->
- Cic.annobj ->
- Cic.annterm Content.cobj
-
-val map_sequent :
- Cic.annconjecture -> Cic.annterm Content.conjecture
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 16/6/2003 *)
-(* *)
-(**************************************************************************)
-
-type id = string;;
-type joint_recursion_kind =
- [ `Recursive of int list
- | `CoRecursive
- | `Inductive of int (* paramsno *)
- | `CoInductive of int (* paramsno *)
- ]
-;;
-
-type var_or_const = Var | Const;;
-
-type 'term declaration =
- { dec_name : string option;
- dec_id : id ;
- dec_inductive : bool;
- dec_aref : string;
- dec_type : 'term
- }
-;;
-
-type 'term definition =
- { def_name : string option;
- def_id : id ;
- def_aref : string ;
- def_term : 'term
- }
-;;
-
-type 'term inductive =
- { inductive_id : id ;
- inductive_name : string;
- inductive_kind : bool;
- inductive_type : 'term;
- inductive_constructors : 'term declaration list
- }
-;;
-
-type 'term decl_context_element =
- [ `Declaration of 'term declaration
- | `Hypothesis of 'term declaration
- ]
-;;
-
-type ('term,'proof) def_context_element =
- [ `Proof of 'proof
- | `Definition of 'term definition
- ]
-;;
-
-type ('term,'proof) in_joint_context_element =
- [ `Inductive of 'term inductive
- | 'term decl_context_element
- | ('term,'proof) def_context_element
- ]
-;;
-
-type ('term,'proof) joint =
- { joint_id : id ;
- joint_kind : joint_recursion_kind ;
- joint_defs : ('term,'proof) in_joint_context_element list
- }
-;;
-
-type ('term,'proof) joint_context_element =
- [ `Joint of ('term,'proof) joint ]
-;;
-
-type 'term proof =
- { proof_name : string option;
- proof_id : id ;
- proof_context : 'term in_proof_context_element list ;
- proof_apply_context: 'term proof list;
- proof_conclude : 'term conclude_item
- }
-
-and 'term in_proof_context_element =
- [ 'term decl_context_element
- | ('term,'term proof) def_context_element
- | ('term,'term proof) joint_context_element
- ]
-
-and 'term conclude_item =
- { conclude_id : id;
- conclude_aref : string;
- conclude_method : string;
- conclude_args : ('term arg) list ;
- conclude_conclusion : 'term option
- }
-
-and 'term arg =
- Aux of string
- | Premise of premise
- | Lemma of lemma
- | Term of 'term
- | ArgProof of 'term proof
- | ArgMethod of string (* ???? *)
-
-and premise =
- { premise_id: id;
- premise_xref : string ;
- premise_binder : string option;
- premise_n : int option;
- }
-
-and lemma =
- { lemma_id: id;
- lemma_name: string;
- lemma_uri: string
- }
-
-;;
-
-type 'term conjecture = id * int * 'term context * 'term
-
-and 'term context = 'term hypothesis list
-
-and 'term hypothesis =
- ['term decl_context_element | ('term,'term proof) def_context_element ] option
-;;
-
-type 'term in_object_context_element =
- [ `Decl of var_or_const * 'term decl_context_element
- | `Def of var_or_const * 'term * ('term,'term proof) def_context_element
- | ('term,'term proof) joint_context_element
- ]
-;;
-
-type 'term cobj =
- id * (* id *)
- UriManager.uri list * (* params *)
- 'term conjecture list option * (* optional metasenv *)
- 'term in_object_context_element (* actual object *)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type id = string;;
-type joint_recursion_kind =
- [ `Recursive of int list (* decreasing arguments *)
- | `CoRecursive
- | `Inductive of int (* paramsno *)
- | `CoInductive of int (* paramsno *)
- ]
-;;
-
-type var_or_const = Var | Const;;
-
-type 'term declaration =
- { dec_name : string option;
- dec_id : id ;
- dec_inductive : bool;
- dec_aref : string;
- dec_type : 'term
- }
-;;
-
-type 'term definition =
- { def_name : string option;
- def_id : id ;
- def_aref : string ;
- def_term : 'term
- }
-;;
-
-type 'term inductive =
- { inductive_id : id ;
- inductive_name : string;
- inductive_kind : bool;
- inductive_type : 'term;
- inductive_constructors : 'term declaration list
- }
-;;
-
-type 'term decl_context_element =
- [ `Declaration of 'term declaration
- | `Hypothesis of 'term declaration
- ]
-;;
-
-type ('term,'proof) def_context_element =
- [ `Proof of 'proof
- | `Definition of 'term definition
- ]
-;;
-
-type ('term,'proof) in_joint_context_element =
- [ `Inductive of 'term inductive
- | 'term decl_context_element
- | ('term,'proof) def_context_element
- ]
-;;
-
-type ('term,'proof) joint =
- { joint_id : id ;
- joint_kind : joint_recursion_kind ;
- joint_defs : ('term,'proof) in_joint_context_element list
- }
-;;
-
-type ('term,'proof) joint_context_element =
- [ `Joint of ('term,'proof) joint ]
-;;
-
-type 'term proof =
- { proof_name : string option;
- proof_id : id ;
- proof_context : 'term in_proof_context_element list ;
- proof_apply_context: 'term proof list;
- proof_conclude : 'term conclude_item
- }
-
-and 'term in_proof_context_element =
- [ 'term decl_context_element
- | ('term,'term proof) def_context_element
- | ('term,'term proof) joint_context_element
- ]
-
-and 'term conclude_item =
- { conclude_id : id;
- conclude_aref : string;
- conclude_method : string;
- conclude_args : ('term arg) list ;
- conclude_conclusion : 'term option
- }
-
-and 'term arg =
- Aux of string
- | Premise of premise
- | Lemma of lemma
- | Term of 'term
- | ArgProof of 'term proof
- | ArgMethod of string (* ???? *)
-
-and premise =
- { premise_id: id;
- premise_xref : string ;
- premise_binder : string option;
- premise_n : int option;
- }
-
-and lemma =
- { lemma_id: id;
- lemma_name : string;
- lemma_uri: string
- }
-;;
-
-type 'term conjecture = id * int * 'term context * 'term
-
-and 'term context = 'term hypothesis list
-
-and 'term hypothesis =
- ['term decl_context_element | ('term,'term proof) def_context_element ] option
-;;
-
-type 'term in_object_context_element =
- [ `Decl of var_or_const * 'term decl_context_element
- | `Def of var_or_const * 'term * ('term,'term proof) def_context_element
- | ('term,'term proof) joint_context_element
- ]
-;;
-
-type 'term cobj =
- id * (* id *)
- UriManager.uri list * (* params *)
- 'term conjecture list option * (* optional metasenv *)
- 'term in_object_context_element (* actual object *)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 17/06/2003 *)
-(* *)
-(***************************************************************************)
-
-exception TO_DO;;
-
-let proof2cic deannotate p =
- let rec proof2cic premise_env p =
- let module C = Cic in
- let module Con = Content in
- let rec extend_premise_env current_env =
- function
- [] -> current_env
- | p::atl ->
- extend_premise_env
- ((p.Con.proof_id,(proof2cic current_env p))::current_env) atl in
- let new_premise_env = extend_premise_env premise_env p.Con.proof_apply_context in
- let body = conclude2cic new_premise_env p.Con.proof_conclude in
- context2cic premise_env p.Con.proof_context body
-
- and context2cic premise_env context body =
- List.fold_right (ce2cic premise_env) context body
-
- and ce2cic premise_env ce target =
- let module C = Cic in
- let module Con = Content in
- match ce with
- `Declaration d ->
- (match d.Con.dec_name with
- Some s ->
- C.Lambda (C.Name s, deannotate d.Con.dec_type, target)
- | None ->
- C.Lambda (C.Anonymous, deannotate d.Con.dec_type, target))
- | `Hypothesis h ->
- (match h.Con.dec_name with
- Some s ->
- C.Lambda (C.Name s, deannotate h.Con.dec_type, target)
- | None ->
- C.Lambda (C.Anonymous, deannotate h.Con.dec_type, target))
- | `Proof p ->
- (match p.Con.proof_name with
- Some s ->
- C.LetIn (C.Name s, proof2cic premise_env p, target)
- | None ->
- C.LetIn (C.Anonymous, proof2cic premise_env p, target))
- | `Definition d ->
- (match d.Con.def_name with
- Some s ->
- C.LetIn (C.Name s, proof2cic premise_env p, target)
- | None ->
- C.LetIn (C.Anonymous, proof2cic premise_env p, target))
- | `Joint {Con.joint_kind = kind; Con.joint_defs = defs} ->
- (match target with
- C.Rel n ->
- (match kind with
- `Recursive l ->
- let funs =
- List.map2
- (fun n bo ->
- match bo with
- `Proof bo ->
- (match
- bo.Con.proof_conclude.Con.conclude_conclusion,
- bo.Con.proof_name
- with
- Some ty, Some name ->
- (name,n,deannotate ty,
- proof2cic premise_env bo)
- | _,_ -> assert false)
- | _ -> assert false)
- l defs in
- C.Fix (n, funs)
- | `CoRecursive ->
- let funs =
- List.map
- (function bo ->
- match bo with
- `Proof bo ->
- (match
- bo.Con.proof_conclude.Con.conclude_conclusion,
- bo.Con.proof_name
- with
- Some ty, Some name ->
- (name,deannotate ty,
- proof2cic premise_env bo)
- | _,_ -> assert false)
- | _ -> assert false)
- defs in
- C.CoFix (n, funs)
- | _ -> (* no inductive types in local contexts *)
- assert false)
- | _ -> assert false)
-
- and conclude2cic premise_env conclude =
- let module C = Cic in
- let module Con = Content in
- if conclude.Con.conclude_method = "TD_Conversion" then
- (match conclude.Con.conclude_args with
- [Con.ArgProof p] -> proof2cic [] p (* empty! *)
- | _ -> prerr_endline "1"; assert false)
- else if conclude.Con.conclude_method = "BU_Conversion" then
- (match conclude.Con.conclude_args with
- [Con.Premise prem] ->
- (try List.assoc prem.Con.premise_xref premise_env
- with Not_found ->
- prerr_endline
- ("Not_found in BU_Conversion: " ^ prem.Con.premise_xref);
- raise Not_found)
- | _ -> prerr_endline "2"; assert false)
- else if conclude.Con.conclude_method = "Exact" then
- (match conclude.Con.conclude_args with
- [Con.Term t] -> deannotate t
- | [Con.Premise prem] ->
- (match prem.Con.premise_n with
- None -> assert false
- | Some n -> C.Rel n)
- | _ -> prerr_endline "3"; assert false)
- else if conclude.Con.conclude_method = "Intros+LetTac" then
- (match conclude.Con.conclude_args with
- [Con.ArgProof p] -> proof2cic [] p (* empty! *)
- | _ -> prerr_endline "4"; assert false)
- else if (conclude.Con.conclude_method = "ByInduction" ||
- conclude.Con.conclude_method = "AndInd" ||
- conclude.Con.conclude_method = "Exists" ||
- conclude.Con.conclude_method = "FalseInd") then
- (match (List.tl conclude.Con.conclude_args) with
- Con.Term (C.AAppl (
- id,((C.AConst(idc,uri,exp_named_subst))::params_and_IP)))::args ->
- let subst =
- List.map (fun (u,t) -> (u, deannotate t)) exp_named_subst in
- let cargs = args2cic premise_env args in
- let cparams_and_IP = List.map deannotate params_and_IP in
- C.Appl (C.Const(uri,subst)::cparams_and_IP@cargs)
- | _ -> prerr_endline "5"; assert false)
- else if (conclude.Con.conclude_method = "Rewrite") then
- (match conclude.Con.conclude_args with
- Con.Term (C.AConst (sid,uri,exp_named_subst))::args ->
- let subst =
- List.map (fun (u,t) -> (u, deannotate t)) exp_named_subst in
- let cargs = args2cic premise_env args in
- C.Appl (C.Const(uri,subst)::cargs)
- | _ -> prerr_endline "6"; assert false)
- else if (conclude.Con.conclude_method = "Case") then
- (match conclude.Con.conclude_args with
- Con.Aux(uri)::Con.Aux(notype)::Con.Term(ty)::Con.Premise(prem)::patterns ->
- C.MutCase
- (UriManager.uri_of_string uri,
- int_of_string notype, deannotate ty,
- List.assoc prem.Con.premise_xref premise_env,
- List.map
- (function
- Con.ArgProof p -> proof2cic [] p
- | _ -> prerr_endline "7a"; assert false) patterns)
- | Con.Aux(uri)::Con.Aux(notype)::Con.Term(ty)::Con.Term(te)::patterns -> C.MutCase
- (UriManager.uri_of_string uri,
- int_of_string notype, deannotate ty, deannotate te,
- List.map
- (function
- (Con.ArgProof p) -> proof2cic [] p
- | _ -> prerr_endline "7a"; assert false) patterns)
- | _ -> (prerr_endline "7"; assert false))
- else if (conclude.Con.conclude_method = "Apply") then
- let cargs = (args2cic premise_env conclude.Con.conclude_args) in
- C.Appl cargs
- else (prerr_endline "8"; assert false)
-
- and args2cic premise_env l =
- List.map (arg2cic premise_env) l
-
- and arg2cic premise_env =
- let module C = Cic in
- let module Con = Content in
- function
- Con.Aux n -> prerr_endline "8"; assert false
- | Con.Premise prem ->
- (match prem.Con.premise_n with
- Some n -> C.Rel n
- | None ->
- (try List.assoc prem.Con.premise_xref premise_env
- with Not_found ->
- prerr_endline ("Not_found in arg2cic: premise " ^ (match prem.Con.premise_binder with None -> "previous" | Some p -> p) ^ ", xref=" ^ prem.Con.premise_xref);
- raise Not_found))
- | Con.Lemma lemma ->
- CicUtil.term_of_uri (UriManager.uri_of_string lemma.Con.lemma_uri)
- | Con.Term t -> deannotate t
- | Con.ArgProof p -> proof2cic [] p (* empty! *)
- | Con.ArgMethod s -> raise TO_DO
-
-in proof2cic [] p
-;;
-
-exception ToDo;;
-
-let cobj2obj deannotate (id,params,metasenv,obj) =
- let module K = Content in
- match obj with
- `Def (Content.Const,ty,`Proof bo) ->
- (match metasenv with
- None ->
- Cic.Constant
- (id, Some (proof2cic deannotate bo), deannotate ty, params, [])
- | Some metasenv' ->
- let metasenv'' =
- List.map
- (function (_,i,canonical_context,term) ->
- let canonical_context' =
- List.map
- (function
- None -> None
- | Some (`Declaration d)
- | Some (`Hypothesis d) ->
- (match d with
- {K.dec_name = Some n ; K.dec_type = t} ->
- Some (Cic.Name n, Cic.Decl (deannotate t))
- | _ -> assert false)
- | Some (`Definition d) ->
- (match d with
- {K.def_name = Some n ; K.def_term = t} ->
- Some (Cic.Name n, Cic.Def ((deannotate t),None))
- | _ -> assert false)
- | Some (`Proof d) ->
- (match d with
- {K.proof_name = Some n } ->
- Some (Cic.Name n,
- Cic.Def ((proof2cic deannotate d),None))
- | _ -> assert false)
- ) canonical_context
- in
- (i,canonical_context',deannotate term)
- ) metasenv'
- in
- Cic.CurrentProof
- (id, metasenv'', proof2cic deannotate bo, deannotate ty, params,
- []))
- | _ -> raise ToDo
-;;
-
-let cobj2obj = cobj2obj Deannotate.deannotate_term;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 27/6/2003 *)
-(* *)
-(**************************************************************************)
-
-val cobj2obj : Cic.annterm Content.cobj -> Cic.obj
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 17/06/2003 *)
-(* *)
-(***************************************************************************)
-
-exception ContentPpInternalError;;
-exception NotEnoughElements;;
-exception TO_DO
-
-(* Utility functions *)
-
-
-let string_of_name =
- function
- Some s -> s
- | None -> "_"
-;;
-
-(* get_nth l n returns the nth element of the list l if it exists or *)
-(* raises NotEnoughElements if l has less than n elements *)
-let rec get_nth l n =
- match (n,l) with
- (1, he::_) -> he
- | (n, he::tail) when n > 1 -> get_nth tail (n-1)
- | (_,_) -> raise NotEnoughElements
-;;
-
-let rec blanks n =
- if n = 0 then ""
- else (" " ^ (blanks (n-1)));;
-
-let rec pproof (p: Cic.annterm Content.proof) indent =
- let module Con = Content in
- let new_indent =
- (match p.Con.proof_name with
- Some s ->
- prerr_endline
- ((blanks indent) ^ "(" ^ s ^ ")"); flush stderr ;(indent + 1)
- | None ->indent) in
- let new_indent1 =
- if (p.Con.proof_context = []) then new_indent
- else
- (pcontext p.Con.proof_context new_indent; (new_indent + 1)) in
- papply_context p.Con.proof_apply_context new_indent1;
- pconclude p.Con.proof_conclude new_indent1;
-
-and pcontext c indent =
- List.iter (pcontext_element indent) c
-
-and pcontext_element indent =
- let module Con = Content in
- function
- `Declaration d ->
- (match d.Con.dec_name with
- Some s ->
- prerr_endline
- ((blanks indent)
- ^ "Assume " ^ s ^ " : "
- ^ (CicPp.ppterm (Deannotate.deannotate_term d.Con.dec_type)));
- flush stderr
- | None ->
- prerr_endline ((blanks indent) ^ "NO NAME!!"))
- | `Hypothesis h ->
- (match h.Con.dec_name with
- Some s ->
- prerr_endline
- ((blanks indent)
- ^ "Suppose " ^ s ^ " : "
- ^ (CicPp.ppterm (Deannotate.deannotate_term h.Con.dec_type)));
- flush stderr
- | None ->
- prerr_endline ((blanks indent) ^ "NO NAME!!"))
- | `Proof p -> pproof p indent
- | `Definition d ->
- (match d.Con.def_name with
- Some s ->
- prerr_endline
- ((blanks indent) ^ "Let " ^ s ^ " = "
- ^ (CicPp.ppterm (Deannotate.deannotate_term d.Con.def_term)));
- flush stderr
- | None ->
- prerr_endline ((blanks indent) ^ "NO NAME!!"))
- | `Joint ho ->
- prerr_endline ((blanks indent) ^ "Joint Def");
- flush stderr
-
-and papply_context ac indent =
- List.iter(function p -> (pproof p indent)) ac
-
-and pconclude concl indent =
- let module Con = Content in
- prerr_endline ((blanks indent) ^ "Apply method " ^ concl.Con.conclude_method ^ " to");flush stderr;
- pargs concl.Con.conclude_args indent;
- match concl.Con.conclude_conclusion with
- None -> prerr_endline ((blanks indent) ^"No conclude conclusion");flush stderr
- | Some t -> prerr_endline ((blanks indent) ^ "conclude" ^ concl.Con.conclude_method ^ (CicPp.ppterm (Deannotate.deannotate_term t)));flush stderr
-
-and pargs args indent =
- List.iter (parg indent) args
-
-and parg indent =
- let module Con = Content in
- function
- Con.Aux n -> prerr_endline ((blanks (indent+1)) ^ n)
- | Con.Premise prem -> prerr_endline ((blanks (indent+1)) ^ "Premise")
- | Con.Lemma lemma -> prerr_endline ((blanks (indent+1)) ^ "Lemma")
- | Con.Term t ->
- prerr_endline ((blanks (indent+1)) ^ (CicPp.ppterm (Deannotate.deannotate_term t)))
- | Con.ArgProof p -> pproof p (indent+1)
- | Con.ArgMethod s -> prerr_endline ((blanks (indent+1)) ^ "A Method !!!")
-;;
-
-let print_proof p = pproof p 0;;
-
-let print_obj (_,_,_,obj) =
- match obj with
- `Decl (_,decl) ->
- pcontext_element 0 (decl:> Cic.annterm Content.in_proof_context_element)
- | `Def (_,_,def) ->
- pcontext_element 0 (def:> Cic.annterm Content.in_proof_context_element)
- | `Joint _ as jo -> pcontext_element 0 jo
-;;
-
-
-
-
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val print_proof: Cic.annterm Content.proof -> unit
-
-val print_obj: Cic.annterm Content.cobj -> unit
-
-val parg: int -> Cic.annterm Content.arg ->unit
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception Impossible of int;;
-exception NotWellTyped of string;;
-exception WrongUriToConstant of string;;
-exception WrongUriToVariable of string;;
-exception WrongUriToMutualInductiveDefinitions of string;;
-exception ListTooShort;;
-exception RelToHiddenHypothesis;;
-
-let syntactic_equality_add_time = ref 0.0;;
-let type_of_aux'_add_time = ref 0.0;;
-let number_new_type_of_aux'_double_work = ref 0;;
-let number_new_type_of_aux' = ref 0;;
-let number_new_type_of_aux'_prop = ref 0;;
-
-let double_work = ref 0;;
-
-let xxx_type_of_aux' m c t =
- let t1 = Sys.time () in
- let res,_ = CicTypeChecker.type_of_aux' m c t CicUniv.empty_ugraph in
- let t2 = Sys.time () in
- type_of_aux'_add_time := !type_of_aux'_add_time +. t2 -. t1 ;
- res
-;;
-
-type types = {synthesized : Cic.term ; expected : Cic.term option};;
-
-(* does_not_occur n te *)
-(* returns [true] if [Rel n] does not occur in [te] *)
-let rec does_not_occur n =
- let module C = Cic in
- function
- C.Rel m when m = n -> false
- | C.Rel _
- | C.Meta _
- | C.Sort _
- | C.Implicit _ -> true
- | C.Cast (te,ty) ->
- does_not_occur n te && does_not_occur n ty
- | C.Prod (name,so,dest) ->
- does_not_occur n so &&
- does_not_occur (n + 1) dest
- | C.Lambda (name,so,dest) ->
- does_not_occur n so &&
- does_not_occur (n + 1) dest
- | C.LetIn (name,so,dest) ->
- does_not_occur n so &&
- does_not_occur (n + 1) dest
- | C.Appl l ->
- List.fold_right (fun x i -> i && does_not_occur n x) l true
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst)
- | C.MutInd (_,_,exp_named_subst)
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right (fun (_,x) i -> i && does_not_occur n x)
- exp_named_subst true
- | C.MutCase (_,_,out,te,pl) ->
- does_not_occur n out && does_not_occur n te &&
- List.fold_right (fun x i -> i && does_not_occur n x) pl true
- | C.Fix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len in
- let tys =
- List.map (fun (n,_,ty,_) -> Some (C.Name n,(Cic.Decl ty))) fl
- in
- List.fold_right
- (fun (_,_,ty,bo) i ->
- i && does_not_occur n ty &&
- does_not_occur n_plus_len bo
- ) fl true
- | C.CoFix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len in
- let tys =
- List.map (fun (n,ty,_) -> Some (C.Name n,(Cic.Decl ty))) fl
- in
- List.fold_right
- (fun (_,ty,bo) i ->
- i && does_not_occur n ty &&
- does_not_occur n_plus_len bo
- ) fl true
-;;
-
-let rec beta_reduce =
- let module S = CicSubstitution in
- let module C = Cic in
- function
- C.Rel _ as t -> t
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (i,t) -> i, beta_reduce t) exp_named_subst
- in
- C.Var (uri,exp_named_subst)
- | C.Meta (n,l) ->
- C.Meta (n,
- List.map
- (function None -> None | Some t -> Some (beta_reduce t)) l
- )
- | C.Sort _ as t -> t
- | C.Implicit _ -> assert false
- | C.Cast (te,ty) ->
- C.Cast (beta_reduce te, beta_reduce ty)
- | C.Prod (n,s,t) ->
- C.Prod (n, beta_reduce s, beta_reduce t)
- | C.Lambda (n,s,t) ->
- C.Lambda (n, beta_reduce s, beta_reduce t)
- | C.LetIn (n,s,t) ->
- C.LetIn (n, beta_reduce s, beta_reduce t)
- | C.Appl ((C.Lambda (name,s,t))::he::tl) ->
- let he' = S.subst he t in
- if tl = [] then
- beta_reduce he'
- else
- (match he' with
- C.Appl l -> beta_reduce (C.Appl (l@tl))
- | _ -> beta_reduce (C.Appl (he'::tl)))
- | C.Appl l ->
- C.Appl (List.map beta_reduce l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (i,t) -> i, beta_reduce t) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (i,t) -> i, beta_reduce t) exp_named_subst
- in
- C.MutInd (uri,i,exp_named_subst')
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (i,t) -> i, beta_reduce t) exp_named_subst
- in
- C.MutConstruct (uri,i,j,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,beta_reduce outt,beta_reduce t,
- List.map beta_reduce pl)
- | C.Fix (i,fl) ->
- let fl' =
- List.map
- (function (name,i,ty,bo) ->
- name,i,beta_reduce ty,beta_reduce bo
- ) fl
- in
- C.Fix (i,fl')
- | C.CoFix (i,fl) ->
- let fl' =
- List.map
- (function (name,ty,bo) ->
- name,beta_reduce ty,beta_reduce bo
- ) fl
- in
- C.CoFix (i,fl')
-;;
-
-(* syntactic_equality up to the *)
-(* distinction between fake dependent products *)
-(* and non-dependent products, alfa-conversion *)
-(*CSC: must alfa-conversion be considered or not? *)
-let syntactic_equality t t' =
- let module C = Cic in
- let rec syntactic_equality t t' =
- if t = t' then true
- else
- match t, t' with
- C.Var (uri,exp_named_subst), C.Var (uri',exp_named_subst') ->
- UriManager.eq uri uri' &&
- syntactic_equality_exp_named_subst exp_named_subst exp_named_subst'
- | C.Cast (te,ty), C.Cast (te',ty') ->
- syntactic_equality te te' &&
- syntactic_equality ty ty'
- | C.Prod (_,s,t), C.Prod (_,s',t') ->
- syntactic_equality s s' &&
- syntactic_equality t t'
- | C.Lambda (_,s,t), C.Lambda (_,s',t') ->
- syntactic_equality s s' &&
- syntactic_equality t t'
- | C.LetIn (_,s,t), C.LetIn(_,s',t') ->
- syntactic_equality s s' &&
- syntactic_equality t t'
- | C.Appl l, C.Appl l' ->
- List.fold_left2 (fun b t1 t2 -> b && syntactic_equality t1 t2) true l l'
- | C.Const (uri,exp_named_subst), C.Const (uri',exp_named_subst') ->
- UriManager.eq uri uri' &&
- syntactic_equality_exp_named_subst exp_named_subst exp_named_subst'
- | C.MutInd (uri,i,exp_named_subst), C.MutInd (uri',i',exp_named_subst') ->
- UriManager.eq uri uri' && i = i' &&
- syntactic_equality_exp_named_subst exp_named_subst exp_named_subst'
- | C.MutConstruct (uri,i,j,exp_named_subst),
- C.MutConstruct (uri',i',j',exp_named_subst') ->
- UriManager.eq uri uri' && i = i' && j = j' &&
- syntactic_equality_exp_named_subst exp_named_subst exp_named_subst'
- | C.MutCase (sp,i,outt,t,pl), C.MutCase (sp',i',outt',t',pl') ->
- UriManager.eq sp sp' && i = i' &&
- syntactic_equality outt outt' &&
- syntactic_equality t t' &&
- List.fold_left2
- (fun b t1 t2 -> b && syntactic_equality t1 t2) true pl pl'
- | C.Fix (i,fl), C.Fix (i',fl') ->
- i = i' &&
- List.fold_left2
- (fun b (_,i,ty,bo) (_,i',ty',bo') ->
- b && i = i' &&
- syntactic_equality ty ty' &&
- syntactic_equality bo bo') true fl fl'
- | C.CoFix (i,fl), C.CoFix (i',fl') ->
- i = i' &&
- List.fold_left2
- (fun b (_,ty,bo) (_,ty',bo') ->
- b &&
- syntactic_equality ty ty' &&
- syntactic_equality bo bo') true fl fl'
- | _, _ -> false (* we already know that t != t' *)
- and syntactic_equality_exp_named_subst exp_named_subst1 exp_named_subst2 =
- List.fold_left2
- (fun b (_,t1) (_,t2) -> b && syntactic_equality t1 t2) true
- exp_named_subst1 exp_named_subst2
- in
- try
- syntactic_equality t t'
- with
- _ -> false
-;;
-
-let xxx_syntactic_equality t t' =
- let t1 = Sys.time () in
- let res = syntactic_equality t t' in
- let t2 = Sys.time () in
- syntactic_equality_add_time := !syntactic_equality_add_time +. t2 -. t1 ;
- res
-;;
-
-
-let rec split l n =
- match (l,n) with
- (l,0) -> ([], l)
- | (he::tl, n) -> let (l1,l2) = split tl (n-1) in (he::l1,l2)
- | (_,_) -> raise ListTooShort
-;;
-
-let type_of_constant uri =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj =
- match CicEnvironment.is_type_checked CicUniv.empty_ugraph uri with
- CicEnvironment.CheckedObj (cobj,_) -> cobj
- | CicEnvironment.UncheckedObj uobj ->
- raise (NotWellTyped "Reference to an unchecked constant")
- in
- match cobj with
- C.Constant (_,_,ty,_,_) -> ty
- | C.CurrentProof (_,_,_,ty,_,_) -> ty
- | _ -> raise (WrongUriToConstant (U.string_of_uri uri))
-;;
-
-let type_of_variable uri =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- match CicEnvironment.is_type_checked CicUniv.empty_ugraph uri with
- CicEnvironment.CheckedObj ((C.Variable (_,_,ty,_,_)),_) -> ty
- | CicEnvironment.UncheckedObj (C.Variable _) ->
- raise (NotWellTyped "Reference to an unchecked variable")
- | _ -> raise (WrongUriToVariable (UriManager.string_of_uri uri))
-;;
-
-let type_of_mutual_inductive_defs uri i =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj =
- match CicEnvironment.is_type_checked CicUniv.empty_ugraph uri with
- CicEnvironment.CheckedObj (cobj,_) -> cobj
- | CicEnvironment.UncheckedObj uobj ->
- raise (NotWellTyped "Reference to an unchecked inductive type")
- in
- match cobj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,arity,_) = List.nth dl i in
- arity
- | _ -> raise (WrongUriToMutualInductiveDefinitions (U.string_of_uri uri))
-;;
-
-let type_of_mutual_inductive_constr uri i j =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj =
- match CicEnvironment.is_type_checked CicUniv.empty_ugraph uri with
- CicEnvironment.CheckedObj (cobj,_) -> cobj
- | CicEnvironment.UncheckedObj uobj ->
- raise (NotWellTyped "Reference to an unchecked constructor")
- in
- match cobj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cl) = List.nth dl i in
- let (_,ty) = List.nth cl (j-1) in
- ty
- | _ -> raise (WrongUriToMutualInductiveDefinitions (U.string_of_uri uri))
-;;
-
-module CicHash =
- struct
- module Tmp =
- Hashtbl.Make
- (struct
- type t = Cic.term
- let equal = (==)
- let hash = Hashtbl.hash
- end)
- include Tmp
- let empty () = Tmp.create 1
- end
-;;
-
-(* type_of_aux' is just another name (with a different scope) for type_of_aux *)
-let rec type_of_aux' subterms_to_types metasenv context t expectedty =
- (* Coscoy's double type-inference algorithm *)
- (* It computes the inner-types of every subterm of [t], *)
- (* even when they are not needed to compute the types *)
- (* of other terms. *)
- let rec type_of_aux context t expectedty =
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let module U = UriManager in
- let synthesized =
- match t with
- C.Rel n ->
- (try
- match List.nth context (n - 1) with
- Some (_,C.Decl t) -> S.lift n t
- | Some (_,C.Def (_,Some ty)) -> S.lift n ty
- | Some (_,C.Def (bo,None)) ->
- type_of_aux context (S.lift n bo) expectedty
- | None -> raise RelToHiddenHypothesis
- with
- _ -> raise (NotWellTyped "Not a close term")
- )
- | C.Var (uri,exp_named_subst) ->
- visit_exp_named_subst context uri exp_named_subst ;
- CicSubstitution.subst_vars exp_named_subst (type_of_variable uri)
- | C.Meta (n,l) ->
- (* Let's visit all the subterms that will not be visited later *)
- let (_,canonical_context,_) = CicUtil.lookup_meta n metasenv in
- let lifted_canonical_context =
- let rec aux i =
- function
- [] -> []
- | (Some (n,C.Decl t))::tl ->
- (Some (n,C.Decl (S.subst_meta l (S.lift i t))))::(aux (i+1) tl)
- | (Some (n,C.Def (t,None)))::tl ->
- (Some (n,C.Def ((S.subst_meta l (S.lift i t)),None)))::
- (aux (i+1) tl)
- | None::tl -> None::(aux (i+1) tl)
- | (Some (_,C.Def (_,Some _)))::_ -> assert false
- in
- aux 1 canonical_context
- in
- let _ =
- List.iter2
- (fun t ct ->
- match t,ct with
- _,None -> ()
- | Some t,Some (_,C.Def (ct,_)) ->
- let expected_type =
- R.whd context
- (xxx_type_of_aux' metasenv context ct)
- in
- (* Maybe I am a bit too paranoid, because *)
- (* if the term is well-typed than t and ct *)
- (* are convertible. Nevertheless, I compute *)
- (* the expected type. *)
- ignore (type_of_aux context t (Some expected_type))
- | Some t,Some (_,C.Decl ct) ->
- ignore (type_of_aux context t (Some ct))
- | _,_ -> assert false (* the term is not well typed!!! *)
- ) l lifted_canonical_context
- in
- let (_,canonical_context,ty) = CicUtil.lookup_meta n metasenv in
- (* Checks suppressed *)
- CicSubstitution.subst_meta l ty
- | C.Sort (C.Type t) -> (* TASSI: CONSTRAINT *)
- C.Sort (C.Type (CicUniv.fresh()))
- | C.Sort _ -> C.Sort (C.Type (CicUniv.fresh())) (* TASSI: CONSTRAINT *)
- | C.Implicit _ -> raise (Impossible 21)
- | C.Cast (te,ty) ->
- (* Let's visit all the subterms that will not be visited later *)
- let _ = type_of_aux context te (Some (beta_reduce ty)) in
- let _ = type_of_aux context ty None in
- (* Checks suppressed *)
- ty
- | C.Prod (name,s,t) ->
- let sort1 = type_of_aux context s None
- and sort2 = type_of_aux ((Some (name,(C.Decl s)))::context) t None in
- sort_of_prod context (name,s) (sort1,sort2)
- | C.Lambda (n,s,t) ->
- (* Let's visit all the subterms that will not be visited later *)
- let _ = type_of_aux context s None in
- let expected_target_type =
- match expectedty with
- None -> None
- | Some expectedty' ->
- let ty =
- match R.whd context expectedty' with
- C.Prod (_,_,expected_target_type) ->
- beta_reduce expected_target_type
- | _ -> assert false
- in
- Some ty
- in
- let type2 =
- type_of_aux ((Some (n,(C.Decl s)))::context) t expected_target_type
- in
- (* Checks suppressed *)
- C.Prod (n,s,type2)
- | C.LetIn (n,s,t) ->
-(*CSC: What are the right expected types for the source and *)
-(*CSC: target of a LetIn? None used. *)
- (* Let's visit all the subterms that will not be visited later *)
- let ty = type_of_aux context s None in
- let t_typ =
- (* Checks suppressed *)
- type_of_aux ((Some (n,(C.Def (s,Some ty))))::context) t None
- in (* CicSubstitution.subst s t_typ *)
- if does_not_occur 1 t_typ then
- (* since [Rel 1] does not occur in typ, substituting any term *)
- (* in place of [Rel 1] is equivalent to delifting once *)
- CicSubstitution.subst (C.Implicit None) t_typ
- else
- C.LetIn (n,s,t_typ)
- | C.Appl (he::tl) when List.length tl > 0 ->
- (*
- let expected_hetype =
- (* Inefficient, the head is computed twice. But I know *)
- (* of no other solution. *)
- (beta_reduce
- (R.whd context (xxx_type_of_aux' metasenv context he)))
- in
- let hetype = type_of_aux context he (Some expected_hetype) in
- let tlbody_and_type =
- let rec aux =
- function
- _,[] -> []
- | C.Prod (n,s,t),he::tl ->
- (he, type_of_aux context he (Some (beta_reduce s)))::
- (aux (R.whd context (S.subst he t), tl))
- | _ -> assert false
- in
- aux (expected_hetype, tl) *)
- let hetype = R.whd context (type_of_aux context he None) in
- let tlbody_and_type =
- let rec aux =
- function
- _,[] -> []
- | C.Prod (n,s,t),he::tl ->
- (he, type_of_aux context he (Some (beta_reduce s)))::
- (aux (R.whd context (S.subst he t), tl))
- | _ -> assert false
- in
- aux (hetype, tl)
- in
- eat_prods context hetype tlbody_and_type
- | C.Appl _ -> raise (NotWellTyped "Appl: no arguments")
- | C.Const (uri,exp_named_subst) ->
- visit_exp_named_subst context uri exp_named_subst ;
- CicSubstitution.subst_vars exp_named_subst (type_of_constant uri)
- | C.MutInd (uri,i,exp_named_subst) ->
- visit_exp_named_subst context uri exp_named_subst ;
- CicSubstitution.subst_vars exp_named_subst
- (type_of_mutual_inductive_defs uri i)
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- visit_exp_named_subst context uri exp_named_subst ;
- CicSubstitution.subst_vars exp_named_subst
- (type_of_mutual_inductive_constr uri i j)
- | C.MutCase (uri,i,outtype,term,pl) ->
- let outsort = type_of_aux context outtype None in
- let (need_dummy, k) =
- let rec guess_args context t =
- match CicReduction.whd context t with
- C.Sort _ -> (true, 0)
- | C.Prod (name, s, t) ->
- let (b, n) = guess_args ((Some (name,(C.Decl s)))::context) t in
- if n = 0 then
- (* last prod before sort *)
- match CicReduction.whd context s with
- C.MutInd (uri',i',_) when U.eq uri' uri && i' = i ->
- (false, 1)
- | C.Appl ((C.MutInd (uri',i',_)) :: _)
- when U.eq uri' uri && i' = i -> (false, 1)
- | _ -> (true, 1)
- else
- (b, n + 1)
- | _ -> raise (NotWellTyped "MutCase: outtype ill-formed")
- in
- let (b, k) = guess_args context outsort in
- if not b then (b, k - 1) else (b, k)
- in
- let (parameters, arguments,exp_named_subst) =
- let type_of_term =
- xxx_type_of_aux' metasenv context term
- in
- match
- R.whd context (type_of_aux context term
- (Some (beta_reduce type_of_term)))
- with
- (*CSC manca il caso dei CAST *)
- C.MutInd (uri',i',exp_named_subst) ->
- (* Checks suppressed *)
- [],[],exp_named_subst
- | C.Appl (C.MutInd (uri',i',exp_named_subst) :: tl) ->
- let params,args =
- split tl (List.length tl - k)
- in params,args,exp_named_subst
- | _ ->
- raise (NotWellTyped "MutCase: the term is not an inductive one")
- in
- (* Checks suppressed *)
- (* Let's visit all the subterms that will not be visited later *)
- let (cl,parsno) =
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.InductiveDefinition (tl,_,parsno,_) ->
- let (_,_,_,cl) = List.nth tl i in (cl,parsno)
- | _ ->
- raise (WrongUriToMutualInductiveDefinitions (U.string_of_uri uri))
- in
- let _ =
- List.fold_left
- (fun j (p,(_,c)) ->
- let cons =
- if parameters = [] then
- (C.MutConstruct (uri,i,j,exp_named_subst))
- else
- (C.Appl (C.MutConstruct (uri,i,j,exp_named_subst)::parameters))
- in
- let expectedtype =
- type_of_branch context parsno need_dummy outtype cons
- (xxx_type_of_aux' metasenv context cons)
- in
- ignore (type_of_aux context p
- (Some (beta_reduce expectedtype))) ;
- j+1
- ) 1 (List.combine pl cl)
- in
- if not need_dummy then
- C.Appl ((outtype::arguments)@[term])
- else if arguments = [] then
- outtype
- else
- C.Appl (outtype::arguments)
- | C.Fix (i,fl) ->
- (* Let's visit all the subterms that will not be visited later *)
- let context' =
- List.rev
- (List.map
- (fun (n,_,ty,_) ->
- let _ = type_of_aux context ty None in
- (Some (C.Name n,(C.Decl ty)))
- ) fl
- ) @
- context
- in
- let _ =
- List.iter
- (fun (_,_,ty,bo) ->
- let expectedty =
- beta_reduce (CicSubstitution.lift (List.length fl) ty)
- in
- ignore (type_of_aux context' bo (Some expectedty))
- ) fl
- in
- (* Checks suppressed *)
- let (_,_,ty,_) = List.nth fl i in
- ty
- | C.CoFix (i,fl) ->
- (* Let's visit all the subterms that will not be visited later *)
- let context' =
- List.rev
- (List.map
- (fun (n,ty,_) ->
- let _ = type_of_aux context ty None in
- (Some (C.Name n,(C.Decl ty)))
- ) fl
- ) @
- context
- in
- let _ =
- List.iter
- (fun (_,ty,bo) ->
- let expectedty =
- beta_reduce (CicSubstitution.lift (List.length fl) ty)
- in
- ignore (type_of_aux context' bo (Some expectedty))
- ) fl
- in
- (* Checks suppressed *)
- let (_,ty,_) = List.nth fl i in
- ty
- in
- let synthesized' = beta_reduce synthesized in
- let types,res =
- match expectedty with
- None ->
- (* No expected type *)
- {synthesized = synthesized' ; expected = None}, synthesized
- | Some ty when xxx_syntactic_equality synthesized' ty ->
- (* The expected type is synthactically equal to *)
- (* the synthesized type. Let's forget it. *)
- {synthesized = synthesized' ; expected = None}, synthesized
- | Some expectedty' ->
- {synthesized = synthesized' ; expected = Some expectedty'},
- expectedty'
- in
- assert (not (CicHash.mem subterms_to_types t));
- CicHash.add subterms_to_types t types ;
- res
-
- and visit_exp_named_subst context uri exp_named_subst =
- let uris_and_types =
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- let params = CicUtil.params_of_obj obj in
- List.map
- (function uri ->
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- match obj with
- Cic.Variable (_,None,ty,_,_) -> uri,ty
- | _ -> assert false (* the theorem is well-typed *)
- ) params
- in
- let rec check uris_and_types subst =
- match uris_and_types,subst with
- _,[] -> []
- | (uri,ty)::tytl,(uri',t)::substtl when uri = uri' ->
- ignore (type_of_aux context t (Some ty)) ;
- let tytl' =
- List.map
- (function uri,t' -> uri,(CicSubstitution.subst_vars [uri',t] t')) tytl
- in
- check tytl' substtl
- | _,_ -> assert false (* the theorem is well-typed *)
- in
- check uris_and_types exp_named_subst
-
- and sort_of_prod context (name,s) (t1, t2) =
- let module C = Cic in
- let t1' = CicReduction.whd context t1 in
- let t2' = CicReduction.whd ((Some (name,C.Decl s))::context) t2 in
- match (t1', t2') with
- (C.Sort _, C.Sort s2)
- when (s2 = C.Prop or s2 = C.Set or s2 = C.CProp) ->
- (* different from Coq manual!!! *)
- C.Sort s2
- | (C.Sort (C.Type t1), C.Sort (C.Type t2)) ->
- C.Sort (C.Type (CicUniv.fresh()))
- | (C.Sort _,C.Sort (C.Type t1)) ->
- (* TASSI: CONSRTAINTS: the same in cictypechecker,cicrefine *)
- C.Sort (C.Type t1) (* c'e' bisogno di un fresh? *)
- | (C.Meta _, C.Sort _) -> t2'
- | (C.Meta _, (C.Meta (_,_) as t))
- | (C.Sort _, (C.Meta (_,_) as t)) when CicUtil.is_closed t ->
- t2'
- | (_,_) ->
- raise
- (NotWellTyped
- ("Prod: sort1= " ^ CicPp.ppterm t1' ^ " ; sort2= " ^ CicPp.ppterm t2'))
-
- and eat_prods context hetype =
- (*CSC: siamo sicuri che le are_convertible non lavorino con termini non *)
- (*CSC: cucinati *)
- function
- [] -> hetype
- | (hete, hety)::tl ->
- (match (CicReduction.whd context hetype) with
- Cic.Prod (n,s,t) ->
- (* Checks suppressed *)
- eat_prods context (CicSubstitution.subst hete t) tl
- | _ -> raise (NotWellTyped "Appl: wrong Prod-type")
- )
-
-and type_of_branch context argsno need_dummy outtype term constype =
- let module C = Cic in
- let module R = CicReduction in
- match R.whd context constype with
- C.MutInd (_,_,_) ->
- if need_dummy then
- outtype
- else
- C.Appl [outtype ; term]
- | C.Appl (C.MutInd (_,_,_)::tl) ->
- let (_,arguments) = split tl argsno
- in
- if need_dummy && arguments = [] then
- outtype
- else
- C.Appl (outtype::arguments@(if need_dummy then [] else [term]))
- | C.Prod (name,so,de) ->
- let term' =
- match CicSubstitution.lift 1 term with
- C.Appl l -> C.Appl (l@[C.Rel 1])
- | t -> C.Appl [t ; C.Rel 1]
- in
- C.Prod (C.Anonymous,so,type_of_branch
- ((Some (name,(C.Decl so)))::context) argsno need_dummy
- (CicSubstitution.lift 1 outtype) term' de)
- | _ -> raise (Impossible 20)
-
- in
- type_of_aux context t expectedty
-;;
-
-let double_type_of metasenv context t expectedty =
- let subterms_to_types = CicHash.create 503 in
- ignore (type_of_aux' subterms_to_types metasenv context t expectedty) ;
- subterms_to_types
-;;
+++ /dev/null
-exception Impossible of int
-exception NotWellTyped of string
-exception WrongUriToConstant of string
-exception WrongUriToVariable of string
-exception WrongUriToMutualInductiveDefinitions of string
-exception ListTooShort
-exception RelToHiddenHypothesis
-
-val syntactic_equality_add_time: float ref
-val type_of_aux'_add_time: float ref
-val number_new_type_of_aux'_double_work: int ref
-val number_new_type_of_aux': int ref
-val number_new_type_of_aux'_prop: int ref
-
-type types = {synthesized : Cic.term ; expected : Cic.term option};;
-
-module CicHash :
- sig
- type 'a t
- val find : 'a t -> Cic.term -> 'a
- val empty: unit -> 'a t
- end
-;;
-
-val double_type_of :
- Cic.metasenv -> Cic.context -> Cic.term -> Cic.term option -> types CicHash.t
-
-(** Auxiliary functions **)
-
-(* does_not_occur n te *)
-(* returns [true] if [Rel n] does not occur in [te] *)
-val does_not_occur : int -> Cic.term -> bool
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception ReferenceToNonVariable;;
-
-let prerr_endline _ = ();;
-
-(*
-let rec fix_lambdas_wrt_type ty te =
- let module C = Cic in
- let module S = CicSubstitution in
-(* prerr_endline ("entering fix_lambdas: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- match ty with
- C.Prod (_,_,ty') ->
- (match CicReduction.whd [] te with
- C.Lambda (n,s,te') ->
- C.Lambda (n,s,fix_lambdas_wrt_type ty' te')
- | t ->
- let rec get_sources =
- function
- C.Prod (_,s,ty) -> s::(get_sources ty)
- | _ -> [] in
- let sources = get_sources ty in
- let no_sources = List.length sources in
- let rec mk_rels n shift =
- if n = 0 then []
- else (C.Rel (n + shift))::(mk_rels (n - 1) shift) in
- let t' = S.lift no_sources t in
- let t2 =
- match t' with
- C.Appl l ->
- C.LetIn
- (C.Name "w",t',C.Appl ((C.Rel 1)::(mk_rels no_sources 1)))
- | _ ->
- C.Appl (t'::(mk_rels no_sources 0)) in
- List.fold_right
- (fun source t -> C.Lambda (C.Name "y",source,t))
- sources t2)
- | _ -> te
-;; *)
-
-let rec fix_lambdas_wrt_type ty te =
- let module C = Cic in
- let module S = CicSubstitution in
-(* prerr_endline ("entering fix_lambdas: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- match ty,te with
- C.Prod (_,_,ty'), C.Lambda (n,s,te') ->
- C.Lambda (n,s,fix_lambdas_wrt_type ty' te')
- | C.Prod (_,s,ty'), t ->
- let rec get_sources =
- function
- C.Prod (_,s,ty) -> s::(get_sources ty)
- | _ -> [] in
- let sources = get_sources ty in
- let no_sources = List.length sources in
- let rec mk_rels n shift =
- if n = 0 then []
- else (C.Rel (n + shift))::(mk_rels (n - 1) shift) in
- let t' = S.lift no_sources t in
- let t2 =
- match t' with
- C.Appl l ->
- C.LetIn (C.Name "w",t',C.Appl ((C.Rel 1)::(mk_rels no_sources 1)))
- | _ -> C.Appl (t'::(mk_rels no_sources 0)) in
- List.fold_right
- (fun source t -> C.Lambda (C.Name "y",CicReduction.whd [] source,t)) sources t2
- | _, _ -> te
-;;
-
-(*
-let rec fix_lambdas_wrt_type ty te =
- let module C = Cic in
- let module S = CicSubstitution in
-(* prerr_endline ("entering fix_lambdas: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- match ty,te with
- C.Prod (_,_,ty'), C.Lambda (n,s,te') ->
- C.Lambda (n,s,fix_lambdas_wrt_type ty' te')
- | C.Prod (_,s,ty'), ((C.Appl (C.Const _ ::_)) as t) ->
- (* const have a fixed arity *)
- (* prerr_endline ("******** fl - eta expansion 0: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- let t' = S.lift 1 t in
- C.Lambda (C.Name "x",s,
- C.LetIn
- (C.Name "H", fix_lambdas_wrt_type ty' t',
- C.Appl [C.Rel 1;C.Rel 2]))
- | C.Prod (_,s,ty'), C.Appl l ->
- (* prerr_endline ("******** fl - eta expansion 1: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- let l' = List.map (S.lift 1) l in
- C.Lambda (C.Name "x",s,
- fix_lambdas_wrt_type ty' (C.Appl (l'@[C.Rel 1])))
- | C.Prod (_,s,ty'), _ ->
- (* prerr_endline ("******** fl - eta expansion 2: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm te); *)
- flush stderr ;
- let te' = S.lift 1 te in
- C.Lambda (C.Name "x",s,
- fix_lambdas_wrt_type ty' (C.Appl [te';C.Rel 1]))
- | _, _ -> te
-;;*)
-
-let fix_according_to_type ty hd tl =
- let module C = Cic in
- let module S = CicSubstitution in
- let rec count_prods =
- function
- C.Prod (_,_,t) -> 1 + (count_prods t)
- | _ -> 0 in
- let expected_arity = count_prods ty in
- let rec aux n ty tl res =
- if n = 0 then
- (match tl with
- [] ->
- (match res with
- [] -> assert false
- | [res] -> res
- | _ -> C.Appl res)
- | _ ->
- match res with
- [] -> assert false
- | [a] -> C.Appl (a::tl)
- | _ ->
- (* prerr_endline ("******* too many args: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm (C.Appl res)); *)
- C.LetIn
- (C.Name "H",
- C.Appl res, C.Appl (C.Rel 1::(List.map (S.lift 1) tl))))
- else
- let name,source,target =
- (match ty with
- C.Prod (C.Name _ as n,s,t) -> n,s,t
- | C.Prod (C.Anonymous, s,t) -> C.Name "z",s,t
- | _ -> (* prods number may only increase for substitution *)
- assert false) in
- match tl with
- [] ->
- (* prerr_endline ("******* too few args: type=" ^ CicPp.ppterm ty ^ "term=" ^ CicPp.ppterm (C.Appl res)); *)
- let res' = List.map (S.lift 1) res in
- C.Lambda
- (name, source, aux (n-1) target [] (res'@[C.Rel 1]))
- | hd::tl' ->
- let hd' = fix_lambdas_wrt_type source hd in
- (* (prerr_endline ("++++++prima :" ^(CicPp.ppterm hd));
- prerr_endline ("++++++dopo :" ^(CicPp.ppterm hd'))); *)
- aux (n-1) (S.subst hd' target) tl' (res@[hd']) in
- aux expected_arity ty tl [hd]
-;;
-
-let eta_fix metasenv context t =
- let rec eta_fix' context t =
- (* prerr_endline ("entering aux with: term=" ^ CicPp.ppterm t);
- flush stderr ; *)
- let module C = Cic in
- let module S = CicSubstitution in
- match t with
- C.Rel n -> C.Rel n
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' = fix_exp_named_subst context exp_named_subst in
- C.Var (uri,exp_named_subst')
- | C.Meta (n,l) ->
- let (_,canonical_context,_) = CicUtil.lookup_meta n metasenv in
- let l' =
- List.map2
- (fun ct t ->
- match (ct, t) with
- None, _ -> None
- | _, Some t -> Some (eta_fix' context t)
- | Some _, None -> assert false (* due to typing rules *))
- canonical_context l
- in
- C.Meta (n,l')
- | C.Sort s -> C.Sort s
- | C.Implicit _ as t -> t
- | C.Cast (v,t) -> C.Cast (eta_fix' context v, eta_fix' context t)
- | C.Prod (n,s,t) ->
- C.Prod
- (n, eta_fix' context s, eta_fix' ((Some (n,(C.Decl s)))::context) t)
- | C.Lambda (n,s,t) ->
- C.Lambda
- (n, eta_fix' context s, eta_fix' ((Some (n,(C.Decl s)))::context) t)
- | C.LetIn (n,s,t) ->
- C.LetIn
- (n,eta_fix' context s,eta_fix' ((Some (n,(C.Def (s,None))))::context) t)
- | C.Appl l as appl ->
- let l' = List.map (eta_fix' context) l
- in
- (match l' with
- [] -> assert false
- | he::tl ->
- let ty,_ =
- CicTypeChecker.type_of_aux' metasenv context he
- CicUniv.empty_ugraph
- in
- fix_according_to_type ty he tl
-(*
- C.Const(uri,exp_named_subst)::l'' ->
- let constant_type =
- (match CicEnvironment.get_obj uri with
- C.Constant (_,_,ty,_) -> ty
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,_,_,params) -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- ) in
- fix_according_to_type
- constant_type (C.Const(uri,exp_named_subst)) l''
- | _ -> C.Appl l' *))
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' = fix_exp_named_subst context exp_named_subst in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' = fix_exp_named_subst context exp_named_subst in
- C.MutInd (uri, tyno, exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' = fix_exp_named_subst context exp_named_subst in
- C.MutConstruct (uri, tyno, consno, exp_named_subst')
- | C.MutCase (uri, tyno, outty, term, patterns) as prima ->
- let outty' = eta_fix' context outty in
- let term' = eta_fix' context term in
- let patterns' = List.map (eta_fix' context) patterns in
- let inductive_types,noparams =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match o with
- Cic.Constant _ -> assert false
- | Cic.Variable _ -> assert false
- | Cic.CurrentProof _ -> assert false
- | Cic.InductiveDefinition (l,_,n,_) -> l,n
- ) in
- let (_,_,_,constructors) = List.nth inductive_types tyno in
- let constructor_types =
- let rec clean_up t =
- function
- [] -> t
- | a::tl ->
- (match t with
- Cic.Prod (_,_,t') -> clean_up (S.subst a t') tl
- | _ -> assert false) in
- if noparams = 0 then
- List.map (fun (_,t) -> t) constructors
- else
- let term_type,_ =
- CicTypeChecker.type_of_aux' metasenv context term
- CicUniv.empty_ugraph
- in
- (match term_type with
- C.Appl (hd::params) ->
- let rec first_n n l =
- if n = 0 then []
- else
- (match l with
- a::tl -> a::(first_n (n-1) tl)
- | _ -> assert false) in
- List.map
- (fun (_,t) ->
- clean_up t (first_n noparams params)) constructors
- | _ -> prerr_endline ("QUA"); assert false) in
- let patterns2 =
- List.map2 fix_lambdas_wrt_type
- constructor_types patterns in
- C.MutCase (uri, tyno, outty',term',patterns2)
- | C.Fix (funno, funs) ->
- let fun_types =
- List.map (fun (n,_,ty,_) -> Some (C.Name n,(Cic.Decl ty))) funs in
- C.Fix (funno,
- List.map
- (fun (name, no, ty, bo) ->
- (name, no, eta_fix' context ty, eta_fix' (fun_types@context) bo))
- funs)
- | C.CoFix (funno, funs) ->
- let fun_types =
- List.map (fun (n,ty,_) -> Some (C.Name n,(Cic.Decl ty))) funs in
- C.CoFix (funno,
- List.map
- (fun (name, ty, bo) ->
- (name, eta_fix' context ty, eta_fix' (fun_types@context) bo)) funs)
- and fix_exp_named_subst context exp_named_subst =
- List.rev
- (List.fold_left
- (fun newsubst (uri,t) ->
- let t' = eta_fix' context t in
- let ty =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- Cic.Variable (_,_,ty,_,_) ->
- CicSubstitution.subst_vars newsubst ty
- | _ -> raise ReferenceToNonVariable
- in
- let t'' = fix_according_to_type ty t' [] in
- (uri,t'')::newsubst
- ) [] exp_named_subst)
- in
- eta_fix' context t
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val eta_fix : Cic.metasenv -> Cic.context -> Cic.term -> Cic.term
-
-
+++ /dev/null
-*.cm[iaox] *.cmxa
-cicReduction.ml
-.dep.dot
-cic_proof_checking.ps
+++ /dev/null
-cicLogger.cmo: cicLogger.cmi
-cicLogger.cmx: cicLogger.cmi
-cicEnvironment.cmo: cicEnvironment.cmi
-cicEnvironment.cmx: cicEnvironment.cmi
-cicPp.cmo: cicEnvironment.cmi cicPp.cmi
-cicPp.cmx: cicEnvironment.cmx cicPp.cmi
-cicUnivUtils.cmo: cicEnvironment.cmi cicUnivUtils.cmi
-cicUnivUtils.cmx: cicEnvironment.cmx cicUnivUtils.cmi
-cicSubstitution.cmo: cicEnvironment.cmi cicSubstitution.cmi
-cicSubstitution.cmx: cicEnvironment.cmx cicSubstitution.cmi
-cicMiniReduction.cmo: cicSubstitution.cmi cicMiniReduction.cmi
-cicMiniReduction.cmx: cicSubstitution.cmx cicMiniReduction.cmi
-cicReduction.cmo: cicSubstitution.cmi cicPp.cmi cicEnvironment.cmi \
- cicReduction.cmi
-cicReduction.cmx: cicSubstitution.cmx cicPp.cmx cicEnvironment.cmx \
- cicReduction.cmi
-cicTypeChecker.cmo: cicUnivUtils.cmi cicSubstitution.cmi cicReduction.cmi \
- cicPp.cmi cicLogger.cmi cicEnvironment.cmi cicTypeChecker.cmi
-cicTypeChecker.cmx: cicUnivUtils.cmx cicSubstitution.cmx cicReduction.cmx \
- cicPp.cmx cicLogger.cmx cicEnvironment.cmx cicTypeChecker.cmi
-freshNamesGenerator.cmo: cicTypeChecker.cmi cicSubstitution.cmi \
- freshNamesGenerator.cmi
-freshNamesGenerator.cmx: cicTypeChecker.cmx cicSubstitution.cmx \
- freshNamesGenerator.cmi
-cicElim.cmo: freshNamesGenerator.cmi cicTypeChecker.cmi cicSubstitution.cmi \
- cicReduction.cmi cicPp.cmi cicEnvironment.cmi cicElim.cmi
-cicElim.cmx: freshNamesGenerator.cmx cicTypeChecker.cmx cicSubstitution.cmx \
- cicReduction.cmx cicPp.cmx cicEnvironment.cmx cicElim.cmi
-cicRecord.cmo: cicSubstitution.cmi cicEnvironment.cmi cicRecord.cmi
-cicRecord.cmx: cicSubstitution.cmx cicEnvironment.cmx cicRecord.cmi
+++ /dev/null
-
-PACKAGE = cic_proof_checking
-REQUIRES = helm-cic helm-logger helm-getter helm-xml
-PREDICATES =
-
-REDUCTION_IMPLEMENTATION = cicReductionMachine.ml
-
-INTERFACE_FILES = \
- cicLogger.mli \
- cicEnvironment.mli \
- cicPp.mli \
- cicUnivUtils.mli \
- cicSubstitution.mli \
- cicMiniReduction.mli \
- cicReduction.mli \
- cicTypeChecker.mli \
- freshNamesGenerator.mli \
- cicElim.mli \
- cicRecord.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-
-# Metadata tools only need zeta-reduction
-EXTRA_OBJECTS_TO_INSTALL = \
- cicSubstitution.cmo cicSubstitution.cmx cicSubstitution.o \
- cicMiniReduction.cmo cicMiniReduction.cmx cicMiniReduction.o
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
-
-all: all_utilities
-opt: opt_utilities
-
-all_utilities:
- $(MAKE) -C utilities/ all
-opt_utilities:
- $(MAKE) -C utilities/ opt
-
-clean: clean_utilities
-clean_utilities:
- $(MAKE) -C utilities/ clean
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-exception Elim_failure of string Lazy.t
-exception Can_t_eliminate
-
-let debug_print = fun _ -> ()
-(*let debug_print s = prerr_endline (Lazy.force s) *)
-
-let counter = ref ~-1 ;;
-
-let fresh_binder () = Cic.Name "matita_dummy"
-(*
- incr counter;
- Cic.Name ("e" ^ string_of_int !counter) *)
-
- (** verifies if a given inductive type occurs in a term in target position *)
-let rec recursive uri typeno = function
- | Cic.Prod (_, _, target) -> recursive uri typeno target
- | Cic.MutInd (uri', typeno', [])
- | Cic.Appl (Cic.MutInd (uri', typeno', []) :: _) ->
- UriManager.eq uri uri' && typeno = typeno'
- | _ -> false
-
- (** given a list of constructor types, return true if at least one of them is
- * recursive, false otherwise *)
-let recursive_type uri typeno constructors =
- let rec aux = function
- | Cic.Prod (_, src, tgt) -> recursive uri typeno src || aux tgt
- | _ -> false
- in
- List.exists (fun (_, ty) -> aux ty) constructors
-
-let unfold_appl = function
- | Cic.Appl ((Cic.Appl args) :: tl) -> Cic.Appl (args @ tl)
- | t -> t
-
-let rec split l n =
- match (l,n) with
- (l,0) -> ([], l)
- | (he::tl, n) -> let (l1,l2) = split tl (n-1) in (he::l1,l2)
- | (_,_) -> assert false
-
- (** build elimination principle part related to a single constructor
- * @param paramsno number of Prod to ignore in this constructor (i.e. number of
- * inductive parameters)
- * @param dependent true if we are in the dependent case (i.e. sort <> Prop) *)
-let rec delta (uri, typeno) dependent paramsno consno t p args =
- match t with
- | Cic.MutInd (uri', typeno', []) when
- UriManager.eq uri uri' && typeno = typeno' ->
- if dependent then
- (match args with
- | [] -> assert false
- | [arg] -> unfold_appl (Cic.Appl [p; arg])
- | _ -> unfold_appl (Cic.Appl [p; unfold_appl (Cic.Appl args)]))
- else
- p
- | Cic.Appl (Cic.MutInd (uri', typeno', []) :: tl) when
- UriManager.eq uri uri' && typeno = typeno' ->
- let (lparams, rparams) = split tl paramsno in
- if dependent then
- (match args with
- | [] -> assert false
- | [arg] -> unfold_appl (Cic.Appl (p :: rparams @ [arg]))
- | _ ->
- unfold_appl (Cic.Appl (p ::
- rparams @ [unfold_appl (Cic.Appl args)])))
- else (* non dependent *)
- (match rparams with
- | [] -> p
- | _ -> Cic.Appl (p :: rparams))
- | Cic.Prod (binder, src, tgt) ->
- if recursive uri typeno src then
- let args = List.map (CicSubstitution.lift 2) args in
- let phi =
- let src = CicSubstitution.lift 1 src in
- delta (uri, typeno) dependent paramsno consno src
- (CicSubstitution.lift 1 p) [Cic.Rel 1]
- in
- let tgt = CicSubstitution.lift 1 tgt in
- Cic.Prod (fresh_binder (), src,
- Cic.Prod (Cic.Anonymous, phi,
- delta (uri, typeno) dependent paramsno consno tgt
- (CicSubstitution.lift 2 p) (args @ [Cic.Rel 2])))
- else (* non recursive *)
- let args = List.map (CicSubstitution.lift 1) args in
- Cic.Prod (fresh_binder (), src,
- delta (uri, typeno) dependent paramsno consno tgt
- (CicSubstitution.lift 1 p) (args @ [Cic.Rel 1]))
- | _ -> assert false
-
-let rec strip_left_params consno leftno = function
- | t when leftno = 0 -> t (* no need to lift, the term is (hopefully) closed *)
- | Cic.Prod (_, _, tgt) (* when leftno > 0 *) ->
- (* after stripping the parameters we lift of consno. consno is 1 based so,
- * the first constructor will be lifted by 1 (for P), the second by 2 (1
- * for P and 1 for the 1st constructor), and so on *)
- if leftno = 1 then
- CicSubstitution.lift consno tgt
- else
- strip_left_params consno (leftno - 1) tgt
- | _ -> assert false
-
-let delta (ury, typeno) dependent paramsno consno t p args =
- let t = strip_left_params consno paramsno t in
- delta (ury, typeno) dependent paramsno consno t p args
-
-let rec add_params binder indno ty eliminator =
- if indno = 0 then
- eliminator
- else
- match ty with
- | Cic.Prod (name, src, tgt) ->
- let name =
- match name with
- Cic.Name _ -> name
- | Cic.Anonymous -> fresh_binder ()
- in
- binder name src (add_params binder (indno - 1) tgt eliminator)
- | _ -> assert false
-
-let rec mk_rels consno = function
- | 0 -> []
- | n -> Cic.Rel (n+consno) :: mk_rels consno (n-1)
-
-let rec strip_pi = function
- | Cic.Prod (_, _, tgt) -> strip_pi tgt
- | t -> t
-
-let rec count_pi = function
- | Cic.Prod (_, _, tgt) -> count_pi tgt + 1
- | t -> 0
-
-let rec type_of_p sort dependent leftno indty = function
- | Cic.Prod (n, src, tgt) when leftno = 0 ->
- let n =
- if dependent then
- match n with
- Cic.Name _ -> n
- | Cic.Anonymous -> fresh_binder ()
- else
- n
- in
- Cic.Prod (n, src, type_of_p sort dependent leftno indty tgt)
- | Cic.Prod (_, _, tgt) -> type_of_p sort dependent (leftno - 1) indty tgt
- | t ->
- if dependent then
- Cic.Prod (Cic.Anonymous, indty, Cic.Sort sort)
- else
- Cic.Sort sort
-
-let rec add_right_pi dependent strip liftno liftfrom rightno indty = function
- | Cic.Prod (_, src, tgt) when strip = 0 ->
- Cic.Prod (fresh_binder (),
- CicSubstitution.lift_from liftfrom liftno src,
- add_right_pi dependent strip liftno (liftfrom + 1) rightno indty tgt)
- | Cic.Prod (_, _, tgt) ->
- add_right_pi dependent (strip - 1) liftno liftfrom rightno indty tgt
- | t ->
- if dependent then
- Cic.Prod (fresh_binder (),
- CicSubstitution.lift_from (rightno + 1) liftno indty,
- Cic.Appl (Cic.Rel (1 + liftno + rightno) :: mk_rels 0 (rightno + 1)))
- else
- Cic.Prod (Cic.Anonymous,
- CicSubstitution.lift_from (rightno + 1) liftno indty,
- if rightno = 0 then
- Cic.Rel (1 + liftno + rightno)
- else
- Cic.Appl (Cic.Rel (1 + liftno + rightno) :: mk_rels 1 rightno))
-
-let rec add_right_lambda dependent strip liftno liftfrom rightno indty case =
-function
- | Cic.Prod (_, src, tgt) when strip = 0 ->
- Cic.Lambda (fresh_binder (),
- CicSubstitution.lift_from liftfrom liftno src,
- add_right_lambda dependent strip liftno (liftfrom + 1) rightno indty
- case tgt)
- | Cic.Prod (_, _, tgt) ->
- add_right_lambda true (strip - 1) liftno liftfrom rightno indty
- case tgt
- | t ->
- Cic.Lambda (fresh_binder (),
- CicSubstitution.lift_from (rightno + 1) liftno indty, case)
-
-let rec branch (uri, typeno) insource paramsno t fix head args =
- match t with
- | Cic.MutInd (uri', typeno', []) when
- UriManager.eq uri uri' && typeno = typeno' ->
- if insource then
- (match args with
- | [arg] -> Cic.Appl (fix :: args)
- | _ -> Cic.Appl (head :: [Cic.Appl args]))
- else
- (match args with
- | [] -> head
- | _ -> Cic.Appl (head :: args))
- | Cic.Appl (Cic.MutInd (uri', typeno', []) :: tl) when
- UriManager.eq uri uri' && typeno = typeno' ->
- if insource then
- let (lparams, rparams) = split tl paramsno in
- match args with
- | [arg] -> Cic.Appl (fix :: rparams @ args)
- | _ -> Cic.Appl (fix :: rparams @ [Cic.Appl args])
- else
- (match args with
- | [] -> head
- | _ -> Cic.Appl (head :: args))
- | Cic.Prod (binder, src, tgt) ->
- if recursive uri typeno src then
- let args = List.map (CicSubstitution.lift 1) args in
- let phi =
- let fix = CicSubstitution.lift 1 fix in
- let src = CicSubstitution.lift 1 src in
- branch (uri, typeno) true paramsno src fix head [Cic.Rel 1]
- in
- Cic.Lambda (fresh_binder (), src,
- branch (uri, typeno) insource paramsno tgt
- (CicSubstitution.lift 1 fix) (CicSubstitution.lift 1 head)
- (args @ [Cic.Rel 1; phi]))
- else (* non recursive *)
- let args = List.map (CicSubstitution.lift 1) args in
- Cic.Lambda (fresh_binder (), src,
- branch (uri, typeno) insource paramsno tgt
- (CicSubstitution.lift 1 fix) (CicSubstitution.lift 1 head)
- (args @ [Cic.Rel 1]))
- | _ -> assert false
-
-let branch (uri, typeno) insource liftno paramsno t fix head args =
- let t = strip_left_params liftno paramsno t in
- branch (uri, typeno) insource paramsno t fix head args
-
-let elim_of ~sort uri typeno =
- counter := ~-1;
- let (obj, univ) = (CicEnvironment.get_obj CicUniv.empty_ugraph uri) in
- match obj with
- | Cic.InductiveDefinition (indTypes, params, leftno, _) ->
- let (name, inductive, ty, constructors) =
- try
- List.nth indTypes typeno
- with Failure _ -> assert false
- in
- let paramsno = count_pi ty in (* number of (left or right) parameters *)
- let rightno = paramsno - leftno in
- let dependent = (strip_pi ty <> Cic.Sort Cic.Prop) in
-let head = match strip_pi ty with Cic.Sort s -> s in
- let conslen = List.length constructors in
- let consno = ref (conslen + 1) in
- if
- not
- (CicTypeChecker.check_allowed_sort_elimination uri typeno head sort)
- then
- raise Can_t_eliminate;
- let indty =
- let indty = Cic.MutInd (uri, typeno, []) in
- if paramsno = 0 then
- indty
- else
- Cic.Appl (indty :: mk_rels 0 paramsno)
- in
- let mk_constructor consno =
- let constructor = Cic.MutConstruct (uri, typeno, consno, []) in
- if leftno = 0 then
- constructor
- else
- Cic.Appl (constructor :: mk_rels consno leftno)
- in
- let p_ty = type_of_p sort dependent leftno indty ty in
- let final_ty =
- add_right_pi dependent leftno (conslen + 1) 1 rightno indty ty
- in
- let eliminator_type =
- let cic =
- Cic.Prod (Cic.Name "P", p_ty,
- (List.fold_right
- (fun (_, constructor) acc ->
- decr consno;
- let p = Cic.Rel !consno in
- Cic.Prod (Cic.Anonymous,
- (delta (uri, typeno) dependent leftno !consno
- constructor p [mk_constructor !consno]),
- acc))
- constructors final_ty))
- in
- add_params (fun b s t -> Cic.Prod (b, s, t)) leftno ty cic
- in
- let consno = ref (conslen + 1) in
- let eliminator_body =
- let fix = Cic.Rel (rightno + 2) in
- let is_recursive = recursive_type uri typeno constructors in
- let recshift = if is_recursive then 1 else 0 in
- let (_, branches) =
- List.fold_right
- (fun (_, ty) (shift, branches) ->
- let head = Cic.Rel (rightno + shift + 1 + recshift) in
- let b =
- branch (uri, typeno) false
- (rightno + conslen + 2 + recshift) leftno ty fix head []
- in
- (shift + 1, b :: branches))
- constructors (1, [])
- in
- let shiftno = conslen + rightno + 2 + recshift in
- let outtype =
- if dependent then
- Cic.Rel shiftno
- else
- let head =
- if rightno = 0 then
- CicSubstitution.lift 1 (Cic.Rel shiftno)
- else
- Cic.Appl
- ((CicSubstitution.lift (rightno + 1) (Cic.Rel shiftno)) ::
- mk_rels 1 rightno)
- in
- add_right_lambda true leftno shiftno 1 rightno indty head ty
- in
- let mutcase =
- Cic.MutCase (uri, typeno, outtype, Cic.Rel 1, branches)
- in
- let body =
- if is_recursive then
- let fixfun =
- add_right_lambda dependent leftno (conslen + 2) 1 rightno
- indty mutcase ty
- in
- (* rightno is the decreasing argument, i.e. the argument of
- * inductive type *)
- Cic.Fix (0, ["f", rightno, final_ty, fixfun])
- else
- add_right_lambda dependent leftno (conslen + 1) 1 rightno indty
- mutcase ty
- in
- let cic =
- Cic.Lambda (Cic.Name "P", p_ty,
- (List.fold_right
- (fun (_, constructor) acc ->
- decr consno;
- let p = Cic.Rel !consno in
- Cic.Lambda (fresh_binder (),
- (delta (uri, typeno) dependent leftno !consno
- constructor p [mk_constructor !consno]),
- acc))
- constructors body))
- in
- add_params (fun b s t -> Cic.Lambda (b, s, t)) leftno ty cic
- in
-(*
-debug_print (lazy (CicPp.ppterm eliminator_type));
-debug_print (lazy (CicPp.ppterm eliminator_body));
-*)
- let eliminator_type =
- FreshNamesGenerator.mk_fresh_names [] [] [] eliminator_type in
- let eliminator_body =
- FreshNamesGenerator.mk_fresh_names [] [] [] eliminator_body in
-(*
-debug_print (lazy (CicPp.ppterm eliminator_type));
-debug_print (lazy (CicPp.ppterm eliminator_body));
-*)
- let (computed_type, ugraph) =
- try
- CicTypeChecker.type_of_aux' [] [] eliminator_body CicUniv.empty_ugraph
- with CicTypeChecker.TypeCheckerFailure msg ->
- raise (Elim_failure (lazy (sprintf
- "type checker failure while type checking:\n%s\nerror:\n%s"
- (CicPp.ppterm eliminator_body) (Lazy.force msg))))
- in
- if not (fst (CicReduction.are_convertible []
- eliminator_type computed_type ugraph))
- then
- raise (Failure (sprintf
- "internal error: type mismatch on eliminator type\n%s\n%s"
- (CicPp.ppterm eliminator_type) (CicPp.ppterm computed_type)));
- let suffix =
- match sort with
- | Cic.Prop -> "_ind"
- | Cic.Set -> "_rec"
- | Cic.Type _ -> "_rect"
- | _ -> assert false
- in
- let name = UriManager.name_of_uri uri ^ suffix in
- let buri = UriManager.buri_of_uri uri in
- let uri = UriManager.uri_of_string (buri ^ "/" ^ name ^ ".con") in
- let obj_attrs = [`Class (`Elim sort); `Generated] in
- uri,
- Cic.Constant (name, Some eliminator_body, eliminator_type, [], obj_attrs)
- | _ ->
- failwith (sprintf "not an inductive definition (%s)"
- (UriManager.string_of_uri uri))
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** can't build the required elimination principle (e.g. elimination from Prop
- * to Set *)
-exception Can_t_eliminate
-
- (** internal error while generating elimination principle *)
-exception Elim_failure of string Lazy.t
-
-(** @param sort target sort
-* @param uri inductive type uri
-* @param typeno inductive type number
-* @raise Failure
-* @raise Can_t_eliminate
-* @return Cic constant corresponding to the required elimination principle
-* and its uri
-*)
-val elim_of: sort:Cic.sort -> UriManager.uri -> int -> UriManager.uri * Cic.obj
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 24/01/2000 *)
-(* *)
-(* This module implements a trival cache system (an hash-table) for cic *)
-(* objects. Uses the getter (getter.ml) and the parser (cicParser.ml) *)
-(* *)
-(*****************************************************************************)
-
-
-(* ************************************************************************** *
- CicEnvironment SETTINGS (trust and clean_tmp)
- * ************************************************************************** *)
-
-let cleanup_tmp = true;;
-let trust = ref (fun _ -> true);;
-let set_trust f = trust := f
-let trust_obj uri = !trust uri
-let debug_print = fun x -> prerr_endline (Lazy.force x)
-
-(* ************************************************************************** *
- TYPES
- * ************************************************************************** *)
-
-type type_checked_obj =
- CheckedObj of (Cic.obj * CicUniv.universe_graph) (* cooked obj *)
- | UncheckedObj of Cic.obj (* uncooked obj to proof-check *)
-;;
-
-exception AlreadyCooked of string;;
-exception CircularDependency of string Lazy.t;;
-exception CouldNotFreeze of string;;
-exception CouldNotUnfreeze of string;;
-exception Object_not_found of UriManager.uri;;
-
-
-(* ************************************************************************** *
- HERE STARTS THE CACHE MODULE
- * ************************************************************************** *)
-
-(* I think this should be the right place to implement mecanisms and
- * invasriants
- *)
-
-(* Cache that uses == instead of = for testing equality *)
-(* Invariant: an object is always in at most one of the *)
-(* following states: unchecked, frozen and cooked. *)
-module Cache :
- sig
- val find_or_add_to_unchecked :
- UriManager.uri ->
- get_object_to_add:
- (UriManager.uri ->
- Cic.obj * (CicUniv.universe_graph * CicUniv.universe list) option) ->
- Cic.obj * CicUniv.universe_graph * CicUniv.universe list
- val can_be_cooked:
- UriManager.uri -> bool
- val unchecked_to_frozen :
- UriManager.uri -> unit
- val frozen_to_cooked :
- uri:UriManager.uri -> unit
- val hack_univ:
- UriManager.uri -> CicUniv.universe_graph * CicUniv.universe list -> unit
- val find_cooked :
- key:UriManager.uri ->
- Cic.obj * CicUniv.universe_graph * CicUniv.universe list
- val add_cooked :
- key:UriManager.uri ->
- (Cic.obj * CicUniv.universe_graph * CicUniv.universe list) -> unit
- val remove: UriManager.uri -> unit
- val dump_to_channel : ?callback:(string -> unit) -> out_channel -> unit
- val restore_from_channel : ?callback:(string -> unit) -> in_channel -> unit
- val empty : unit -> unit
- val is_in_frozen: UriManager.uri -> bool
- val is_in_unchecked: UriManager.uri -> bool
- val is_in_cooked: UriManager.uri -> bool
- val list_all_cooked_uris: unit -> UriManager.uri list
- end
-=
- struct
- (*************************************************************************
- TASSI: invariant
- The cacheOfCookedObjects will contain only objects with a valid universe
- graph. valid means that not None (used if there is no universe file
- in the universe generation phase).
- **************************************************************************)
-
- (* DATA: the data structure that implements the CACHE *)
- module HashedType =
- struct
- type t = UriManager.uri
- let equal = UriManager.eq
- let hash = Hashtbl.hash
- end
- ;;
-
- module HT = Hashtbl.Make(HashedType);;
-
- let cacheOfCookedObjects = HT.create 1009;;
-
- (* DATA: The parking lists
- * the lists elements are (uri * (obj * universe_graph option))
- * ( u, ( o, None )) means that the object has no universes file, this
- * should happen only in the universe generation phase.
- * FIXME: if the universe generation is integrated in the library
- * exportation phase, the 'option' MUST be removed.
- * ( u, ( o, Some g)) means that the object has a universes file,
- * the usual case.
- *)
-
- (* frozen is used to detect circular dependency. *)
- let frozen_list = ref [];;
- (* unchecked is used to store objects just fetched, nothing more. *)
- let unchecked_list = ref [];;
-
- (* FIXED: should be ok even if not touched *)
- (* used to hash cons uris on restore to grant URI structure unicity *)
- let restore_uris =
- let module C = Cic in
- let recons uri =
- UriManager.uri_of_string (UriManager.string_of_uri uri)
- in
- let rec restore_in_term =
- function
- | (C.Rel _) as t -> t
- | C.Var (uri,exp_named_subst) ->
- let uri' = recons uri in
- let exp_named_subst' =
- List.map
- (function (uri,t) ->(recons uri,restore_in_term t))
- exp_named_subst
- in
- C.Var (uri',exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (restore_in_term t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort (C.Type u) ->
- CicUniv.assert_univ u;
- C.Sort (C.Type (CicUniv.recons_univ u))
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (restore_in_term te, restore_in_term ty)
- | C.Prod (n,s,t) -> C.Prod (n, restore_in_term s, restore_in_term t)
- | C.Lambda (n,s,t) -> C.Lambda (n, restore_in_term s, restore_in_term t)
- | C.LetIn (n,s,t) -> C.LetIn (n, restore_in_term s, restore_in_term t)
- | C.Appl l -> C.Appl (List.map restore_in_term l)
- | C.Const (uri,exp_named_subst) ->
- let uri' = recons uri in
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (recons uri,restore_in_term t)) exp_named_subst
- in
- C.Const (uri',exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let uri' = recons uri in
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (recons uri,restore_in_term t)) exp_named_subst
- in
- C.MutInd (uri',tyno,exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let uri' = recons uri in
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (recons uri,restore_in_term t)) exp_named_subst
- in
- C.MutConstruct (uri',tyno,consno,exp_named_subst')
- | C.MutCase (uri,i,outty,t,pl) ->
- C.MutCase (recons uri, i, restore_in_term outty, restore_in_term t,
- List.map restore_in_term pl)
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, i, ty, bo) ->
- (name, i, restore_in_term ty, restore_in_term bo))
- fl
- in
- C.Fix (i, liftedfl)
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, ty, bo) -> (name, restore_in_term ty, restore_in_term bo))
- fl
- in
- C.CoFix (i, liftedfl)
- in
- function
- C.Constant (name,bo,ty,params,attrs) ->
- let bo' =
- match bo with
- None -> None
- | Some bo -> Some (restore_in_term bo)
- in
- let ty' = restore_in_term ty in
- let params' = List.map recons params in
- C.Constant (name, bo', ty', params',attrs)
- | C.CurrentProof (name,conjs,bo,ty,params,attrs) ->
- let conjs' =
- List.map
- (function (i,hyps,ty) ->
- (i,
- List.map (function
- None -> None
- | Some (name,C.Decl t) ->
- Some (name,C.Decl (restore_in_term t))
- | Some (name,C.Def (bo,ty)) ->
- let ty' =
- match ty with
- None -> None
- | Some ty'' -> Some (restore_in_term ty'')
- in
- Some (name,C.Def (restore_in_term bo, ty'))) hyps,
- restore_in_term ty))
- conjs
- in
- let bo' = restore_in_term bo in
- let ty' = restore_in_term ty in
- let params' = List.map recons params in
- C.CurrentProof (name, conjs', bo', ty', params',attrs)
- | C.Variable (name,bo,ty,params,attrs) ->
- let bo' =
- match bo with
- None -> None
- | Some bo -> Some (restore_in_term bo)
- in
- let ty' = restore_in_term ty in
- let params' = List.map recons params in
- C.Variable (name, bo', ty', params',attrs)
- | C.InductiveDefinition (tl,params,paramsno,attrs) ->
- let params' = List.map recons params in
- let tl' =
- List.map (function (name, inductive, ty, constructors) ->
- name,
- inductive,
- restore_in_term ty,
- (List.map
- (function (name, ty) -> name, restore_in_term ty)
- constructors))
- tl
- in
- C.InductiveDefinition (tl', params', paramsno, attrs)
- ;;
-
- let empty () =
- HT.clear cacheOfCookedObjects;
- unchecked_list := [] ;
- frozen_list := []
- ;;
-
- (* FIX: universe stuff?? *)
- let dump_to_channel ?(callback = ignore) oc =
- HT.iter (fun uri _ -> callback (UriManager.string_of_uri uri))
- cacheOfCookedObjects;
- Marshal.to_channel oc cacheOfCookedObjects []
- ;;
-
- (* FIX: universes stuff?? *)
- let restore_from_channel ?(callback = ignore) ic =
- let restored = Marshal.from_channel ic in
- (* FIXME: should this empty clean the frozen and unchecked?
- * if not, the only-one-empty-end-not-3 patch is wrong
- *)
- empty ();
- HT.iter
- (fun k (v,u,l) ->
- callback (UriManager.string_of_uri k);
- let reconsed_entry =
- restore_uris v,CicUniv.recons_graph u,List.map CicUniv.recons_univ l
- in
- HT.add cacheOfCookedObjects
- (UriManager.uri_of_string (UriManager.string_of_uri k))
- reconsed_entry)
- restored
- ;;
-
-
- let is_in_frozen uri =
- List.mem_assoc uri !frozen_list
- ;;
-
- let is_in_unchecked uri =
- List.mem_assoc uri !unchecked_list
- ;;
-
- let is_in_cooked uri =
- HT.mem cacheOfCookedObjects uri
- ;;
-
-
- (*******************************************************************
- TASSI: invariant
- we need, in the universe generation phase, to traverse objects
- that are not yet committed, so we search them in the frozen list.
- Only uncommitted objects without a universe file (see the assertion)
- can be searched with method
- *******************************************************************)
-
- let find_or_add_to_unchecked uri ~get_object_to_add =
- try
- let o,g_and_l = List.assq uri !unchecked_list in
- match g_and_l with
- (* FIXME: we accept both cases, as at the end of this function
- * maybe the None universe outside the cache module should be
- * avoided elsewhere.
- *
- * another thing that should be removed if univ generation phase
- * and lib exportation are unified.
- *)
- | None -> o,CicUniv.empty_ugraph,[]
- | Some (g,l) -> o,g,l
- with
- Not_found ->
- if List.mem_assq uri !frozen_list then
- (* CIRCULAR DEPENDENCY DETECTED, print the error and raise *)
- begin
- print_endline "\nCircularDependency!\nfrozen list: \n";
- List.iter (
- fun (u,(_,o)) ->
- let su = UriManager.string_of_uri u in
- let univ = if o = None then "NO_UNIV" else "" in
- print_endline (su^" "^univ))
- !frozen_list;
- raise (CircularDependency (lazy (UriManager.string_of_uri uri)))
- end
- else
- if HT.mem cacheOfCookedObjects uri then
- (* DOUBLE COOK DETECTED, raise the exception *)
- raise (AlreadyCooked (UriManager.string_of_uri uri))
- else
- (* OK, it is not already frozen nor cooked *)
- let obj,ugraph_and_univlist = get_object_to_add uri in
- let ugraph_real, univlist_real =
- match ugraph_and_univlist with
- (* FIXME: not sure it is OK*)
- None -> CicUniv.empty_ugraph, []
- | Some ((g,l) as g_and_l) -> g_and_l
- in
- unchecked_list :=
- (uri,(obj,ugraph_and_univlist))::!unchecked_list ;
- obj, ugraph_real, univlist_real
- ;;
-
- let unchecked_to_frozen uri =
- try
- let obj,ugraph_and_univlist = List.assq uri !unchecked_list in
- unchecked_list := List.remove_assq uri !unchecked_list ;
- frozen_list := (uri,(obj,ugraph_and_univlist))::!frozen_list
- with
- Not_found -> raise (CouldNotFreeze (UriManager.string_of_uri uri))
- ;;
-
-
- (************************************************************
- TASSI: invariant
- only object with a valid universe graph can be committed
-
- this should disappear if the universe generation phase and the
- library exportation are unified.
- *************************************************************)
- let frozen_to_cooked ~uri =
- try
- let obj,ugraph_and_univlist = List.assq uri !frozen_list in
- match ugraph_and_univlist with
- | None -> assert false (* only NON dummy universes can be committed *)
- | Some (g,l) ->
- CicUniv.assert_univs_have_uri g l;
- frozen_list := List.remove_assq uri !frozen_list ;
- HT.add cacheOfCookedObjects uri (obj,g,l)
- with
- Not_found -> raise (CouldNotUnfreeze (UriManager.string_of_uri uri))
- ;;
-
- let can_be_cooked uri =
- try
- let obj,ugraph_and_univlist = List.assq uri !frozen_list in
- (* FIXME: another thing to remove if univ generation phase and lib
- * exportation are unified.
- *)
- match ugraph_and_univlist with
- None -> false
- | Some _ -> true
- with
- Not_found -> false
- ;;
-
- (* this function injects a real universe graph in a (uri, (obj, None))
- * element of the frozen list.
- *
- * FIXME: another thing to remove if univ generation phase and lib
- * exportation are unified.
- *)
- let hack_univ uri (real_ugraph, real_univlist) =
- try
- let o,ugraph_and_univlist = List.assq uri !frozen_list in
- match ugraph_and_univlist with
- None ->
- frozen_list := List.remove_assoc uri !frozen_list;
- frozen_list :=
- (uri,(o,Some (real_ugraph, real_univlist)))::!frozen_list;
- | Some g ->
- debug_print (lazy (
- "You are probably hacking an object already hacked or an"^
- " object that has the universe file but is not"^
- " yet committed."));
- assert false
- with
- Not_found ->
- debug_print (lazy (
- "You are hacking an object that is not in the"^
- " frozen_list, this means you are probably generating an"^
- " universe file for an object that already"^
- " as an universe file"));
- assert false
- ;;
-
- let find_cooked ~key:uri = HT.find cacheOfCookedObjects uri ;;
-
- let add_cooked ~key:uri (obj,ugraph,univlist) =
- HT.add cacheOfCookedObjects uri (obj,ugraph,univlist)
- ;;
-
- (* invariant
- *
- * an object can be romeved from the cache only if we are not typechecking
- * something. this means check and frozen must be empty.
- *)
- let remove uri =
- if !frozen_list <> [] then
- failwith "CicEnvironment.remove while type checking"
- else
- begin
- HT.remove cacheOfCookedObjects uri;
- unchecked_list :=
- List.filter (fun (uri',_) -> not (UriManager.eq uri uri')) !unchecked_list
- end
- ;;
-
- let list_all_cooked_uris () =
- HT.fold (fun u _ l -> u::l) cacheOfCookedObjects []
- ;;
-
- end
-;;
-
-(* ************************************************************************
- HERE ENDS THE CACHE MODULE
- * ************************************************************************ *)
-
-(* exported cache functions *)
-let dump_to_channel = Cache.dump_to_channel;;
-let restore_from_channel = Cache.restore_from_channel;;
-let empty = Cache.empty;;
-
-let total_parsing_time = ref 0.0
-
-let get_object_to_add uri =
- try
- let filename = Http_getter.getxml' uri in
- let bodyfilename =
- match UriManager.bodyuri_of_uri uri with
- None -> None
- | Some bodyuri ->
- if Http_getter.exists' bodyuri then
- Some (Http_getter.getxml' bodyuri)
- else
- None
- in
- let obj =
- try
- let time = Unix.gettimeofday() in
- let rc = CicParser.obj_of_xml uri filename bodyfilename in
- total_parsing_time :=
- !total_parsing_time +. ((Unix.gettimeofday()) -. time );
- rc
- with exn ->
- (match exn with
- | CicParser.Getter_failure ("key_not_found", uri) ->
- raise (Object_not_found (UriManager.uri_of_string uri))
- | _ -> raise exn)
- in
- let ugraph_and_univlist,filename_univ =
- try
- let filename_univ =
- let univ_uri = UriManager.univgraphuri_of_uri uri in
- Http_getter.getxml' univ_uri
- in
- Some (CicUniv.ugraph_and_univlist_of_xml filename_univ),
- Some filename_univ
- with
- | Http_getter_types.Key_not_found _
- | Http_getter_types.Unresolvable_URI _ ->
- debug_print (lazy (
- "WE HAVE NO UNIVERSE FILE FOR " ^ (UriManager.string_of_uri uri)));
- (* WE SHOULD FAIL (or return None, None *)
- Some (CicUniv.empty_ugraph, []), None
- in
- obj, ugraph_and_univlist
- with Http_getter_types.Key_not_found _ -> raise (Object_not_found uri)
-;;
-
-(* this is the function to fetch the object in the unchecked list and
- * nothing more (except returning it)
- *)
-let find_or_add_to_unchecked uri =
- Cache.find_or_add_to_unchecked uri ~get_object_to_add
-
-(* set_type_checking_info uri *)
-(* must be called once the type-checking of uri is finished *)
-(* The object whose uri is uri is unfreezed *)
-(* *)
-(* the replacement ugraph must be the one returned by the *)
-(* typechecker, restricted with the CicUnivUtils.clean_and_fill *)
-let set_type_checking_info ?(replace_ugraph_and_univlist=None) uri =
-(*
- if not (Cache.can_be_cooked uri) && replace_ugraph <> None then begin
- debug_print (lazy (
- "?replace_ugraph must be None if you are not committing an "^
- "object that has a universe graph associated "^
- "(can happen only in the fase of universes graphs generation)."));
- assert false
- else
-*)
- match Cache.can_be_cooked uri, replace_ugraph_and_univlist with
- | true, Some _
- | false, None ->
- debug_print (lazy (
- "?replace_ugraph must be (Some ugraph) when committing an object that "^
- "has no associated universe graph. If this is in make_univ phase you "^
- "should drop this exception and let univ_make commit thi object with "^
- "proper arguments"));
- assert false
- | _ ->
- (match replace_ugraph_and_univlist with
- | None -> ()
- | Some g_and_l -> Cache.hack_univ uri g_and_l);
- Cache.frozen_to_cooked uri
-;;
-
-(* fetch, unfreeze and commit an uri to the cacheOfCookedObjects and
- * return the object,ugraph
- *)
-let add_trusted_uri_to_cache uri =
- let o,u,_ = find_or_add_to_unchecked uri in
- Cache.unchecked_to_frozen uri;
- set_type_checking_info uri;
- try
- Cache.find_cooked uri
- with Not_found -> assert false
-;;
-
-(* get the uri, if we trust it will be added to the cacheOfCookedObjects *)
-let get_cooked_obj_with_univlist ?(trust=true) base_univ uri =
- try
- (* the object should be in the cacheOfCookedObjects *)
- let o,u,l = Cache.find_cooked uri in
- o,(CicUniv.merge_ugraphs base_univ u),l
- with Not_found ->
- (* this should be an error case, but if we trust the uri... *)
- if trust && trust_obj uri then
- (* trusting means that we will fetch cook it on the fly *)
- let o,u,l = add_trusted_uri_to_cache uri in
- o,(CicUniv.merge_ugraphs base_univ u),l
- else
- (* we don't trust the uri, so we fail *)
- begin
- debug_print (lazy ("CACHE MISS: " ^ (UriManager.string_of_uri uri)));
- raise Not_found
- end
-
-let get_cooked_obj ?trust base_univ uri =
- let o,g,_ = get_cooked_obj_with_univlist ?trust base_univ uri in
- o,g
-
-(* This has not the old semantic :( but is what the name suggests
- *
- * let is_type_checked ?(trust=true) uri =
- * try
- * let _ = Cache.find_cooked uri in
- * true
- * with
- * Not_found ->
- * trust && trust_obj uri
- * ;;
- *
- * as the get_cooked_obj but returns a type_checked_obj
- *
- *)
-let is_type_checked ?(trust=true) base_univ uri =
- try
- let o,u,_ = Cache.find_cooked uri in
- CheckedObj (o,(CicUniv.merge_ugraphs base_univ u))
- with Not_found ->
- (* this should return UncheckedObj *)
- if trust && trust_obj uri then
- (* trusting means that we will fetch cook it on the fly *)
- let o,u,_ = add_trusted_uri_to_cache uri in
- CheckedObj ( o, CicUniv.merge_ugraphs u base_univ )
- else
- let o,u,_ = find_or_add_to_unchecked uri in
- Cache.unchecked_to_frozen uri;
- UncheckedObj o
-;;
-
-(* as the get cooked, but if not present the object is only fetched,
- * not unfreezed and committed
- *)
-let get_obj base_univ uri =
- try
- (* the object should be in the cacheOfCookedObjects *)
- let o,u,_ = Cache.find_cooked uri in
- o,(CicUniv.merge_ugraphs base_univ u)
- with Not_found ->
- (* this should be an error case, but if we trust the uri... *)
- let o,u,_ = find_or_add_to_unchecked uri in
- o,(CicUniv.merge_ugraphs base_univ u)
-;;
-
-let in_cache uri =
- Cache.is_in_cooked uri || Cache.is_in_frozen uri || Cache.is_in_unchecked uri
-
-let add_type_checked_obj uri (obj,ugraph,univlist) =
- Cache.add_cooked ~key:uri (obj,ugraph,univlist)
-
-let in_library uri = in_cache uri || Http_getter.exists' uri
-
-let remove_obj = Cache.remove
-
-let list_uri () =
- Cache.list_all_cooked_uris ()
-;;
-
-let list_obj () =
- try
- List.map (fun u ->
- let o,ug = get_obj CicUniv.empty_ugraph u in
- (u,o,ug))
- (list_uri ())
- with
- Not_found ->
- debug_print (lazy "Who has removed the uri in the meanwhile?");
- raise Not_found
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 24/01/2000 *)
-(* *)
-(* This module implements a trival cache system (an hash-table) for cic *)
-(* ^^^^^^ *)
-(* objects. Uses the getter (getter.ml) and the parser (cicParser.ml) *)
-(* *)
-(****************************************************************************)
-
-exception CircularDependency of string Lazy.t;;
-exception Object_not_found of UriManager.uri;;
-
-(* as the get cooked, but if not present the object is only fetched,
- * not unfreezed and committed
- *)
-val get_obj :
- CicUniv.universe_graph -> UriManager.uri ->
- Cic.obj * CicUniv.universe_graph
-
-type type_checked_obj =
- CheckedObj of (Cic.obj * CicUniv.universe_graph) (* cooked obj *)
- | UncheckedObj of Cic.obj (* uncooked obj *)
-
-(*
- * I think this should be the real semantic:
- *
- * val is_type_checked:
- * ?trust:bool -> UriManager.uri -> bool
- *
- * but the old semantic is similar to get_cooked_obj, but
- * returns an unchecked object intead of a Not_found
- *)
-val is_type_checked :
- ?trust:bool -> CicUniv.universe_graph -> UriManager.uri ->
- type_checked_obj
-
-(* set_type_checking_info uri *)
-(* must be called once the type-checking of uri is finished *)
-(* The object whose uri is uri is unfreezed and won't be type-checked *)
-(* again in the future (is_type_checked will return true) *)
-(* *)
-(* Since the universes are not exported directly, but generated *)
-(* typecheking the library, we can't find them in the library as we *)
-(* do for the types. This means that when we commit uris during *)
-(* univ generation we can't associate the uri with the universe graph *)
-(* we find in the library, we have to calculate it and then inject it *)
-(* in the cacke. This is an orrible backdoor used by univ_maker. *)
-(* see the .ml file for some reassuring invariants *)
-(* WARNING: THIS FUNCTION MUST BE CALLED ONLY BY CicTypeChecker *)
-val set_type_checking_info :
- ?replace_ugraph_and_univlist:
- ((CicUniv.universe_graph * CicUniv.universe list) option) ->
- UriManager.uri -> unit
-
-(* this function is called by CicTypeChecker.typecheck_obj to add to the *)
-(* environment a new well typed object that is not yet in the library *)
-(* WARNING: THIS FUNCTION MUST BE CALLED ONLY BY CicTypeChecker *)
-val add_type_checked_obj :
- UriManager.uri ->
- (Cic.obj * CicUniv.universe_graph * CicUniv.universe list) -> unit
-
- (** remove a type checked object
- * @raise Object_not_found when given term is not in the environment
- * @raise Failure when remove_term is invoked while type checking *)
-val remove_obj: UriManager.uri -> unit
-
-(* get_cooked_obj ~trust uri *)
-(* returns the object if it is already type-checked or if it can be *)
-(* trusted (if [trust] = true and the trusting function accepts it) *)
-(* Otherwise it raises Not_found *)
-val get_cooked_obj :
- ?trust:bool -> CicUniv.universe_graph -> UriManager.uri ->
- Cic.obj * CicUniv.universe_graph
-
-(* get_cooked_obj_with_univlist ~trust uri *)
-(* returns the object if it is already type-checked or if it can be *)
-(* trusted (if [trust] = true and the trusting function accepts it) *)
-(* Otherwise it raises Not_found *)
-val get_cooked_obj_with_univlist :
- ?trust:bool -> CicUniv.universe_graph -> UriManager.uri ->
- Cic.obj * CicUniv.universe_graph * CicUniv.universe list
-
-(* FUNCTIONS USED ONLY IN THE TOPLEVEL/PROOF-ENGINE *)
-
-(* (de)serialization *)
-val dump_to_channel : ?callback:(string -> unit) -> out_channel -> unit
-val restore_from_channel : ?callback:(string -> unit) -> in_channel -> unit
-val empty : unit -> unit
-
-(** Set trust function. Per default this function is set to (fun _ -> true) *)
-val set_trust: (UriManager.uri -> bool) -> unit
-
- (** @return true for objects currently cooked/frozend/unchecked, false
- * otherwise (i.e. objects already parsed from XML) *)
-val in_cache : UriManager.uri -> bool
-
-(* to debug the matitac batch compiler *)
-val list_obj: unit -> (UriManager.uri * Cic.obj * CicUniv.universe_graph) list
-val list_uri: unit -> UriManager.uri list
-
- (** @return true for objects available in the library *)
-val in_library: UriManager.uri -> bool
-
- (** total parsing time, only to benchmark the parser *)
-val total_parsing_time: float ref
-
-(* EOF *)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type msg =
- [ `Start_type_checking of UriManager.uri
- | `Type_checking_completed of UriManager.uri
- | `Trusting of UriManager.uri
- ]
-
-let log ?(level = 1) =
- let module U = UriManager in
- function
- | `Start_type_checking uri ->
- HelmLogger.log (`Msg (`DIV (level, None, `T
- ("Type-Checking of " ^ (U.string_of_uri uri) ^ " started"))))
- | `Type_checking_completed uri ->
- HelmLogger.log (`Msg (`DIV (level, Some "green", `T
- ("Type-Checking of " ^ (U.string_of_uri uri) ^ " completed"))))
- | `Trusting uri ->
- HelmLogger.log (`Msg (`DIV (level, Some "blue", `T
- ((U.string_of_uri uri) ^ " is trusted."))))
-
-class logger =
- object
- val mutable level = 0 (* indentation level *)
- method log (msg: msg) =
- match msg with
- | `Start_type_checking _ ->
- level <- level + 1;
- log ~level msg
- | `Type_checking_completed _ ->
- log ~level msg;
- level <- level - 1;
- | _ -> log ~level msg
- end
-
-let log msg = log ~level:1 msg
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type msg =
- [ `Start_type_checking of UriManager.uri
- | `Type_checking_completed of UriManager.uri
- | `Trusting of UriManager.uri
- ]
-
- (** Stateless logging. Each message is logged with indentation level 1 *)
-val log: msg -> unit
-
- (** Stateful logging. Each `Start_type_checing message increase the
- * indentation level by 1, each `Type_checking_completed message decrease it by
- * the same amount. *)
-class logger:
- object
- method log: msg -> unit
- end
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let rec letin_nf =
- let module C = Cic in
- function
- C.Rel _ as t -> t
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,letin_nf t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta _ as t -> t
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (letin_nf te, letin_nf ty)
- | C.Prod (n,s,t) -> C.Prod (n, letin_nf s, letin_nf t)
- | C.Lambda (n,s,t) -> C.Lambda (n, letin_nf s, letin_nf t)
- | C.LetIn (n,s,t) -> CicSubstitution.subst (letin_nf s) t
- | C.Appl l -> C.Appl (List.map letin_nf l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,letin_nf t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,letin_nf t)) exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,letin_nf t)) exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,letin_nf outt, letin_nf t, List.map letin_nf pl)
- | C.Fix (i,fl) ->
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, letin_nf ty, letin_nf bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, letin_nf ty, letin_nf bo))
- fl
- in
- C.CoFix (i, substitutedfl)
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val letin_nf : Cic.term -> Cic.term
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* This module implements a very simple Coq-like pretty printer that, given *)
-(* an object of cic (internal representation) returns a string describing *)
-(* the object in a syntax similar to that of coq *)
-(* *)
-(* It also contains the utility functions to check a name w.r.t the Matita *)
-(* naming policy *)
-(* *)
-(*****************************************************************************)
-
-exception CicPpInternalError;;
-exception NotEnoughElements;;
-
-(* Utility functions *)
-
-let ppname =
- function
- Cic.Name s -> s
- | Cic.Anonymous -> "_"
-;;
-
-(* get_nth l n returns the nth element of the list l if it exists or *)
-(* raises NotEnoughElements if l has less than n elements *)
-let rec get_nth l n =
- match (n,l) with
- (1, he::_) -> he
- | (n, he::tail) when n > 1 -> get_nth tail (n-1)
- | (_,_) -> raise NotEnoughElements
-;;
-
-(* pp t l *)
-(* pretty-prints a term t of cic in an environment l where l is a list of *)
-(* identifier names used to resolve DeBrujin indexes. The head of l is the *)
-(* name associated to the greatest DeBrujin index in t *)
-let rec pp t l =
- let module C = Cic in
- match t with
- C.Rel n ->
- begin
- try
- (match get_nth l n with
- Some (C.Name s) -> s
- | Some C.Anonymous -> "__" ^ string_of_int n
- | None -> "_hidden_" ^ string_of_int n
- )
- with
- NotEnoughElements -> string_of_int (List.length l - n)
- end
- | C.Var (uri,exp_named_subst) ->
- UriManager.string_of_uri (*UriManager.name_of_uri*) uri ^ pp_exp_named_subst exp_named_subst l
- | C.Meta (n,l1) ->
- "?" ^ (string_of_int n) ^ "[" ^
- String.concat " ; "
- (List.rev_map (function None -> "_" | Some t -> pp t l) l1) ^
- "]"
- | C.Sort s ->
- (match s with
- C.Prop -> "Prop"
- | C.Set -> "Set"
- | C.Type _ -> "Type"
- (*| C.Type u -> ("Type" ^ CicUniv.string_of_universe u)*)
- | C.CProp -> "CProp"
- )
- | C.Implicit (Some `Hole) -> "%"
- | C.Implicit _ -> "?"
- | C.Prod (b,s,t) ->
- (match b with
- C.Name n -> "(" ^ n ^ ":" ^ pp s l ^ ")" ^ pp t ((Some b)::l)
- | C.Anonymous -> "(" ^ pp s l ^ "->" ^ pp t ((Some b)::l) ^ ")"
- )
- | C.Cast (v,t) -> "(" ^ pp v l ^ ":" ^ pp t l ^ ")"
- | C.Lambda (b,s,t) ->
- "[" ^ ppname b ^ ":" ^ pp s l ^ "]" ^ pp t ((Some b)::l)
- | C.LetIn (b,s,t) ->
- "[" ^ ppname b ^ ":=" ^ pp s l ^ "]" ^ pp t ((Some b)::l)
- | C.Appl li ->
- "(" ^
- (List.fold_right
- (fun x i -> pp x l ^ (match i with "" -> "" | _ -> " ") ^ i)
- li ""
- ) ^ ")"
- | C.Const (uri,exp_named_subst) ->
- UriManager.name_of_uri uri ^ pp_exp_named_subst exp_named_subst l
- | C.MutInd (uri,n,exp_named_subst) ->
- (try
- match fst(CicEnvironment.get_obj CicUniv.empty_ugraph uri) with
- C.InductiveDefinition (dl,_,_,_) ->
- let (name,_,_,_) = get_nth dl (n+1) in
- name ^ pp_exp_named_subst exp_named_subst l
- | _ -> raise CicPpInternalError
- with
- _ -> UriManager.string_of_uri uri ^ "#1/" ^ string_of_int (n + 1)
- )
- | C.MutConstruct (uri,n1,n2,exp_named_subst) ->
- (try
- match fst(CicEnvironment.get_obj CicUniv.empty_ugraph uri) with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cons) = get_nth dl (n1+1) in
- let (id,_) = get_nth cons n2 in
- id ^ pp_exp_named_subst exp_named_subst l
- | _ -> raise CicPpInternalError
- with
- _ ->
- UriManager.string_of_uri uri ^ "#1/" ^ string_of_int (n1 + 1) ^ "/" ^
- string_of_int n2
- )
- | C.MutCase (uri,n1,ty,te,patterns) ->
- let connames =
- (match fst(CicEnvironment.get_obj CicUniv.empty_ugraph uri) with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cons) = get_nth dl (n1+1) in
- List.map (fun (id,_) -> id) cons
- | _ -> raise CicPpInternalError
- )
- in
- let connames_and_patterns =
- let rec combine =
- function
- [],[] -> []
- | [],l -> List.map (fun x -> "???",Some x) l
- | l,[] -> List.map (fun x -> x,None) l
- | x::tlx,y::tly -> (x,Some y)::(combine (tlx,tly))
- in
- combine (connames,patterns)
- in
- "\n<" ^ pp ty l ^ ">Cases " ^ pp te l ^ " of " ^
- List.fold_right
- (fun (x,y) i -> "\n " ^ x ^ " => " ^
- (match y with None -> "" | Some y -> pp y l) ^ i)
- connames_and_patterns "" ^
- "\nend"
- | C.Fix (no, funs) ->
- let snames = List.map (fun (name,_,_,_) -> name) funs in
- let names =
- List.rev (List.map (function name -> Some (C.Name name)) snames)
- in
- "\nFix " ^ get_nth snames (no + 1) ^ " {" ^
- List.fold_right
- (fun (name,ind,ty,bo) i -> "\n" ^ name ^ " / " ^ string_of_int ind ^
- " : " ^ pp ty l ^ " := \n" ^
- pp bo (names@l) ^ i)
- funs "" ^
- "}\n"
- | C.CoFix (no,funs) ->
- let snames = List.map (fun (name,_,_) -> name) funs in
- let names =
- List.rev (List.map (function name -> Some (C.Name name)) snames)
- in
- "\nCoFix " ^ get_nth snames (no + 1) ^ " {" ^
- List.fold_right
- (fun (name,ty,bo) i -> "\n" ^ name ^
- " : " ^ pp ty l ^ " := \n" ^
- pp bo (names@l) ^ i)
- funs "" ^
- "}\n"
-and pp_exp_named_subst exp_named_subst l =
- if exp_named_subst = [] then "" else
- "{" ^
- String.concat " ; " (
- List.map
- (function (uri,t) -> UriManager.name_of_uri uri ^ ":=" ^ pp t l)
- exp_named_subst
- ) ^ "}"
-;;
-
-let ppterm t =
- pp t []
-;;
-
-(* ppinductiveType (typename, inductive, arity, cons) *)
-(* pretty-prints a single inductive definition *)
-(* (typename, inductive, arity, cons) *)
-let ppinductiveType (typename, inductive, arity, cons) =
- (if inductive then "\nInductive " else "\nCoInductive ") ^ typename ^ ": " ^
- pp arity [] ^ " =\n " ^
- List.fold_right
- (fun (id,ty) i -> id ^ " : " ^ pp ty [] ^
- (if i = "" then "\n" else "\n | ") ^ i)
- cons ""
-;;
-
-let ppcontext ?(sep = "\n") context =
- let separate s = if s = "" then "" else s ^ sep in
- fst (List.fold_right
- (fun context_entry (i,name_context) ->
- match context_entry with
- Some (n,Cic.Decl t) ->
- Printf.sprintf "%s%s : %s" (separate i) (ppname n)
- (pp t name_context), (Some n)::name_context
- | Some (n,Cic.Def (bo,ty)) ->
- Printf.sprintf "%s%s : %s := %s" (separate i) (ppname n)
- (match ty with
- None -> "_"
- | Some ty -> pp ty name_context)
- (pp bo name_context), (Some n)::name_context
- | None ->
- Printf.sprintf "%s_ :? _" (separate i), None::name_context
- ) context ("",[]))
-
-(* ppobj obj returns a string with describing the cic object obj in a syntax *)
-(* similar to the one used by Coq *)
-let ppobj obj =
- let module C = Cic in
- let module U = UriManager in
- match obj with
- C.Constant (name, Some t1, t2, params, _) ->
- "Definition of " ^ name ^
- "(" ^ String.concat ";" (List.map UriManager.string_of_uri params) ^
- ")" ^ ":\n" ^ pp t1 [] ^ " : " ^ pp t2 []
- | C.Constant (name, None, ty, params, _) ->
- "Axiom " ^ name ^
- "(" ^ String.concat ";" (List.map UriManager.string_of_uri params) ^
- "):\n" ^ pp ty []
- | C.Variable (name, bo, ty, params, _) ->
- "Variable " ^ name ^
- "(" ^ String.concat ";" (List.map UriManager.string_of_uri params) ^
- ")" ^ ":\n" ^
- pp ty [] ^ "\n" ^
- (match bo with None -> "" | Some bo -> ":= " ^ pp bo [])
- | C.CurrentProof (name, conjectures, value, ty, params, _) ->
- "Current Proof of " ^ name ^
- "(" ^ String.concat ";" (List.map UriManager.string_of_uri params) ^
- ")" ^ ":\n" ^
- let separate s = if s = "" then "" else s ^ " ; " in
- List.fold_right
- (fun (n, context, t) i ->
- let conjectures',name_context =
- List.fold_right
- (fun context_entry (i,name_context) ->
- (match context_entry with
- Some (n,C.Decl at) ->
- (separate i) ^
- ppname n ^ ":" ^ pp at name_context ^ " ",
- (Some n)::name_context
- | Some (n,C.Def (at,None)) ->
- (separate i) ^
- ppname n ^ ":= " ^ pp at name_context ^ " ",
- (Some n)::name_context
- | None ->
- (separate i) ^ "_ :? _ ", None::name_context
- | _ -> assert false)
- ) context ("",[])
- in
- conjectures' ^ " |- " ^ "?" ^ (string_of_int n) ^ ": " ^
- pp t name_context ^ "\n" ^ i
- ) conjectures "" ^
- "\n" ^ pp value [] ^ " : " ^ pp ty []
- | C.InductiveDefinition (l, params, nparams, _) ->
- "Parameters = " ^
- String.concat ";" (List.map UriManager.string_of_uri params) ^ "\n" ^
- "NParams = " ^ string_of_int nparams ^ "\n" ^
- List.fold_right (fun x i -> ppinductiveType x ^ i) l ""
-;;
-
-let ppsort = function
- | Cic.Prop -> "Prop"
- | Cic.Set -> "Set"
- | Cic.Type _ -> "Type"
- | Cic.CProp -> "CProp"
-
-
-(* MATITA NAMING CONVENTION *)
-
-let is_prefix prefix string =
- let len = String.length prefix in
- let len1 = String.length string in
- if len <= len1 then
- begin
- let head = String.sub string 0 len in
- if
- (String.compare (String.lowercase head) (String.lowercase prefix)=0) then
- begin
- let diff = len1-len in
- let tail = String.sub string len diff in
- if ((diff > 0) && (String.rcontains_from tail 0 '_')) then
- Some (String.sub tail 1 (diff-1))
- else Some tail
- end
- else None
- end
- else None
-
-let remove_prefix prefix (last,string) =
- if prefix="append" then
- begin
- prerr_endline last;
- prerr_endline string;
- end;
- if string = "" then (last,string)
- else
- match is_prefix prefix string with
- None ->
- if last <> "" then
- match is_prefix last prefix with
- None -> (last,string)
- | Some _ ->
- (match is_prefix prefix (last^string) with
- None -> (last,string)
- | Some tail -> (prefix,tail))
- else (last,string)
- | Some tail -> (prefix, tail)
-
-let legal_suffix string =
- if string = "" then true else
- begin
- let legal_s = Str.regexp "_?\\([0-9]+\\|r\\|l\\|'\\|\"\\)" in
- (Str.string_match legal_s string 0) && (Str.matched_string string = string)
- end
-
-(** check if a prefix of string_name is legal for term and returns the tail.
- chec_rec cannot fail: at worst it return string_name.
- The algorithm is greedy, but last contains the last name matched, providing
- a one slot buffer.
- string_name is here a pair (last,string_name).*)
-
-let rec check_rec ctx string_name =
- function
- | Cic.Rel m ->
- (match List.nth ctx (m-1) with
- Cic.Name name ->
- remove_prefix name string_name
- | Cic.Anonymous -> string_name)
- | Cic.Meta _ -> string_name
- | Cic.Sort sort -> remove_prefix (ppsort sort) string_name
- | Cic.Implicit _ -> string_name
- | Cic.Cast (te,ty) -> check_rec ctx string_name te
- | Cic.Prod (name,so,dest) ->
- let l_string_name = check_rec ctx string_name so in
- check_rec (name::ctx) string_name dest
- | Cic.Lambda (name,so,dest) ->
- let string_name =
- match name with
- Cic.Anonymous -> string_name
- | Cic.Name name -> remove_prefix name string_name in
- let l_string_name = check_rec ctx string_name so in
- check_rec (name::ctx) l_string_name dest
- | Cic.LetIn (name,so,dest) ->
- let string_name = check_rec ctx string_name so in
- check_rec (name::ctx) string_name dest
- | Cic.Appl l ->
- List.fold_left (check_rec ctx) string_name l
- | Cic.Var (uri,exp_named_subst) ->
- let name = UriManager.name_of_uri uri in
- remove_prefix name string_name
- | Cic.Const (uri,exp_named_subst) ->
- let name = UriManager.name_of_uri uri in
- remove_prefix name string_name
- | Cic.MutInd (uri,_,exp_named_subst) ->
- let name = UriManager.name_of_uri uri in
- remove_prefix name string_name
- | Cic.MutConstruct (uri,n,m,exp_named_subst) ->
- let name =
- (match fst(CicEnvironment.get_obj CicUniv.empty_ugraph uri) with
- Cic.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cons) = get_nth dl (n+1) in
- let (id,_) = get_nth cons m in
- id
- | _ -> assert false) in
- remove_prefix name string_name
- | Cic.MutCase (_,_,_,te,pl) ->
- let strig_name = remove_prefix "match" string_name in
- let string_name = check_rec ctx string_name te in
- List.fold_right (fun t s -> check_rec ctx s t) pl string_name
- | Cic.Fix (_,fl) ->
- let strig_name = remove_prefix "fix" string_name in
- let names = List.map (fun (name,_,_,_) -> name) fl in
- let onames =
- List.rev (List.map (function name -> Cic.Name name) names)
- in
- List.fold_right
- (fun (_,_,_,bo) s -> check_rec (onames@ctx) s bo) fl string_name
- | Cic.CoFix (_,fl) ->
- let strig_name = remove_prefix "cofix" string_name in
- let names = List.map (fun (name,_,_) -> name) fl in
- let onames =
- List.rev (List.map (function name -> Cic.Name name) names)
- in
- List.fold_right
- (fun (_,_,bo) s -> check_rec (onames@ctx) s bo) fl string_name
-
-let check_name ?(allow_suffix=false) ctx name term =
- let (_,tail) = check_rec ctx ("",name) term in
- if (not allow_suffix) then (String.length tail = 0)
- else legal_suffix tail
-
-let check_elim ctx conclusion_name =
- let elim = Str.regexp "_elim\\|_case" in
- if (Str.string_match elim conclusion_name 0) then
- let len = String.length conclusion_name in
- let tail = String.sub conclusion_name 5 (len-5) in
- legal_suffix tail
- else false
-
-let rec check_names ctx hyp_names conclusion_name t =
- match t with
- | Cic.Prod (name,s,t) ->
- (match hyp_names with
- [] -> check_names (name::ctx) hyp_names conclusion_name t
- | hd::tl ->
- if check_name ctx hd s then
- check_names (name::ctx) tl conclusion_name t
- else
- check_names (name::ctx) hyp_names conclusion_name t)
- | Cic.Appl ((Cic.Rel n)::args) ->
- (match hyp_names with
- | [] ->
- (check_name ~allow_suffix:true ctx conclusion_name t) ||
- (check_elim ctx conclusion_name)
- | [what_to_elim] ->
- (* what to elim could be an argument
- of the predicate: e.g. leb_elim *)
- let (last,tail) =
- List.fold_left (check_rec ctx) ("",what_to_elim) args in
- (tail = "" && check_elim ctx conclusion_name)
- | _ -> false)
- | Cic.MutCase (_,_,Cic.Lambda(name,so,ty),te,_) ->
- (match hyp_names with
- | [] ->
- (match is_prefix "match" conclusion_name with
- None -> check_name ~allow_suffix:true ctx conclusion_name t
- | Some tail -> check_name ~allow_suffix:true ctx tail t)
- | [what_to_match] ->
- (* what to match could be the term te or its type so; in this case the
- conclusion name should match ty *)
- check_name ~allow_suffix:true (name::ctx) conclusion_name ty &&
- (check_name ctx what_to_match te || check_name ctx what_to_match so)
- | _ -> false)
- | _ ->
- hyp_names=[] && check_name ~allow_suffix:true ctx conclusion_name t
-
-let check name term =
-(* prerr_endline name;
- prerr_endline (ppterm term); *)
- let names = Str.split (Str.regexp_string "_to_") name in
- let hyp_names,conclusion_name =
- match List.rev names with
- [] -> assert false
- | hd::tl ->
- let elim = Str.regexp "_elim\\|_case" in
- let len = String.length hd in
- try
- let pos = Str.search_backward elim hd len in
- let hyp = String.sub hd 0 pos in
- let concl = String.sub hd pos (len-pos) in
- List.rev (hyp::tl),concl
- with Not_found -> (List.rev tl),hd in
- check_names [] hyp_names conclusion_name term
-;;
-
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 24/01/2000 *)
-(* *)
-(* This module implements a very simple Coq-like pretty printer that, given *)
-(* an object of cic (internal representation) returns a string describing the*)
-(* object in a syntax similar to that of coq *)
-(* *)
-(*****************************************************************************)
-
-(* ppobj obj returns a string with describing the cic object obj in a syntax*)
-(* similar to the one used by Coq *)
-val ppobj : Cic.obj -> string
-
-val ppterm : Cic.term -> string
-
-val ppcontext : ?sep:string -> Cic.context -> string
-
-(* Required only by the topLevel. It is the generalization of ppterm to *)
-(* work with environments. *)
-val pp : Cic.term -> (Cic.name option) list -> string
-
-val ppname : Cic.name -> string
-
-val ppsort: Cic.sort -> string
-
-val check: string -> Cic.term -> bool
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let rec_ty uri leftno =
- let rec_ty = Cic.MutInd (uri,0,[]) in
- if leftno = 0 then rec_ty else
- Cic.Appl (rec_ty :: (CicUtil.mk_rels leftno 0))
-
-let generate_one_proj uri params paramsno fields t i =
- let mk_lambdas l start =
- List.fold_right (fun (name,ty) acc ->
- Cic.Lambda (Cic.Name name,ty,acc)) l start in
- let recty = rec_ty uri paramsno in
- let outtype = Cic.Lambda (Cic.Name "w'", CicSubstitution.lift 1 recty, t) in
- Some
- (mk_lambdas params
- (Cic.Lambda (Cic.Name "w", recty,
- Cic.MutCase (uri,0,outtype, Cic.Rel 1,
- [mk_lambdas fields (Cic.Rel i)]))))
-
-let projections_of uri field_names =
- let buri = UriManager.buri_of_uri uri in
- let obj,ugraph = CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri in
- match obj with
- Cic.InductiveDefinition ([_,_,sort,[_,ty]],params,paramsno,_) ->
- assert (params = []); (* general case not implemented *)
- let leftparams,ty =
- let rec aux =
- function
- 0,ty -> [],ty
- | n,Cic.Prod (Cic.Name name,s,t) ->
- let leftparams,ty = aux (n - 1,t) in
- (name,s)::leftparams,ty
- | _,_ -> assert false
- in
- aux (paramsno,ty)
- in
- let fields =
- let rec aux =
- function
- Cic.MutInd _, []
- | Cic.Appl _, [] -> []
- | Cic.Prod (_,s,t), name::tl -> (name,s)::aux (t,tl)
- | _,_ -> assert false
- in
- aux ((CicSubstitution.lift 1 ty),field_names)
- in
- let rec aux i =
- function
- Cic.MutInd _, []
- | Cic.Appl _, [] -> []
- | Cic.Prod (_,s,t), name::tl ->
- (match generate_one_proj uri leftparams paramsno fields s i with
- Some p ->
- let puri =
- UriManager.uri_of_string (buri ^ "/" ^ name ^ ".con")
- in
- (puri,name,p) ::
- aux (i - 1)
- (CicSubstitution.subst
- (Cic.Appl
- (Cic.Const (puri,[]) ::
- CicUtil.mk_rels paramsno 2 @ [Cic.Rel 1])
- ) t, tl)
- | None -> assert false)
- | _,_ -> assert false
- in
- aux (List.length fields) (CicSubstitution.lift 2 ty,field_names)
- | _ -> assert false
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** projections_of [uri] returns uri * name * term *)
-val projections_of:
- UriManager.uri -> string list -> (UriManager.uri * string * Cic.term) list
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* TODO unify exceptions *)
-
-exception CicReductionInternalError;;
-exception WrongUriToInductiveDefinition;;
-exception Impossible of int;;
-exception ReferenceToConstant;;
-exception ReferenceToVariable;;
-exception ReferenceToCurrentProof;;
-exception ReferenceToInductiveDefinition;;
-
-let debug = false
-let profile = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-let fdebug = ref 1;;
-let debug t env s =
- let rec debug_aux t i =
- let module C = Cic in
- let module U = UriManager in
- CicPp.ppobj (C.Variable ("DEBUG", None, t, [], [])) ^ "\n" ^ i
- in
- if !fdebug = 0 then
- debug_print (lazy (s ^ "\n" ^ List.fold_right debug_aux (t::env) ""))
-;;
-
-module type Strategy =
- sig
- type stack_term
- type env_term
- type ens_term
- val to_stack : Cic.term -> stack_term
- val to_stack_list : Cic.term list -> stack_term list
- val to_env : Cic.term -> env_term
- val to_ens : Cic.term -> ens_term
- val from_stack :
- unwind:
- (int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> Cic.term) ->
- stack_term -> Cic.term
- val from_stack_list :
- unwind:
- (int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> Cic.term) ->
- stack_term list -> Cic.term list
- val from_env : env_term -> Cic.term
- val from_ens : ens_term -> Cic.term
- val stack_to_env :
- reduce:
- (int * env_term list * ens_term Cic.explicit_named_substitution *
- Cic.term * stack_term list -> Cic.term) ->
- unwind:
- (int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> Cic.term) ->
- stack_term -> env_term
- val compute_to_env :
- reduce:
- (int * env_term list * ens_term Cic.explicit_named_substitution * Cic.term *
- stack_term list -> Cic.term) ->
- unwind:
- (int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> Cic.term) ->
- int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> env_term
- val compute_to_stack :
- reduce:
- (int * env_term list * ens_term Cic.explicit_named_substitution * Cic.term *
- stack_term list -> Cic.term) ->
- unwind:
- (int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> Cic.term) ->
- int -> env_term list -> ens_term Cic.explicit_named_substitution ->
- Cic.term -> stack_term
- end
-;;
-
-module CallByNameStrategy =
- struct
- type stack_term = Cic.term
- type env_term = Cic.term
- type ens_term = Cic.term
- let to_stack v = v
- let to_stack_list l = l
- let to_env v = v
- let to_ens v = v
- let from_stack ~unwind v = v
- let from_stack_list ~unwind l = l
- let from_env v = v
- let from_ens v = v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t = unwind k e ens t
- let compute_to_env ~reduce ~unwind k e ens t = unwind k e ens t
- end
-;;
-
-module CallByValueStrategy =
- struct
- type stack_term = Cic.term
- type env_term = Cic.term
- type ens_term = Cic.term
- let to_stack v = v
- let to_stack_list l = l
- let to_env v = v
- let to_ens v = v
- let from_stack ~unwind v = v
- let from_stack_list ~unwind l = l
- let from_env v = v
- let from_ens v = v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t = reduce (k,e,ens,t,[])
- let compute_to_env ~reduce ~unwind k e ens t = reduce (k,e,ens,t,[])
- end
-;;
-
-module CallByValueStrategyByNameOnConstants =
- struct
- type stack_term = Cic.term
- type env_term = Cic.term
- type ens_term = Cic.term
- let to_stack v = v
- let to_stack_list l = l
- let to_env v = v
- let to_ens v = v
- let from_stack ~unwind v = v
- let from_stack_list ~unwind l = l
- let from_env v = v
- let from_ens v = v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens =
- function
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- let compute_to_env ~reduce ~unwind k e ens =
- function
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- end
-;;
-
-module LazyCallByValueStrategy =
- struct
- type stack_term = Cic.term lazy_t
- type env_term = Cic.term lazy_t
- type ens_term = Cic.term lazy_t
- let to_stack v = lazy v
- let to_stack_list l = List.map to_stack l
- let to_env v = lazy v
- let to_ens v = lazy v
- let from_stack ~unwind v = Lazy.force v
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = Lazy.force v
- let from_ens v = Lazy.force v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t = lazy (reduce (k,e,ens,t,[]))
- let compute_to_env ~reduce ~unwind k e ens t = lazy (reduce (k,e,ens,t,[]))
- end
-;;
-
-module LazyCallByValueStrategyByNameOnConstants =
- struct
- type stack_term = Cic.term lazy_t
- type env_term = Cic.term lazy_t
- type ens_term = Cic.term lazy_t
- let to_stack v = lazy v
- let to_stack_list l = List.map to_stack l
- let to_env v = lazy v
- let to_ens v = lazy v
- let from_stack ~unwind v = Lazy.force v
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = Lazy.force v
- let from_ens v = Lazy.force v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t =
- lazy (
- match t with
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[]))
- let compute_to_env ~reduce ~unwind k e ens t =
- lazy (
- match t with
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[]))
- end
-;;
-
-module LazyCallByNameStrategy =
- struct
- type stack_term = Cic.term lazy_t
- type env_term = Cic.term lazy_t
- type ens_term = Cic.term lazy_t
- let to_stack v = lazy v
- let to_stack_list l = List.map to_stack l
- let to_env v = lazy v
- let to_ens v = lazy v
- let from_stack ~unwind v = Lazy.force v
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = Lazy.force v
- let from_ens v = Lazy.force v
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t = lazy (unwind k e ens t)
- let compute_to_env ~reduce ~unwind k e ens t = lazy (unwind k e ens t)
- end
-;;
-
-module
- LazyCallByValueByNameOnConstantsWhenFromStack_ByNameStrategyWhenFromEnvOrEns
-=
- struct
- type stack_term = reduce:bool -> Cic.term
- type env_term = reduce:bool -> Cic.term
- type ens_term = reduce:bool -> Cic.term
- let to_stack v =
- let value = lazy v in
- fun ~reduce -> Lazy.force value
- let to_stack_list l = List.map to_stack l
- let to_env v =
- let value = lazy v in
- fun ~reduce -> Lazy.force value
- let to_ens v =
- let value = lazy v in
- fun ~reduce -> Lazy.force value
- let from_stack ~unwind v = (v ~reduce:false)
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = (v ~reduce:true)
- let from_ens v = (v ~reduce:true)
- let stack_to_env ~reduce ~unwind v = v
- let compute_to_stack ~reduce ~unwind k e ens t =
- let svalue =
- lazy (
- match t with
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- ) in
- let lvalue =
- lazy (unwind k e ens t)
- in
- fun ~reduce ->
- if reduce then Lazy.force svalue else Lazy.force lvalue
- let compute_to_env ~reduce ~unwind k e ens t =
- let svalue =
- lazy (
- match t with
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- ) in
- let lvalue =
- lazy (unwind k e ens t)
- in
- fun ~reduce ->
- if reduce then Lazy.force svalue else Lazy.force lvalue
- end
-;;
-
-module ClosuresOnStackByValueFromEnvOrEnsStrategy =
- struct
- type stack_term =
- int * Cic.term list * Cic.term Cic.explicit_named_substitution * Cic.term
- type env_term = Cic.term
- type ens_term = Cic.term
- let to_stack v = (0,[],[],v)
- let to_stack_list l = List.map to_stack l
- let to_env v = v
- let to_ens v = v
- let from_stack ~unwind (k,e,ens,t) = unwind k e ens t
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = v
- let from_ens v = v
- let stack_to_env ~reduce ~unwind (k,e,ens,t) = reduce (k,e,ens,t,[])
- let compute_to_env ~reduce ~unwind k e ens t =
- unwind k e ens t
- let compute_to_stack ~reduce ~unwind k e ens t = (k,e,ens,t)
- end
-;;
-
-module ClosuresOnStackByValueFromEnvOrEnsByNameOnConstantsStrategy =
- struct
- type stack_term =
- int * Cic.term list * Cic.term Cic.explicit_named_substitution * Cic.term
- type env_term = Cic.term
- type ens_term = Cic.term
- let to_stack v = (0,[],[],v)
- let to_stack_list l = List.map to_stack l
- let to_env v = v
- let to_ens v = v
- let from_stack ~unwind (k,e,ens,t) = unwind k e ens t
- let from_stack_list ~unwind l = List.map (from_stack ~unwind) l
- let from_env v = v
- let from_ens v = v
- let stack_to_env ~reduce ~unwind (k,e,ens,t) =
- match t with
- Cic.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- let compute_to_env ~reduce ~unwind k e ens t =
- unwind k e ens t
- let compute_to_stack ~reduce ~unwind k e ens t = (k,e,ens,t)
- end
-;;
-
-module Reduction(RS : Strategy) =
- struct
- type env = RS.env_term list
- type ens = RS.ens_term Cic.explicit_named_substitution
- type stack = RS.stack_term list
- type config = int * env * ens * Cic.term * stack
-
- (* k is the length of the environment e *)
- (* m is the current depth inside the term *)
- let unwind' m k e ens t =
- let module C = Cic in
- let module S = CicSubstitution in
- if k = 0 && ens = [] then
- t
- else
- let rec unwind_aux m =
- function
- C.Rel n as t ->
- if n <= m then t else
- let d =
- try
- Some (RS.from_env (List.nth e (n-m-1)))
- with _ -> None
- in
- (match d with
- Some t' ->
- if m = 0 then t' else S.lift m t'
- | None -> C.Rel (n-k)
- )
- | C.Var (uri,exp_named_subst) ->
-(*
-debug_print (lazy ("%%%%%UWVAR " ^ String.concat " ; " (List.map (function (uri,t) -> UriManager.string_of_uri uri ^ " := " ^ CicPp.ppterm t) ens))) ;
-*)
- if List.exists (function (uri',_) -> UriManager.eq uri' uri) ens then
- CicSubstitution.lift m (RS.from_ens (List.assq uri ens))
- else
- let params =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- (match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable (_,_,_,params,_) -> params
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- in
- let exp_named_subst' =
- substaux_in_exp_named_subst params exp_named_subst m
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (unwind_aux m t)
- ) l
- in
- C.Meta (i, l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (unwind_aux m te, unwind_aux m ty) (*CSC ???*)
- | C.Prod (n,s,t) -> C.Prod (n, unwind_aux m s, unwind_aux (m + 1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, unwind_aux m s, unwind_aux (m + 1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, unwind_aux m s, unwind_aux (m + 1) t)
- | C.Appl l -> C.Appl (List.map (unwind_aux m) l)
- | C.Const (uri,exp_named_subst) ->
- let params =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- (match o with
- C.Constant (_,_,_,params,_) -> params
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,_,_,params,_) -> params
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- in
- let exp_named_subst' =
- substaux_in_exp_named_subst params exp_named_subst m
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,i,exp_named_subst) ->
- let params =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- (match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition (_,params,_,_) -> params
- )
- in
- let exp_named_subst' =
- substaux_in_exp_named_subst params exp_named_subst m
- in
- C.MutInd (uri,i,exp_named_subst')
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let params =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- (match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition (_,params,_,_) -> params
- )
- in
- let exp_named_subst' =
- substaux_in_exp_named_subst params exp_named_subst m
- in
- C.MutConstruct (uri,i,j,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,unwind_aux m outt, unwind_aux m t,
- List.map (unwind_aux m) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) ->
- (name, i, unwind_aux m ty, unwind_aux (m+len) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, unwind_aux m ty, unwind_aux (m+len) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- and substaux_in_exp_named_subst params exp_named_subst' m =
- (*CSC: Idea di Andrea di ordinare compatibilmente con l'ordine dei params
- let ens' =
- List.map (function (uri,t) -> uri, unwind_aux m t) exp_named_subst' @
- (*CSC: qui liftiamo tutti gli ens anche se magari me ne servono la meta'!!! *)
- List.map (function (uri,t) -> uri, CicSubstitution.lift m t) ens
- in
- let rec filter_and_lift =
- function
- [] -> []
- | uri::tl ->
- let r = filter_and_lift tl in
- (try
- (uri,(List.assq uri ens'))::r
- with
- Not_found -> r
- )
- in
- filter_and_lift params
- *)
-
- (*CSC: invece di concatenare sarebbe meglio rispettare l'ordine dei params *)
- (*CSC: e' vero???? una veloce prova non sembra confermare la teoria *)
-
- (*CSC: codice copiato e modificato dalla cicSubstitution.subst_vars *)
- (*CSC: codice altamente inefficiente *)
- let rec filter_and_lift already_instantiated =
- function
- [] -> []
- | (uri,t)::tl when
- List.for_all
- (function (uri',_)-> not (UriManager.eq uri uri')) exp_named_subst'
- &&
- not (List.mem uri already_instantiated)
- &&
- List.mem uri params
- ->
- (uri,CicSubstitution.lift m (RS.from_ens t)) ::
- (filter_and_lift (uri::already_instantiated) tl)
- | _::tl -> filter_and_lift already_instantiated tl
-(*
- | (uri,_)::tl ->
-debug_print (lazy ("---- SKIPPO " ^ UriManager.string_of_uri uri)) ;
-if List.for_all (function (uri',_) -> not (UriManager.eq uri uri'))
-exp_named_subst' then debug_print (lazy "---- OK1") ;
-debug_print (lazy ("++++ uri " ^ UriManager.string_of_uri uri ^ " not in " ^ String.concat " ; " (List.map UriManager.string_of_uri params))) ;
-if List.mem uri params then debug_print (lazy "---- OK2") ;
- filter_and_lift tl
-*)
- in
- List.map (function (uri,t) -> uri, unwind_aux m t) exp_named_subst' @
- (filter_and_lift [] (List.rev ens))
- in
- unwind_aux m t
- ;;
-
- let unwind = unwind' 0;;
-
-(*
- let unwind =
- let profiler_unwind = HExtlib.profile ~enable:profile "are_convertible.unwind" in
- fun k e ens t ->
- profiler_unwind.HExtlib.profile (unwind k e ens) t
- ;;
-*)
-
- let reduce ~delta ?(subst = []) context : config -> Cic.term =
- let module C = Cic in
- let module S = CicSubstitution in
- let rec reduce =
- function
- (k, e, _, (C.Rel n as t), s) ->
- let d =
- try
- Some (RS.from_env (List.nth e (n-1)))
- with
- _ ->
- try
- begin
- match List.nth context (n - 1 - k) with
- None -> assert false
- | Some (_,C.Decl _) -> None
- | Some (_,C.Def (x,_)) -> Some (S.lift (n - k) x)
- end
- with
- _ -> None
- in
- (match d with
- Some t' -> reduce (0,[],[],t',s)
- | None ->
- if s = [] then
- C.Rel (n-k)
- else C.Appl (C.Rel (n-k)::(RS.from_stack_list ~unwind s))
- )
- | (k, e, ens, (C.Var (uri,exp_named_subst) as t), s) ->
- if List.exists (function (uri',_) -> UriManager.eq uri' uri) ens then
- reduce (0, [], [], RS.from_ens (List.assq uri ens), s)
- else
- ( let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- | C.Variable (_,None,_,_,_) ->
- let t' = unwind k e ens t in
- if s = [] then t' else
- C.Appl (t'::(RS.from_stack_list ~unwind s))
- | C.Variable (_,Some body,_,_,_) ->
- let ens' = push_exp_named_subst k e ens exp_named_subst in
- reduce (0, [], ens', body, s)
- )
- | (k, e, ens, (C.Meta (n,l) as t), s) ->
- (try
- let (_, term,_) = CicUtil.lookup_subst n subst in
- reduce (k, e, ens,CicSubstitution.subst_meta l term,s)
- with CicUtil.Subst_not_found _ ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s)))
- | (k, e, _, (C.Sort _ as t), s) -> t (* s should be empty *)
- | (k, e, _, (C.Implicit _ as t), s) -> t (* s should be empty *)
- | (k, e, ens, (C.Cast (te,ty) as t), s) ->
- reduce (k, e, ens, te, s) (* s should be empty *)
- | (k, e, ens, (C.Prod _ as t), s) ->
- unwind k e ens t (* s should be empty *)
- | (k, e, ens, (C.Lambda (_,_,t) as t'), []) -> unwind k e ens t'
- | (k, e, ens, C.Lambda (_,_,t), p::s) ->
- reduce (k+1, (RS.stack_to_env ~reduce ~unwind p)::e, ens, t,s)
- | (k, e, ens, (C.LetIn (_,m,t) as t'), s) ->
- let m' = RS.compute_to_env ~reduce ~unwind k e ens m in
- reduce (k+1, m'::e, ens, t, s)
- | (_, _, _, C.Appl [], _) -> assert false
- | (k, e, ens, C.Appl (he::tl), s) ->
- let tl' =
- List.map
- (function t -> RS.compute_to_stack ~reduce ~unwind k e ens t) tl
- in
- reduce (k, e, ens, he, (List.append tl') s)
- (* CSC: Old Dead Code
- | (k, e, ens, C.Appl ((C.Lambda _ as he)::tl), s)
- | (k, e, ens, C.Appl ((C.Const _ as he)::tl), s)
- | (k, e, ens, C.Appl ((C.MutCase _ as he)::tl), s)
- | (k, e, ens, C.Appl ((C.Fix _ as he)::tl), s) ->
- (* strict evaluation, but constants are NOT unfolded *)
- let red =
- function
- C.Const _ as t -> unwind k e ens t
- | t -> reduce (k,e,ens,t,[])
- in
- let tl' = List.map red tl in
- reduce (k, e, ens, he , List.append tl' s)
- | (k, e, ens, C.Appl l, s) ->
- C.Appl (List.append (List.map (unwind k e ens) l) s)
- *)
- | (k, e, ens, (C.Const (uri,exp_named_subst) as t), s) when delta=false->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- | (k, e, ens, (C.Const (uri,exp_named_subst) as t), s) ->
- (let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- match o with
- C.Constant (_,Some body,_,_,_) ->
- let ens' = push_exp_named_subst k e ens exp_named_subst in
- (* constants are closed *)
- reduce (0, [], ens', body, s)
- | C.Constant (_,None,_,_,_) ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,body,_,_,_) ->
- let ens' = push_exp_named_subst k e ens exp_named_subst in
- (* constants are closed *)
- reduce (0, [], ens', body, s)
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- | (k, e, ens, (C.MutInd _ as t),s) ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- | (k, e, ens, (C.MutConstruct _ as t),s) ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- | (k, e, ens, (C.MutCase (mutind,i,_,term,pl) as t),s) ->
- let decofix =
- function
- C.CoFix (i,fl) as t ->
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- (* the term is the result of a reduction; *)
- (* so it is already unwinded. *)
- reduce (0,[],[],body',[])
- | C.Appl (C.CoFix (i,fl) :: tl) ->
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- (* the term is the result of a reduction; *)
- (* so it is already unwinded. *)
- reduce (0,[],[],body',RS.to_stack_list tl)
- | t -> t
- in
- (match decofix (reduce (k,e,ens,term,[])) with
- C.MutConstruct (_,_,j,_) ->
- reduce (k, e, ens, (List.nth pl (j-1)), s)
- | C.Appl (C.MutConstruct (_,_,j,_) :: tl) ->
- let (arity, r) =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph mutind
- in
- match o with
- C.InductiveDefinition (tl,ingredients,r,_) ->
- let (_,_,arity,_) = List.nth tl i in
- (arity,r)
- | _ -> raise WrongUriToInductiveDefinition
- in
- let ts =
- let num_to_eat = r in
- let rec eat_first =
- function
- (0,l) -> l
- | (n,he::tl) when n > 0 -> eat_first (n - 1, tl)
- | _ -> raise (Impossible 5)
- in
- eat_first (num_to_eat,tl)
- in
- (* ts are already unwinded because they are a sublist of tl *)
- reduce (k, e, ens, (List.nth pl (j-1)), (RS.to_stack_list ts)@s)
- | C.Cast _ | C.Implicit _ ->
- raise (Impossible 2) (* we don't trust our whd ;-) *)
- | _ ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- )
- | (k, e, ens, (C.Fix (i,fl) as t), s) ->
- let (_,recindex,_,body) = List.nth fl i in
- let recparam =
- try
- Some (RS.from_stack ~unwind (List.nth s recindex))
- with
- _ -> None
- in
- (match recparam with
- Some recparam ->
- (match reduce (0,[],[],recparam,[]) with
- (* match recparam with *)
- C.MutConstruct _
- | C.Appl ((C.MutConstruct _)::_) ->
- (* OLD
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.Fix (!counter,fl)))
- fl
- body
- in
- reduce (k, e, ens, body', s) *)
- (* NEW *)
- let leng = List.length fl in
- let fl' =
- let unwind_fl (name,recindex,typ,body) =
- (name,recindex,unwind k e ens typ,
- unwind' leng k e ens body)
- in
- List.map unwind_fl fl
- in
- let new_env =
- let counter = ref 0 in
- let rec build_env e =
- if !counter = leng then e
- else
- (incr counter ;
- build_env ((RS.to_env (C.Fix (!counter -1, fl')))::e))
- in
- build_env e
- in
- reduce (k+leng, new_env, ens, body, s)
- | _ ->
- let t' = unwind k e ens t in
- if s = [] then t' else
- C.Appl (t'::(RS.from_stack_list ~unwind s))
- )
- | None ->
- let t' = unwind k e ens t in
- if s = [] then t' else
- C.Appl (t'::(RS.from_stack_list ~unwind s))
- )
- | (k, e, ens, (C.CoFix (i,fl) as t),s) ->
- let t' = unwind k e ens t in
- if s = [] then t' else C.Appl (t'::(RS.from_stack_list ~unwind s))
- and push_exp_named_subst k e ens =
- function
- [] -> ens
- | (uri,t)::tl ->
- push_exp_named_subst k e ((uri,RS.to_ens (unwind k e ens t))::ens) tl
- in
- reduce
- ;;
- (*
- let rec whd context t =
- try
- reduce context (0, [], [], t, [])
- with Not_found ->
- debug_print (lazy (CicPp.ppterm t)) ;
- raise Not_found
- ;;
- *)
-
- let rec whd ?(delta=true) ?(subst=[]) context t =
- reduce ~delta ~subst context (0, [], [], t, [])
- ;;
-
-
- end
-;;
-
-
-(* ROTTO = rompe l'unificazione poiche' riduce gli argomenti di un'applicazione
- senza ridurre la testa
-module R = Reduction CallByNameStrategy;; OK 56.368s
-module R = Reduction CallByValueStrategy;; ROTTO
-module R = Reduction CallByValueStrategyByNameOnConstants;; ROTTO
-module R = Reduction LazyCallByValueStrategy;; ROTTO
-module R = Reduction LazyCallByValueStrategyByNameOnConstants;; ROTTO
-module R = Reduction LazyCallByNameStrategy;; OK 0m56.398s
-module R = Reduction
- LazyCallByValueByNameOnConstantsWhenFromStack_ByNameStrategyWhenFromEnvOrEns;;
- OK 59.058s
-module R = Reduction ClosuresOnStackByValueFromEnvOrEnsStrategy;; OK 58.583s
-module R = Reduction
- ClosuresOnStackByValueFromEnvOrEnsByNameOnConstantsStrategy;; OK 58.094s
-module R = Reduction(ClosuresOnStackByValueFromEnvOrEnsStrategy);; OK 58.127s
-*)
-module R = Reduction(ClosuresOnStackByValueFromEnvOrEnsStrategy);;
-module U = UriManager;;
-
-let whd = R.whd
-
-(*
-let whd =
- let profiler_whd = HExtlib.profile ~enable:profile "are_convertible.whd" in
- fun ?(delta=true) ?(subst=[]) context t ->
- profiler_whd.HExtlib.profile (whd ~delta ~subst context) t
-*)
-
- (* mimic ocaml (<< 3.08) "=" behaviour. Tests physical equality first then
- * fallbacks to structural equality *)
-let (===) x y =
- Pervasives.compare x y = 0
-
-(* t1, t2 must be well-typed *)
-let are_convertible whd ?(subst=[]) ?(metasenv=[]) =
- let rec aux test_equality_only context t1 t2 ugraph =
- let aux2 test_equality_only t1 t2 ugraph =
-
- (* this trivial euristic cuts down the total time of about five times ;-) *)
- (* this because most of the time t1 and t2 are "sintactically" the same *)
- if t1 === t2 then
- true,ugraph
- else
- begin
- let module C = Cic in
- match (t1,t2) with
- (C.Rel n1, C.Rel n2) -> (n1 = n2),ugraph
- | (C.Var (uri1,exp_named_subst1), C.Var (uri2,exp_named_subst2)) ->
- if U.eq uri1 uri2 then
- (try
- List.fold_right2
- (fun (uri1,x) (uri2,y) (b,ugraph) ->
- let b',ugraph' = aux test_equality_only context x y ugraph in
- (U.eq uri1 uri2 && b' && b),ugraph'
- ) exp_named_subst1 exp_named_subst2 (true,ugraph)
- with
- Invalid_argument _ -> false,ugraph
- )
- else
- false,ugraph
- | (C.Meta (n1,l1), C.Meta (n2,l2)) ->
- if n1 = n2 then
- let b2, ugraph1 =
- let l1 = CicUtil.clean_up_local_context subst metasenv n1 l1 in
- let l2 = CicUtil.clean_up_local_context subst metasenv n2 l2 in
- List.fold_left2
- (fun (b,ugraph) t1 t2 ->
- if b then
- match t1,t2 with
- None,_
- | _,None -> true,ugraph
- | Some t1',Some t2' ->
- aux test_equality_only context t1' t2' ugraph
- else
- false,ugraph
- ) (true,ugraph) l1 l2
- in
- if b2 then true,ugraph1 else false,ugraph
- else
- false,ugraph
- (* TASSI: CONSTRAINTS *)
- | (C.Sort (C.Type t1), C.Sort (C.Type t2)) when test_equality_only ->
- true,(CicUniv.add_eq t2 t1 ugraph)
- (* TASSI: CONSTRAINTS *)
- | (C.Sort (C.Type t1), C.Sort (C.Type t2)) ->
- true,(CicUniv.add_ge t2 t1 ugraph)
- (* TASSI: CONSTRAINTS *)
- | (C.Sort s1, C.Sort (C.Type _)) -> (not test_equality_only),ugraph
- (* TASSI: CONSTRAINTS *)
- | (C.Sort s1, C.Sort s2) -> (s1 = s2),ugraph
- | (C.Prod (name1,s1,t1), C.Prod(_,s2,t2)) ->
- let b',ugraph' = aux true context s1 s2 ugraph in
- if b' then
- aux test_equality_only ((Some (name1, (C.Decl s1)))::context)
- t1 t2 ugraph'
- else
- false,ugraph
- | (C.Lambda (name1,s1,t1), C.Lambda(_,s2,t2)) ->
- let b',ugraph' = aux test_equality_only context s1 s2 ugraph in
- if b' then
- aux test_equality_only ((Some (name1, (C.Decl s1)))::context)
- t1 t2 ugraph'
- else
- false,ugraph
- | (C.LetIn (name1,s1,t1), C.LetIn(_,s2,t2)) ->
- let b',ugraph' = aux test_equality_only context s1 s2 ugraph in
- if b' then
- aux test_equality_only
- ((Some (name1, (C.Def (s1,None))))::context) t1 t2 ugraph'
- else
- false,ugraph
- | (C.Appl l1, C.Appl l2) ->
- (try
- List.fold_right2
- (fun x y (b,ugraph) ->
- if b then
- aux test_equality_only context x y ugraph
- else
- false,ugraph) l1 l2 (true,ugraph)
- with
- Invalid_argument _ -> false,ugraph
- )
- | (C.Const (uri1,exp_named_subst1), C.Const (uri2,exp_named_subst2)) ->
- let b' = U.eq uri1 uri2 in
- if b' then
- (try
- List.fold_right2
- (fun (uri1,x) (uri2,y) (b,ugraph) ->
- if b && U.eq uri1 uri2 then
- aux test_equality_only context x y ugraph
- else
- false,ugraph
- ) exp_named_subst1 exp_named_subst2 (true,ugraph)
- with
- Invalid_argument _ -> false,ugraph
- )
- else
- false,ugraph
- | (C.MutInd (uri1,i1,exp_named_subst1),
- C.MutInd (uri2,i2,exp_named_subst2)
- ) ->
- let b' = U.eq uri1 uri2 && i1 = i2 in
- if b' then
- (try
- List.fold_right2
- (fun (uri1,x) (uri2,y) (b,ugraph) ->
- if b && U.eq uri1 uri2 then
- aux test_equality_only context x y ugraph
- else
- false,ugraph
- ) exp_named_subst1 exp_named_subst2 (true,ugraph)
- with
- Invalid_argument _ -> false,ugraph
- )
- else
- false,ugraph
- | (C.MutConstruct (uri1,i1,j1,exp_named_subst1),
- C.MutConstruct (uri2,i2,j2,exp_named_subst2)
- ) ->
- let b' = U.eq uri1 uri2 && i1 = i2 && j1 = j2 in
- if b' then
- (try
- List.fold_right2
- (fun (uri1,x) (uri2,y) (b,ugraph) ->
- if b && U.eq uri1 uri2 then
- aux test_equality_only context x y ugraph
- else
- false,ugraph
- ) exp_named_subst1 exp_named_subst2 (true,ugraph)
- with
- Invalid_argument _ -> false,ugraph
- )
- else
- false,ugraph
- | (C.MutCase (uri1,i1,outtype1,term1,pl1),
- C.MutCase (uri2,i2,outtype2,term2,pl2)) ->
- let b' = U.eq uri1 uri2 && i1 = i2 in
- if b' then
- let b'',ugraph''=aux test_equality_only context
- outtype1 outtype2 ugraph in
- if b'' then
- let b''',ugraph'''= aux test_equality_only context
- term1 term2 ugraph'' in
- List.fold_right2
- (fun x y (b,ugraph) ->
- if b then
- aux test_equality_only context x y ugraph
- else
- false,ugraph)
- pl1 pl2 (b''',ugraph''')
- else
- false,ugraph
- else
- false,ugraph
- | (C.Fix (i1,fl1), C.Fix (i2,fl2)) ->
- let tys =
- List.map (function (n,_,ty,_) -> Some (C.Name n,(C.Decl ty))) fl1
- in
- if i1 = i2 then
- List.fold_right2
- (fun (_,recindex1,ty1,bo1) (_,recindex2,ty2,bo2) (b,ugraph) ->
- if b && recindex1 = recindex2 then
- let b',ugraph' = aux test_equality_only context ty1 ty2
- ugraph in
- if b' then
- aux test_equality_only (tys@context) bo1 bo2 ugraph'
- else
- false,ugraph
- else
- false,ugraph)
- fl1 fl2 (true,ugraph)
- else
- false,ugraph
- | (C.CoFix (i1,fl1), C.CoFix (i2,fl2)) ->
- let tys =
- List.map (function (n,ty,_) -> Some (C.Name n,(C.Decl ty))) fl1
- in
- if i1 = i2 then
- List.fold_right2
- (fun (_,ty1,bo1) (_,ty2,bo2) (b,ugraph) ->
- if b then
- let b',ugraph' = aux test_equality_only context ty1 ty2
- ugraph in
- if b' then
- aux test_equality_only (tys@context) bo1 bo2 ugraph'
- else
- false,ugraph
- else
- false,ugraph)
- fl1 fl2 (true,ugraph)
- else
- false,ugraph
- | (C.Cast _, _) | (_, C.Cast _)
- | (C.Implicit _, _) | (_, C.Implicit _) -> assert false
- | (_,_) -> false,ugraph
- end
- in
- begin
- debug t1 [t2] "PREWHD";
- (*
- (match t1 with
- Cic.Meta _ ->
- debug_print (lazy (CicPp.ppterm t1));
- debug_print (lazy (CicPp.ppterm (whd ~subst context t1)));
- debug_print (lazy (CicPp.ppterm t2));
- debug_print (lazy (CicPp.ppterm (whd ~subst context t2)))
- | _ -> ()); *)
- let t1' = whd ?delta:(Some true) ?subst:(Some subst) context t1 in
- let t2' = whd ?delta:(Some true) ?subst:(Some subst) context t2 in
- debug t1' [t2'] "POSTWHD";
- aux2 test_equality_only t1' t2' ugraph
- end
- in
- aux false (*c t1 t2 ugraph *)
-;;
-
-(* DEBUGGING ONLY
-let whd ?(delta=true) ?(subst=[]) context t =
- let res = whd ~delta ~subst context t in
- let rescsc = CicReductionNaif.whd ~delta ~subst context t in
- if not (fst (are_convertible CicReductionNaif.whd ~subst context res rescsc CicUniv.empty_ugraph)) then
- begin
- debug_print (lazy ("PRIMA: " ^ CicPp.ppterm t)) ;
- flush stderr ;
- debug_print (lazy ("DOPO: " ^ CicPp.ppterm res)) ;
- flush stderr ;
- debug_print (lazy ("CSC: " ^ CicPp.ppterm rescsc)) ;
- flush stderr ;
-fdebug := 0 ;
-let _ = are_convertible CicReductionNaif.whd ~subst context res rescsc CicUniv.empty_ugraph in
- assert false ;
- end
- else
- res
-;;
-*)
-
-let are_convertible = are_convertible whd
-
-let whd = R.whd
-
-(*
-let profiler_other_whd = HExtlib.profile ~enable:profile "~are_convertible.whd"
-let whd ?(delta=true) ?(subst=[]) context t =
- let foo () =
- whd ~delta ~subst context t
- in
- profiler_other_whd.HExtlib.profile foo ()
-*)
-
-let rec normalize ?(delta=true) ?(subst=[]) ctx term =
- let module C = Cic in
- let t = whd ~delta ~subst ctx term in
- let aux = normalize ~delta ~subst in
- let decl name t = Some (name, C.Decl t) in
- let def name t = Some (name, C.Def (t,None)) in
- match t with
- | C.Rel n -> t
- | C.Var (uri,exp_named_subst) ->
- C.Var (uri, List.map (fun (n,t) -> n,aux ctx t) exp_named_subst)
- | C.Meta (i,l) ->
- C.Meta (i,List.map (function Some t -> Some (aux ctx t) | None -> None) l)
- | C.Sort _ -> t
- | C.Implicit _ -> t
- | C.Cast (te,ty) -> C.Cast (aux ctx te, aux ctx ty)
- | C.Prod (n,s,t) ->
- let s' = aux ctx s in
- C.Prod (n, s', aux ((decl n s')::ctx) t)
- | C.Lambda (n,s,t) ->
- let s' = aux ctx s in
- C.Lambda (n, s', aux ((decl n s')::ctx) t)
- | C.LetIn (n,s,t) ->
- (* the term is already in weak head normal form *)
- assert false
- | C.Appl (h::l) -> C.Appl (h::(List.map (aux ctx) l))
- | C.Appl [] -> assert false
- | C.Const (uri,exp_named_subst) ->
- C.Const (uri, List.map (fun (n,t) -> n,aux ctx t) exp_named_subst)
- | C.MutInd (uri,typeno,exp_named_subst) ->
- C.MutInd (uri,typeno, List.map (fun (n,t) -> n,aux ctx t) exp_named_subst)
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- C.MutConstruct (uri, typeno, consno,
- List.map (fun (n,t) -> n,aux ctx t) exp_named_subst)
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i, aux ctx outt, aux ctx t, List.map (aux ctx) pl)
-(*CSC: to be completed, I suppose *)
- | C.Fix _ -> t
- | C.CoFix _ -> t
-
-let normalize ?delta ?subst ctx term =
-(* prerr_endline ("NORMALIZE:" ^ CicPp.ppterm term); *)
- let t = normalize ?delta ?subst ctx term in
-(* prerr_endline ("NORMALIZED:" ^ CicPp.ppterm t); *)
- t
-
-
-(* performs an head beta/cast reduction *)
-let rec head_beta_reduce =
- function
- (Cic.Appl (Cic.Lambda (_,_,t)::he'::tl')) ->
- let he'' = CicSubstitution.subst he' t in
- if tl' = [] then
- he''
- else
- let he''' =
- match he'' with
- Cic.Appl l -> Cic.Appl (l@tl')
- | _ -> Cic.Appl (he''::tl')
- in
- head_beta_reduce he'''
- | Cic.Cast (te,_) -> head_beta_reduce te
- | t -> t
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception WrongUriToInductiveDefinition
-exception ReferenceToConstant
-exception ReferenceToVariable
-exception ReferenceToCurrentProof
-exception ReferenceToInductiveDefinition
-val fdebug : int ref
-val whd :
- ?delta:bool -> ?subst:Cic.substitution -> Cic.context -> Cic.term -> Cic.term
-val are_convertible :
- ?subst:Cic.substitution -> ?metasenv:Cic.metasenv ->
- Cic.context -> Cic.term -> Cic.term -> CicUniv.universe_graph ->
- bool * CicUniv.universe_graph
-val normalize:
- ?delta:bool -> ?subst:Cic.substitution -> Cic.context -> Cic.term -> Cic.term
-
-(* performs an head beta/cast reduction *)
-val head_beta_reduce: Cic.term -> Cic.term
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception CannotSubstInMeta;;
-exception RelToHiddenHypothesis;;
-exception ReferenceToVariable;;
-exception ReferenceToConstant;;
-exception ReferenceToCurrentProof;;
-exception ReferenceToInductiveDefinition;;
-
-let debug_print = fun _ -> ()
-
-let lift_from k n =
- let rec liftaux k =
- let module C = Cic in
- function
- C.Rel m ->
- if m < k then
- C.Rel m
- else
- C.Rel (m + n)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,liftaux k t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (liftaux k t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (liftaux k te, liftaux k ty)
- | C.Prod (n,s,t) -> C.Prod (n, liftaux k s, liftaux (k+1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, liftaux k s, liftaux (k+1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, liftaux k s, liftaux (k+1) t)
- | C.Appl l -> C.Appl (List.map (liftaux k) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,liftaux k t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,liftaux k t)) exp_named_subst
- in
- C.MutInd (uri,tyno,exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,liftaux k t)) exp_named_subst
- in
- C.MutConstruct (uri,tyno,consno,exp_named_subst')
- | C.MutCase (sp,i,outty,t,pl) ->
- C.MutCase (sp, i, liftaux k outty, liftaux k t,
- List.map (liftaux k) pl)
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, i, ty, bo) -> (name, i, liftaux k ty, liftaux (k+len) bo))
- fl
- in
- C.Fix (i, liftedfl)
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, ty, bo) -> (name, liftaux k ty, liftaux (k+len) bo))
- fl
- in
- C.CoFix (i, liftedfl)
- in
- liftaux k
-
-let lift n t =
- if n = 0 then
- t
- else
- lift_from 1 n t
-;;
-
-let subst arg =
- let rec substaux k =
- let module C = Cic in
- function
- C.Rel n as t ->
- (match n with
- n when n = k -> lift (k - 1) arg
- | n when n < k -> t
- | _ -> C.Rel (n - 1)
- )
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,substaux k t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i, l) as t ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (substaux k t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (substaux k te, substaux k ty)
- | C.Prod (n,s,t) -> C.Prod (n, substaux k s, substaux (k + 1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, substaux k s, substaux (k + 1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, substaux k s, substaux (k + 1) t)
- | C.Appl (he::tl) ->
- (* Invariant: no Appl applied to another Appl *)
- let tl' = List.map (substaux k) tl in
- begin
- match substaux k he with
- C.Appl l -> C.Appl (l@tl')
- | _ as he' -> C.Appl (he'::tl')
- end
- | C.Appl _ -> assert false
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,substaux k t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,substaux k t)) exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,substaux k t)) exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,substaux k outt, substaux k t,
- List.map (substaux k) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- in
- substaux 1
-;;
-
-(*CSC: i controlli di tipo debbono essere svolti da destra a *)
-(*CSC: sinistra: i{B/A;b/a} ==> a{B/A;b/a} ==> a{b/a{B/A}} ==> b *)
-(*CSC: la sostituzione ora e' implementata in maniera simultanea, ma *)
-(*CSC: dovrebbe diventare da sinistra verso destra: *)
-(*CSC: t{a=a/A;b/a} ==> \H:a=a.H{b/a} ==> \H:b=b.H *)
-(*CSC: per la roba che proviene da Coq questo non serve! *)
-let subst_vars exp_named_subst =
-(*
-debug_print (lazy ("@@@POSSIBLE BUG: SUBSTITUTION IS NOT SIMULTANEOUS")) ;
-*)
- let rec substaux k =
- let module C = Cic in
- function
- C.Rel _ as t -> t
- | C.Var (uri,exp_named_subst') ->
- (try
- let (_,arg) =
- List.find
- (function (varuri,_) -> UriManager.eq uri varuri) exp_named_subst
- in
- lift (k -1) arg
- with
- Not_found ->
- let params =
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match obj with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable (_,_,_,params,_) -> params
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- in
-(*
-debug_print (lazy "\n\n---- BEGIN ") ;
-debug_print (lazy ("----params: " ^ String.concat " ; " (List.map UriManager.string_of_uri params))) ;
-debug_print (lazy ("----S(" ^ UriManager.string_of_uri uri ^ "): " ^ String.concat " ; " (List.map (function (uri,_) -> UriManager.string_of_uri uri) exp_named_subst))) ;
-debug_print (lazy ("----P: " ^ String.concat " ; " (List.map (function (uri,_) -> UriManager.string_of_uri uri) exp_named_subst'))) ;
-*)
- let exp_named_subst'' =
- substaux_in_exp_named_subst uri k exp_named_subst' params
- in
-(*
-debug_print (lazy ("----D: " ^ String.concat " ; " (List.map (function (uri,_) -> UriManager.string_of_uri uri) exp_named_subst''))) ;
-debug_print (lazy "---- END\n\n ") ;
-*)
- C.Var (uri,exp_named_subst'')
- )
- | C.Meta (i, l) as t ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (substaux k t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (substaux k te, substaux k ty)
- | C.Prod (n,s,t) -> C.Prod (n, substaux k s, substaux (k + 1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, substaux k s, substaux (k + 1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, substaux k s, substaux (k + 1) t)
- | C.Appl (he::tl) ->
- (* Invariant: no Appl applied to another Appl *)
- let tl' = List.map (substaux k) tl in
- begin
- match substaux k he with
- C.Appl l -> C.Appl (l@tl')
- | _ as he' -> C.Appl (he'::tl')
- end
- | C.Appl _ -> assert false
- | C.Const (uri,exp_named_subst') ->
- let params =
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match obj with
- C.Constant (_,_,_,params,_) -> params
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,_,_,params,_) -> params
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- in
- let exp_named_subst'' =
- substaux_in_exp_named_subst uri k exp_named_subst' params
- in
- C.Const (uri,exp_named_subst'')
- | C.MutInd (uri,typeno,exp_named_subst') ->
- let params =
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match obj with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition (_,params,_,_) -> params
- )
- in
- let exp_named_subst'' =
- substaux_in_exp_named_subst uri k exp_named_subst' params
- in
- C.MutInd (uri,typeno,exp_named_subst'')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst') ->
- let params =
- let obj,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match obj with
- C.Constant _ -> raise ReferenceToConstant
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition (_,params,_,_) -> params
- )
- in
- let exp_named_subst'' =
- substaux_in_exp_named_subst uri k exp_named_subst' params
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst'')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,substaux k outt, substaux k t,
- List.map (substaux k) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- and substaux_in_exp_named_subst uri k exp_named_subst' params =
-(*CSC: invece di concatenare sarebbe meglio rispettare l'ordine dei params *)
-(*CSC: e' vero???? una veloce prova non sembra confermare la teoria *)
- let rec filter_and_lift =
- function
- [] -> []
- | (uri,t)::tl when
- List.for_all
- (function (uri',_) -> not (UriManager.eq uri uri')) exp_named_subst'
- &&
- List.mem uri params
- ->
- (uri,lift (k-1) t)::(filter_and_lift tl)
- | _::tl -> filter_and_lift tl
-(*
- | (uri,_)::tl ->
-debug_print (lazy ("---- SKIPPO " ^ UriManager.string_of_uri uri)) ;
-if List.for_all (function (uri',_) -> not (UriManager.eq uri uri'))
-exp_named_subst' then debug_print (lazy "---- OK1") ;
-debug_print (lazy ("++++ uri " ^ UriManager.string_of_uri uri ^ " not in " ^ String.concat " ; " (List.map UriManager.string_of_uri params))) ;
-if List.mem uri params then debug_print (lazy "---- OK2") ;
- filter_and_lift tl
-*)
- in
- List.map (function (uri,t) -> (uri,substaux k t)) exp_named_subst' @
- (filter_and_lift exp_named_subst)
- in
- substaux 1
-;;
-
-(* subst_meta [t_1 ; ... ; t_n] t *)
-(* returns the term [t] where [Rel i] is substituted with [t_i] *)
-(* [t_i] is lifted as usual when it crosses an abstraction *)
-let subst_meta l t =
- let module C = Cic in
- if l = [] then t else
- let rec aux k = function
- C.Rel n as t ->
- if n <= k then t else
- (try
- match List.nth l (n-k-1) with
- None -> raise RelToHiddenHypothesis
- | Some t -> lift k t
- with
- (Failure _) -> assert false
- )
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map
- (function
- None -> None
- | Some t ->
- try
- Some (aux k t)
- with
- RelToHiddenHypothesis -> None
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (aux k te, aux k ty) (*CSC ??? *)
- | C.Prod (n,s,t) -> C.Prod (n, aux k s, aux (k + 1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, aux k s, aux (k + 1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, aux k s, aux (k + 1) t)
- | C.Appl l -> C.Appl (List.map (aux k) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,aux k outt, aux k t, List.map (aux k) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, aux k ty, aux (k+len) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, aux k ty, aux (k+len) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- in
- aux 0 t
-;;
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception CannotSubstInMeta;;
-exception RelToHiddenHypothesis;;
-exception ReferenceToVariable;;
-exception ReferenceToConstant;;
-exception ReferenceToInductiveDefinition;;
-
-(* lift n t *)
-(* lifts [t] of [n] *)
-(* NOTE: the opposite function (delift_rels) is defined in CicMetaSubst *)
-(* since it needs to restrict the metavariables in case of failure *)
-val lift : int -> Cic.term -> Cic.term
-
-
-(* lift from n t *)
-(* as lift but lifts only indexes >= from *)
-val lift_from: int -> int -> Cic.term -> Cic.term
-
-(* subst t1 t2 *)
-(* substitutes [t1] for [Rel 1] in [t2] *)
-val subst : Cic.term -> Cic.term -> Cic.term
-
-(* subst_vars exp_named_subst t2 *)
-(* applies [exp_named_subst] to [t2] *)
-val subst_vars :
- Cic.term Cic.explicit_named_substitution -> Cic.term -> Cic.term
-
-(* subst_meta [t_1 ; ... ; t_n] t *)
-(* returns the term [t] where [Rel i] is substituted with [t_i] *)
-(* [t_i] is lifted as usual when it crosses an abstraction *)
-val subst_meta : (Cic.term option) list -> Cic.term -> Cic.term
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* TODO factorize functions to frequent errors (e.g. "Unknwon mutual inductive
- * ...") *)
-
-open Printf
-
-exception AssertFailure of string Lazy.t;;
-exception TypeCheckerFailure of string Lazy.t;;
-
-let fdebug = ref 0;;
-let debug t context =
- let rec debug_aux t i =
- let module C = Cic in
- let module U = UriManager in
- CicPp.ppobj (C.Variable ("DEBUG", None, t, [], [])) ^ "\n" ^ i
- in
- if !fdebug = 0 then
- raise (TypeCheckerFailure (lazy (List.fold_right debug_aux (t::context) "")))
-;;
-
-let debug_print = fun _ -> () ;;
-
-let rec split l n =
- match (l,n) with
- (l,0) -> ([], l)
- | (he::tl, n) -> let (l1,l2) = split tl (n-1) in (he::l1,l2)
- | (_,_) ->
- raise (TypeCheckerFailure (lazy "Parameters number < left parameters number"))
-;;
-
-let debrujin_constructor uri number_of_types =
- let rec aux k =
- let module C = Cic in
- function
- C.Rel n as t when n <= k -> t
- | C.Rel _ ->
- raise (TypeCheckerFailure (lazy "unbound variable found in constructor type"))
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' = List.map (function None -> None | Some t -> Some (aux k t)) l in
- C.Meta (i,l)
- | C.Sort _
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (aux k te, aux k ty)
- | C.Prod (n,s,t) -> C.Prod (n, aux k s, aux (k+1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, aux k s, aux (k+1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, aux k s, aux (k+1) t)
- | C.Appl l -> C.Appl (List.map (aux k) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri',tyno,exp_named_subst) when UriManager.eq uri uri' ->
- if exp_named_subst != [] then
- raise (TypeCheckerFailure
- (lazy ("non-empty explicit named substitution is applied to "^
- "a mutual inductive type which is being defined"))) ;
- C.Rel (k + number_of_types - tyno) ;
- | C.MutInd (uri',tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.MutInd (uri',tyno,exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> (uri,aux k t)) exp_named_subst
- in
- C.MutConstruct (uri,tyno,consno,exp_named_subst')
- | C.MutCase (sp,i,outty,t,pl) ->
- C.MutCase (sp, i, aux k outty, aux k t,
- List.map (aux k) pl)
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, i, ty, bo) -> (name, i, aux k ty, aux (k+len) bo))
- fl
- in
- C.Fix (i, liftedfl)
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, ty, bo) -> (name, aux k ty, aux (k+len) bo))
- fl
- in
- C.CoFix (i, liftedfl)
- in
- aux 0
-;;
-
-exception CicEnvironmentError;;
-
-let rec type_of_constant ~logger uri ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj,ugraph =
- match CicEnvironment.is_type_checked ~trust:true ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | CicEnvironment.UncheckedObj uobj ->
- logger#log (`Start_type_checking uri) ;
- (* let's typecheck the uncooked obj *)
-
-(****************************************************************
- TASSI: FIXME qui e' inutile ricordarselo,
- tanto poi lo richiediamo alla cache che da quello su disco
-*****************************************************************)
-
- let ugraph_dust =
- (match uobj with
- C.Constant (_,Some te,ty,_,_) ->
- let _,ugraph = type_of ~logger ty ugraph in
- let type_of_te,ugraph' = type_of ~logger te ugraph in
- let b',ugraph'' = (R.are_convertible [] type_of_te ty ugraph') in
- if not b' then
- raise (TypeCheckerFailure (lazy (sprintf
- "the constant %s is not well typed because the type %s of the body is not convertible to the declared type %s"
- (U.string_of_uri uri) (CicPp.ppterm type_of_te)
- (CicPp.ppterm ty))))
- else
- ugraph'
- | C.Constant (_,None,ty,_,_) ->
- (* only to check that ty is well-typed *)
- let _,ugraph' = type_of ~logger ty ugraph in
- ugraph'
- | C.CurrentProof (_,conjs,te,ty,_,_) ->
- let _,ugraph1 =
- List.fold_left
- (fun (metasenv,ugraph) ((_,context,ty) as conj) ->
- let _,ugraph' =
- type_of_aux' ~logger metasenv context ty ugraph
- in
- (metasenv @ [conj],ugraph')
- ) ([],ugraph) conjs
- in
- let _,ugraph2 = type_of_aux' ~logger conjs [] ty ugraph1 in
- let type_of_te,ugraph3 =
- type_of_aux' ~logger conjs [] te ugraph2
- in
- let b,ugraph4 = (R.are_convertible [] type_of_te ty ugraph3) in
- if not b then
- raise (TypeCheckerFailure (lazy (sprintf
- "the current proof %s is not well typed because the type %s of the body is not convertible to the declared type %s"
- (U.string_of_uri uri) (CicPp.ppterm type_of_te)
- (CicPp.ppterm ty))))
- else
- ugraph4
- | _ ->
- raise
- (TypeCheckerFailure (lazy ("Unknown constant:" ^ U.string_of_uri uri))))
- in
- try
- CicEnvironment.set_type_checking_info uri;
- logger#log (`Type_checking_completed uri) ;
- match CicEnvironment.is_type_checked ~trust:false ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | CicEnvironment.UncheckedObj _ -> raise CicEnvironmentError
- with Invalid_argument s ->
- (*debug_print (lazy s);*)
- uobj,ugraph_dust
- in
- match cobj,ugraph with
- (C.Constant (_,_,ty,_,_)),g -> ty,g
- | (C.CurrentProof (_,_,_,ty,_,_)),g -> ty,g
- | _ ->
- raise (TypeCheckerFailure (lazy ("Unknown constant:" ^ U.string_of_uri uri)))
-
-and type_of_variable ~logger uri ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- (* 0 because a variable is never cooked => no partial cooking at one level *)
- match CicEnvironment.is_type_checked ~trust:true ugraph uri with
- CicEnvironment.CheckedObj ((C.Variable (_,_,ty,_,_)),ugraph') -> ty,ugraph'
- | CicEnvironment.UncheckedObj (C.Variable (_,bo,ty,_,_)) ->
- logger#log (`Start_type_checking uri) ;
- (* only to check that ty is well-typed *)
- let _,ugraph1 = type_of ~logger ty ugraph in
- let ugraph2 =
- (match bo with
- None -> ugraph
- | Some bo ->
- let ty_bo,ugraph' = type_of ~logger bo ugraph1 in
- let b,ugraph'' = (R.are_convertible [] ty_bo ty ugraph') in
- if not b then
- raise (TypeCheckerFailure
- (lazy ("Unknown variable:" ^ U.string_of_uri uri)))
- else
- ugraph'')
- in
- (try
- CicEnvironment.set_type_checking_info uri ;
- logger#log (`Type_checking_completed uri) ;
- match CicEnvironment.is_type_checked ~trust:false ugraph uri with
- CicEnvironment.CheckedObj ((C.Variable (_,_,ty,_,_)),ugraph') ->
- ty,ugraph'
- | CicEnvironment.CheckedObj _
- | CicEnvironment.UncheckedObj _ -> raise CicEnvironmentError
- with Invalid_argument s ->
- (*debug_print (lazy s);*)
- ty,ugraph2)
- | _ ->
- raise (TypeCheckerFailure (lazy ("Unknown variable:" ^ U.string_of_uri uri)))
-
-and does_not_occur ?(subst=[]) context n nn te =
- let module C = Cic in
- (*CSC: whd sembra essere superflua perche' un caso in cui l'occorrenza *)
- (*CSC: venga mangiata durante la whd sembra presentare problemi di *)
- (*CSC: universi *)
- match CicReduction.whd ~subst context te with
- C.Rel m when m > n && m <= nn -> false
- | C.Rel _
- | C.Sort _
- | C.Implicit _ -> true
- | C.Meta (_,l) ->
- List.fold_right
- (fun x i ->
- match x with
- None -> i
- | Some x -> i && does_not_occur ~subst context n nn x) l true
- | C.Cast (te,ty) ->
- does_not_occur ~subst context n nn te && does_not_occur ~subst context n nn ty
- | C.Prod (name,so,dest) ->
- does_not_occur ~subst context n nn so &&
- does_not_occur ~subst ((Some (name,(C.Decl so)))::context) (n + 1)
- (nn + 1) dest
- | C.Lambda (name,so,dest) ->
- does_not_occur ~subst context n nn so &&
- does_not_occur ~subst ((Some (name,(C.Decl so)))::context) (n + 1) (nn + 1)
- dest
- | C.LetIn (name,so,dest) ->
- does_not_occur ~subst context n nn so &&
- does_not_occur ~subst ((Some (name,(C.Def (so,None))))::context)
- (n + 1) (nn + 1) dest
- | C.Appl l ->
- List.fold_right (fun x i -> i && does_not_occur ~subst context n nn x) l true
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst)
- | C.MutInd (_,_,exp_named_subst)
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right (fun (_,x) i -> i && does_not_occur ~subst context n nn x)
- exp_named_subst true
- | C.MutCase (_,_,out,te,pl) ->
- does_not_occur ~subst context n nn out && does_not_occur ~subst context n nn te &&
- List.fold_right (fun x i -> i && does_not_occur ~subst context n nn x) pl true
- | C.Fix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len in
- let nn_plus_len = nn + len in
- let tys =
- List.map (fun (n,_,ty,_) -> Some (C.Name n,(Cic.Decl ty))) fl
- in
- List.fold_right
- (fun (_,_,ty,bo) i ->
- i && does_not_occur ~subst context n nn ty &&
- does_not_occur ~subst (tys @ context) n_plus_len nn_plus_len bo
- ) fl true
- | C.CoFix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len in
- let nn_plus_len = nn + len in
- let tys =
- List.map (fun (n,ty,_) -> Some (C.Name n,(Cic.Decl ty))) fl
- in
- List.fold_right
- (fun (_,ty,bo) i ->
- i && does_not_occur ~subst context n nn ty &&
- does_not_occur ~subst (tys @ context) n_plus_len nn_plus_len bo
- ) fl true
-
-(*CSC l'indice x dei tipi induttivi e' t.c. n < x <= nn *)
-(*CSC questa funzione e' simile alla are_all_occurrences_positive, ma fa *)
-(*CSC dei controlli leggermente diversi. Viene invocata solamente dalla *)
-(*CSC strictly_positive *)
-(*CSC definizione (giusta???) tratta dalla mail di Hugo ;-) *)
-and weakly_positive context n nn uri te =
- let module C = Cic in
-(*CSC: Che schifo! Bisogna capire meglio e trovare una soluzione ragionevole!*)
- let dummy_mutind =
- C.MutInd (HelmLibraryObjects.Datatypes.nat_URI,0,[])
- in
- (*CSC: mettere in cicSubstitution *)
- let rec subst_inductive_type_with_dummy_mutind =
- function
- C.MutInd (uri',0,_) when UriManager.eq uri' uri ->
- dummy_mutind
- | C.Appl ((C.MutInd (uri',0,_))::tl) when UriManager.eq uri' uri ->
- dummy_mutind
- | C.Cast (te,ty) -> subst_inductive_type_with_dummy_mutind te
- | C.Prod (name,so,ta) ->
- C.Prod (name, subst_inductive_type_with_dummy_mutind so,
- subst_inductive_type_with_dummy_mutind ta)
- | C.Lambda (name,so,ta) ->
- C.Lambda (name, subst_inductive_type_with_dummy_mutind so,
- subst_inductive_type_with_dummy_mutind ta)
- | C.Appl tl ->
- C.Appl (List.map subst_inductive_type_with_dummy_mutind tl)
- | C.MutCase (uri,i,outtype,term,pl) ->
- C.MutCase (uri,i,
- subst_inductive_type_with_dummy_mutind outtype,
- subst_inductive_type_with_dummy_mutind term,
- List.map subst_inductive_type_with_dummy_mutind pl)
- | C.Fix (i,fl) ->
- C.Fix (i,List.map (fun (name,i,ty,bo) -> (name,i,
- subst_inductive_type_with_dummy_mutind ty,
- subst_inductive_type_with_dummy_mutind bo)) fl)
- | C.CoFix (i,fl) ->
- C.CoFix (i,List.map (fun (name,ty,bo) -> (name,
- subst_inductive_type_with_dummy_mutind ty,
- subst_inductive_type_with_dummy_mutind bo)) fl)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (uri,subst_inductive_type_with_dummy_mutind t))
- exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (uri,subst_inductive_type_with_dummy_mutind t))
- exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map
- (function (uri,t) -> (uri,subst_inductive_type_with_dummy_mutind t))
- exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | t -> t
- in
- match CicReduction.whd context te with
- C.Appl ((C.MutInd (uri',0,_))::tl) when UriManager.eq uri' uri -> true
- | C.MutInd (uri',0,_) when UriManager.eq uri' uri -> true
- | C.Prod (C.Anonymous,source,dest) ->
- strictly_positive context n nn
- (subst_inductive_type_with_dummy_mutind source) &&
- weakly_positive ((Some (C.Anonymous,(C.Decl source)))::context)
- (n + 1) (nn + 1) uri dest
- | C.Prod (name,source,dest) when
- does_not_occur ((Some (name,(C.Decl source)))::context) 0 n dest ->
- (* dummy abstraction, so we behave as in the anonimous case *)
- strictly_positive context n nn
- (subst_inductive_type_with_dummy_mutind source) &&
- weakly_positive ((Some (name,(C.Decl source)))::context)
- (n + 1) (nn + 1) uri dest
- | C.Prod (name,source,dest) ->
- does_not_occur context n nn
- (subst_inductive_type_with_dummy_mutind source)&&
- weakly_positive ((Some (name,(C.Decl source)))::context)
- (n + 1) (nn + 1) uri dest
- | _ ->
- raise (TypeCheckerFailure (lazy "Malformed inductive constructor type"))
-
-(* instantiate_parameters ps (x1:T1)...(xn:Tn)C *)
-(* returns ((x_|ps|:T_|ps|)...(xn:Tn)C){ps_1 / x1 ; ... ; ps_|ps| / x_|ps|} *)
-and instantiate_parameters params c =
- let module C = Cic in
- match (c,params) with
- (c,[]) -> c
- | (C.Prod (_,_,ta), he::tl) ->
- instantiate_parameters tl
- (CicSubstitution.subst he ta)
- | (C.Cast (te,_), _) -> instantiate_parameters params te
- | (t,l) -> raise (AssertFailure (lazy "1"))
-
-and strictly_positive context n nn te =
- let module C = Cic in
- let module U = UriManager in
- match CicReduction.whd context te with
- C.Rel _ -> true
- | C.Cast (te,ty) ->
- (*CSC: bisogna controllare ty????*)
- strictly_positive context n nn te
- | C.Prod (name,so,ta) ->
- does_not_occur context n nn so &&
- strictly_positive ((Some (name,(C.Decl so)))::context) (n+1) (nn+1) ta
- | C.Appl ((C.Rel m)::tl) when m > n && m <= nn ->
- List.fold_right (fun x i -> i && does_not_occur context n nn x) tl true
- | C.Appl ((C.MutInd (uri,i,exp_named_subst))::tl) ->
- let (ok,paramsno,ity,cl,name) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tl,_,paramsno,_) ->
- let (name,_,ity,cl) = List.nth tl i in
- (List.length tl = 1, paramsno, ity, cl, name)
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown inductive type:" ^ U.string_of_uri uri)))
- in
- let (params,arguments) = split tl paramsno in
- let lifted_params = List.map (CicSubstitution.lift 1) params in
- let cl' =
- List.map
- (fun (_,te) ->
- instantiate_parameters lifted_params
- (CicSubstitution.subst_vars exp_named_subst te)
- ) cl
- in
- ok &&
- List.fold_right
- (fun x i -> i && does_not_occur context n nn x)
- arguments true &&
- (*CSC: MEGAPATCH3 (sara' quella giusta?)*)
- List.fold_right
- (fun x i ->
- i &&
- weakly_positive
- ((Some (C.Name name,(Cic.Decl ity)))::context) (n+1) (nn+1) uri
- x
- ) cl' true
- | t -> does_not_occur context n nn t
-
-(* the inductive type indexes are s.t. n < x <= nn *)
-and are_all_occurrences_positive context uri indparamsno i n nn te =
- let module C = Cic in
- match CicReduction.whd context te with
- C.Appl ((C.Rel m)::tl) when m = i ->
- (*CSC: riscrivere fermandosi a 0 *)
- (* let's check if the inductive type is applied at least to *)
- (* indparamsno parameters *)
- let last =
- List.fold_left
- (fun k x ->
- if k = 0 then 0
- else
- match CicReduction.whd context x with
- C.Rel m when m = n - (indparamsno - k) -> k - 1
- | _ ->
- raise (TypeCheckerFailure
- (lazy
- ("Non-positive occurence in mutual inductive definition(s) [1]" ^
- UriManager.string_of_uri uri)))
- ) indparamsno tl
- in
- if last = 0 then
- List.fold_right (fun x i -> i && does_not_occur context n nn x) tl true
- else
- raise (TypeCheckerFailure
- (lazy ("Non-positive occurence in mutual inductive definition(s) [2]"^
- UriManager.string_of_uri uri)))
- | C.Rel m when m = i ->
- if indparamsno = 0 then
- true
- else
- raise (TypeCheckerFailure
- (lazy ("Non-positive occurence in mutual inductive definition(s) [3]"^
- UriManager.string_of_uri uri)))
- | C.Prod (C.Anonymous,source,dest) ->
- strictly_positive context n nn source &&
- are_all_occurrences_positive
- ((Some (C.Anonymous,(C.Decl source)))::context) uri indparamsno
- (i+1) (n + 1) (nn + 1) dest
- | C.Prod (name,source,dest) when
- does_not_occur ((Some (name,(C.Decl source)))::context) 0 n dest ->
- (* dummy abstraction, so we behave as in the anonimous case *)
- strictly_positive context n nn source &&
- are_all_occurrences_positive
- ((Some (name,(C.Decl source)))::context) uri indparamsno
- (i+1) (n + 1) (nn + 1) dest
- | C.Prod (name,source,dest) ->
- does_not_occur context n nn source &&
- are_all_occurrences_positive ((Some (name,(C.Decl source)))::context)
- uri indparamsno (i+1) (n + 1) (nn + 1) dest
- | _ ->
- raise
- (TypeCheckerFailure (lazy ("Malformed inductive constructor type " ^
- (UriManager.string_of_uri uri))))
-
-(* Main function to checks the correctness of a mutual *)
-(* inductive block definition. This is the function *)
-(* exported to the proof-engine. *)
-and typecheck_mutual_inductive_defs ~logger uri (itl,_,indparamsno) ugraph =
- let module U = UriManager in
- (* let's check if the arity of the inductive types are well *)
- (* formed *)
- let ugrap1 = List.fold_left
- (fun ugraph (_,_,x,_) -> let _,ugraph' =
- type_of ~logger x ugraph in ugraph')
- ugraph itl in
-
- (* let's check if the types of the inductive constructors *)
- (* are well formed. *)
- (* In order not to use type_of_aux we put the types of the *)
- (* mutual inductive types at the head of the types of the *)
- (* constructors using Prods *)
- let len = List.length itl in
- let tys =
- List.map (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) itl in
- let _,ugraph2 =
- List.fold_right
- (fun (_,_,_,cl) (i,ugraph) ->
- let ugraph'' =
- List.fold_left
- (fun ugraph (name,te) ->
- let debrujinedte = debrujin_constructor uri len te in
- let augmented_term =
- List.fold_right
- (fun (name,_,ty,_) i -> Cic.Prod (Cic.Name name, ty, i))
- itl debrujinedte
- in
- let _,ugraph' = type_of ~logger augmented_term ugraph in
- (* let's check also the positivity conditions *)
- if
- not
- (are_all_occurrences_positive tys uri indparamsno i 0 len
- debrujinedte)
- then
- raise
- (TypeCheckerFailure
- (lazy ("Non positive occurence in " ^ U.string_of_uri uri)))
- else
- ugraph'
- ) ugraph cl in
- (i + 1),ugraph''
- ) itl (1,ugraph)
- in
- ugraph2
-
-(* Main function to checks the correctness of a mutual *)
-(* inductive block definition. *)
-and check_mutual_inductive_defs uri obj ugraph =
- match obj with
- Cic.InductiveDefinition (itl, params, indparamsno, _) ->
- typecheck_mutual_inductive_defs uri (itl,params,indparamsno) ugraph
- | _ ->
- raise (TypeCheckerFailure (
- lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
-
-and type_of_mutual_inductive_defs ~logger uri i ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj,ugraph1 =
- match CicEnvironment.is_type_checked ~trust:true ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | CicEnvironment.UncheckedObj uobj ->
- logger#log (`Start_type_checking uri) ;
- let ugraph1_dust =
- check_mutual_inductive_defs ~logger uri uobj ugraph
- in
- (* TASSI: FIXME: check ugraph1 == ugraph ritornato da env *)
- try
- CicEnvironment.set_type_checking_info uri ;
- logger#log (`Type_checking_completed uri) ;
- (match CicEnvironment.is_type_checked ~trust:false ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> (cobj,ugraph')
- | CicEnvironment.UncheckedObj _ -> raise CicEnvironmentError
- )
- with
- Invalid_argument s ->
- (*debug_print (lazy s);*)
- uobj,ugraph1_dust
- in
- match cobj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,arity,_) = List.nth dl i in
- arity,ugraph1
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^ U.string_of_uri uri)))
-
-and type_of_mutual_inductive_constr ~logger uri i j ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let cobj,ugraph1 =
- match CicEnvironment.is_type_checked ~trust:true ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | CicEnvironment.UncheckedObj uobj ->
- logger#log (`Start_type_checking uri) ;
- let ugraph1_dust =
- check_mutual_inductive_defs ~logger uri uobj ugraph
- in
- (* check ugraph1 validity ??? == ugraph' *)
- try
- CicEnvironment.set_type_checking_info uri ;
- logger#log (`Type_checking_completed uri) ;
- (match
- CicEnvironment.is_type_checked ~trust:false ugraph uri
- with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | CicEnvironment.UncheckedObj _ ->
- raise CicEnvironmentError)
- with
- Invalid_argument s ->
- (*debug_print (lazy s);*)
- uobj,ugraph1_dust
- in
- match cobj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cl) = List.nth dl i in
- let (_,ty) = List.nth cl (j-1) in
- ty,ugraph1
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^ UriManager.string_of_uri uri)))
-
-and recursive_args context n nn te =
- let module C = Cic in
- match CicReduction.whd context te with
- C.Rel _ -> []
- | C.Var _
- | C.Meta _
- | C.Sort _
- | C.Implicit _
- | C.Cast _ (*CSC ??? *) ->
- raise (AssertFailure (lazy "3")) (* due to type-checking *)
- | C.Prod (name,so,de) ->
- (not (does_not_occur context n nn so)) ::
- (recursive_args ((Some (name,(C.Decl so)))::context) (n+1) (nn + 1) de)
- | C.Lambda _
- | C.LetIn _ ->
- raise (AssertFailure (lazy "4")) (* due to type-checking *)
- | C.Appl _ -> []
- | C.Const _ -> raise (AssertFailure (lazy "5"))
- | C.MutInd _
- | C.MutConstruct _
- | C.MutCase _
- | C.Fix _
- | C.CoFix _ -> raise (AssertFailure (lazy "6")) (* due to type-checking *)
-
-and get_new_safes ~subst context p c rl safes n nn x =
- let module C = Cic in
- let module U = UriManager in
- let module R = CicReduction in
- match (R.whd ~subst context c, R.whd ~subst context p, rl) with
- (C.Prod (_,so,ta1), C.Lambda (name,_,ta2), b::tl) ->
- (* we are sure that the two sources are convertible because we *)
- (* have just checked this. So let's go along ... *)
- let safes' =
- List.map (fun x -> x + 1) safes
- in
- let safes'' =
- if b then 1::safes' else safes'
- in
- get_new_safes ~subst ((Some (name,(C.Decl so)))::context)
- ta2 ta1 tl safes'' (n+1) (nn+1) (x+1)
- | (C.Prod _, (C.MutConstruct _ as e), _)
- | (C.Prod _, (C.Rel _ as e), _)
- | (C.MutInd _, e, [])
- | (C.Appl _, e, []) -> (e,safes,n,nn,x,context)
- | (c,p,l) ->
- (* CSC: If the next exception is raised, it just means that *)
- (* CSC: the proof-assistant allows to use very strange things *)
- (* CSC: as a branch of a case whose type is a Prod. In *)
- (* CSC: particular, this means that a new (C.Prod, x,_) case *)
- (* CSC: must be considered in this match. (e.g. x = MutCase) *)
- raise
- (AssertFailure (lazy
- (Printf.sprintf "Get New Safes: c=%s ; p=%s"
- (CicPp.ppterm c) (CicPp.ppterm p))))
-
-and split_prods ~subst context n te =
- let module C = Cic in
- let module R = CicReduction in
- match (n, R.whd ~subst context te) with
- (0, _) -> context,te
- | (n, C.Prod (name,so,ta)) when n > 0 ->
- split_prods ~subst ((Some (name,(C.Decl so)))::context) (n - 1) ta
- | (_, _) -> raise (AssertFailure (lazy "8"))
-
-and eat_lambdas ~subst context n te =
- let module C = Cic in
- let module R = CicReduction in
- match (n, R.whd ~subst context te) with
- (0, _) -> (te, 0, context)
- | (n, C.Lambda (name,so,ta)) when n > 0 ->
- let (te, k, context') =
- eat_lambdas ~subst ((Some (name,(C.Decl so)))::context) (n - 1) ta
- in
- (te, k + 1, context')
- | (n, te) ->
- raise (AssertFailure (lazy (sprintf "9 (%d, %s)" n (CicPp.ppterm te))))
-
-(*CSC: Tutto quello che segue e' l'intuzione di luca ;-) *)
-and check_is_really_smaller_arg ~subst context n nn kl x safes te =
- (*CSC: forse la whd si puo' fare solo quando serve veramente. *)
- (*CSC: cfr guarded_by_destructors *)
- let module C = Cic in
- let module U = UriManager in
- match CicReduction.whd ~subst context te with
- C.Rel m when List.mem m safes -> true
- | C.Rel _ -> false
- | C.Var _
- | C.Meta _
- | C.Sort _
- | C.Implicit _
- | C.Cast _
-(* | C.Cast (te,ty) ->
- check_is_really_smaller_arg ~subst n nn kl x safes te &&
- check_is_really_smaller_arg ~subst n nn kl x safes ty*)
-(* | C.Prod (_,so,ta) ->
- check_is_really_smaller_arg ~subst n nn kl x safes so &&
- check_is_really_smaller_arg ~subst (n+1) (nn+1) kl (x+1)
- (List.map (fun x -> x + 1) safes) ta*)
- | C.Prod _ -> raise (AssertFailure (lazy "10"))
- | C.Lambda (name,so,ta) ->
- check_is_really_smaller_arg ~subst context n nn kl x safes so &&
- check_is_really_smaller_arg ~subst ((Some (name,(C.Decl so)))::context)
- (n+1) (nn+1) kl (x+1) (List.map (fun x -> x + 1) safes) ta
- | C.LetIn (name,so,ta) ->
- check_is_really_smaller_arg ~subst context n nn kl x safes so &&
- check_is_really_smaller_arg ~subst ((Some (name,(C.Def (so,None))))::context)
- (n+1) (nn+1) kl (x+1) (List.map (fun x -> x + 1) safes) ta
- | C.Appl (he::_) ->
- (*CSC: sulla coda ci vogliono dei controlli? secondo noi no, ma *)
- (*CSC: solo perche' non abbiamo trovato controesempi *)
- check_is_really_smaller_arg ~subst context n nn kl x safes he
- | C.Appl [] -> raise (AssertFailure (lazy "11"))
- | C.Const _
- | C.MutInd _ -> raise (AssertFailure (lazy "12"))
- | C.MutConstruct _ -> false
- | C.MutCase (uri,i,outtype,term,pl) ->
- (match term with
- C.Rel m when List.mem m safes || m = x ->
- let (tys,len,isinductive,paramsno,cl) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tl,_,paramsno,_) ->
- let tys =
- List.map
- (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) tl
- in
- let (_,isinductive,_,cl) = List.nth tl i in
- let cl' =
- List.map
- (fun (id,ty) ->
- (id, snd (split_prods ~subst tys paramsno ty))) cl
- in
- (tys,List.length tl,isinductive,paramsno,cl')
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- in
- if not isinductive then
- List.fold_right
- (fun p i ->
- i && check_is_really_smaller_arg ~subst context n nn kl x safes p)
- pl true
- else
- let pl_and_cl =
- try
- List.combine pl cl
- with
- Invalid_argument _ ->
- raise (TypeCheckerFailure (lazy "not enough patterns"))
- in
- List.fold_right
- (fun (p,(_,c)) i ->
- let rl' =
- let debrujinedte = debrujin_constructor uri len c in
- recursive_args tys 0 len debrujinedte
- in
- let (e,safes',n',nn',x',context') =
- get_new_safes ~subst context p c rl' safes n nn x
- in
- i &&
- check_is_really_smaller_arg ~subst context' n' nn' kl x' safes' e
- ) pl_and_cl true
- | C.Appl ((C.Rel m)::tl) when List.mem m safes || m = x ->
- let (tys,len,isinductive,paramsno,cl) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tl,_,paramsno,_) ->
- let (_,isinductive,_,cl) = List.nth tl i in
- let tys =
- List.map (fun (n,_,ty,_) ->
- Some(Cic.Name n,(Cic.Decl ty))) tl
- in
- let cl' =
- List.map
- (fun (id,ty) ->
- (id, snd (split_prods ~subst tys paramsno ty))) cl
- in
- (tys,List.length tl,isinductive,paramsno,cl')
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- in
- if not isinductive then
- List.fold_right
- (fun p i ->
- i && check_is_really_smaller_arg ~subst context n nn kl x safes p)
- pl true
- else
- let pl_and_cl =
- try
- List.combine pl cl
- with
- Invalid_argument _ ->
- raise (TypeCheckerFailure (lazy "not enough patterns"))
- in
- (*CSC: supponiamo come prima che nessun controllo sia necessario*)
- (*CSC: sugli argomenti di una applicazione *)
- List.fold_right
- (fun (p,(_,c)) i ->
- let rl' =
- let debrujinedte = debrujin_constructor uri len c in
- recursive_args tys 0 len debrujinedte
- in
- let (e, safes',n',nn',x',context') =
- get_new_safes ~subst context p c rl' safes n nn x
- in
- i &&
- check_is_really_smaller_arg ~subst context' n' nn' kl x' safes' e
- ) pl_and_cl true
- | _ ->
- List.fold_right
- (fun p i ->
- i && check_is_really_smaller_arg ~subst context n nn kl x safes p
- ) pl true
- )
- | C.Fix (_, fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- and x_plus_len = x + len
- and tys = List.map (fun (n,_,ty,_) -> Some (C.Name n,(C.Decl ty))) fl
- and safes' = List.map (fun x -> x + len) safes in
- List.fold_right
- (fun (_,_,ty,bo) i ->
- i &&
- check_is_really_smaller_arg ~subst (tys@context) n_plus_len nn_plus_len kl
- x_plus_len safes' bo
- ) fl true
- | C.CoFix (_, fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- and x_plus_len = x + len
- and tys = List.map (fun (n,ty,_) -> Some (C.Name n,(C.Decl ty))) fl
- and safes' = List.map (fun x -> x + len) safes in
- List.fold_right
- (fun (_,ty,bo) i ->
- i &&
- check_is_really_smaller_arg ~subst (tys@context) n_plus_len nn_plus_len kl
- x_plus_len safes' bo
- ) fl true
-
-and guarded_by_destructors ~subst context n nn kl x safes =
- let module C = Cic in
- let module U = UriManager in
- function
- C.Rel m when m > n && m <= nn -> false
- | C.Rel m ->
- (match List.nth context (n-1) with
- Some (_,C.Decl _) -> true
- | Some (_,C.Def (bo,_)) ->
- guarded_by_destructors ~subst context m nn kl x safes
- (CicSubstitution.lift m bo)
- | None -> raise (TypeCheckerFailure (lazy "Reference to deleted hypothesis"))
- )
- | C.Meta _
- | C.Sort _
- | C.Implicit _ -> true
- | C.Cast (te,ty) ->
- guarded_by_destructors ~subst context n nn kl x safes te &&
- guarded_by_destructors ~subst context n nn kl x safes ty
- | C.Prod (name,so,ta) ->
- guarded_by_destructors ~subst context n nn kl x safes so &&
- guarded_by_destructors ~subst ((Some (name,(C.Decl so)))::context)
- (n+1) (nn+1) kl (x+1) (List.map (fun x -> x + 1) safes) ta
- | C.Lambda (name,so,ta) ->
- guarded_by_destructors ~subst context n nn kl x safes so &&
- guarded_by_destructors ~subst ((Some (name,(C.Decl so)))::context)
- (n+1) (nn+1) kl (x+1) (List.map (fun x -> x + 1) safes) ta
- | C.LetIn (name,so,ta) ->
- guarded_by_destructors ~subst context n nn kl x safes so &&
- guarded_by_destructors ~subst ((Some (name,(C.Def (so,None))))::context)
- (n+1) (nn+1) kl (x+1) (List.map (fun x -> x + 1) safes) ta
- | C.Appl ((C.Rel m)::tl) when m > n && m <= nn ->
- let k = List.nth kl (m - n - 1) in
- if not (List.length tl > k) then false
- else
- List.fold_right
- (fun param i ->
- i && guarded_by_destructors ~subst context n nn kl x safes param
- ) tl true &&
- check_is_really_smaller_arg ~subst context n nn kl x safes (List.nth tl k)
- | C.Appl tl ->
- List.fold_right
- (fun t i -> i && guarded_by_destructors ~subst context n nn kl x safes t)
- tl true
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst)
- | C.MutInd (_,_,exp_named_subst)
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right
- (fun (_,t) i -> i && guarded_by_destructors ~subst context n nn kl x safes t)
- exp_named_subst true
- | C.MutCase (uri,i,outtype,term,pl) ->
- (match CicReduction.whd ~subst context term with
- C.Rel m when List.mem m safes || m = x ->
- let (tys,len,isinductive,paramsno,cl) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tl,_,paramsno,_) ->
- let len = List.length tl in
- let (_,isinductive,_,cl) = List.nth tl i in
- let tys =
- List.map (fun (n,_,ty,_) ->
- Some(Cic.Name n,(Cic.Decl ty))) tl
- in
- let cl' =
- List.map
- (fun (id,ty) ->
- let debrujinedty = debrujin_constructor uri len ty in
- (id, snd (split_prods ~subst tys paramsno ty),
- snd (split_prods ~subst tys paramsno debrujinedty)
- )) cl
- in
- (tys,len,isinductive,paramsno,cl')
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- in
- if not isinductive then
- guarded_by_destructors ~subst context n nn kl x safes outtype &&
- guarded_by_destructors ~subst context n nn kl x safes term &&
- (*CSC: manca ??? il controllo sul tipo di term? *)
- List.fold_right
- (fun p i ->
- i && guarded_by_destructors ~subst context n nn kl x safes p)
- pl true
- else
- let pl_and_cl =
- try
- List.combine pl cl
- with
- Invalid_argument _ ->
- raise (TypeCheckerFailure (lazy "not enough patterns"))
- in
- guarded_by_destructors ~subst context n nn kl x safes outtype &&
- (*CSC: manca ??? il controllo sul tipo di term? *)
- List.fold_right
- (fun (p,(_,c,brujinedc)) i ->
- let rl' = recursive_args tys 0 len brujinedc in
- let (e,safes',n',nn',x',context') =
- get_new_safes ~subst context p c rl' safes n nn x
- in
- i &&
- guarded_by_destructors ~subst context' n' nn' kl x' safes' e
- ) pl_and_cl true
- | C.Appl ((C.Rel m)::tl) when List.mem m safes || m = x ->
- let (tys,len,isinductive,paramsno,cl) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tl,_,paramsno,_) ->
- let (_,isinductive,_,cl) = List.nth tl i in
- let tys =
- List.map
- (fun (n,_,ty,_) -> Some(Cic.Name n,(Cic.Decl ty))) tl
- in
- let cl' =
- List.map
- (fun (id,ty) ->
- (id, snd (split_prods ~subst tys paramsno ty))) cl
- in
- (tys,List.length tl,isinductive,paramsno,cl')
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- in
- if not isinductive then
- guarded_by_destructors ~subst context n nn kl x safes outtype &&
- guarded_by_destructors ~subst context n nn kl x safes term &&
- (*CSC: manca ??? il controllo sul tipo di term? *)
- List.fold_right
- (fun p i ->
- i && guarded_by_destructors ~subst context n nn kl x safes p)
- pl true
- else
- let pl_and_cl =
- try
- List.combine pl cl
- with
- Invalid_argument _ ->
- raise (TypeCheckerFailure (lazy "not enough patterns"))
- in
- guarded_by_destructors ~subst context n nn kl x safes outtype &&
- (*CSC: manca ??? il controllo sul tipo di term? *)
- List.fold_right
- (fun t i ->
- i && guarded_by_destructors ~subst context n nn kl x safes t)
- tl true &&
- List.fold_right
- (fun (p,(_,c)) i ->
- let rl' =
- let debrujinedte = debrujin_constructor uri len c in
- recursive_args tys 0 len debrujinedte
- in
- let (e, safes',n',nn',x',context') =
- get_new_safes ~subst context p c rl' safes n nn x
- in
- i &&
- guarded_by_destructors ~subst context' n' nn' kl x' safes' e
- ) pl_and_cl true
- | _ ->
- guarded_by_destructors ~subst context n nn kl x safes outtype &&
- guarded_by_destructors ~subst context n nn kl x safes term &&
- (*CSC: manca ??? il controllo sul tipo di term? *)
- List.fold_right
- (fun p i -> i && guarded_by_destructors ~subst context n nn kl x safes p)
- pl true
- )
- | C.Fix (_, fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- and x_plus_len = x + len
- and tys = List.map (fun (n,_,ty,_) -> Some (C.Name n,(C.Decl ty))) fl
- and safes' = List.map (fun x -> x + len) safes in
- List.fold_right
- (fun (_,_,ty,bo) i ->
- i && guarded_by_destructors ~subst context n nn kl x_plus_len safes' ty &&
- guarded_by_destructors ~subst (tys@context) n_plus_len nn_plus_len kl
- x_plus_len safes' bo
- ) fl true
- | C.CoFix (_, fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- and x_plus_len = x + len
- and tys = List.map (fun (n,ty,_) -> Some (C.Name n,(C.Decl ty))) fl
- and safes' = List.map (fun x -> x + len) safes in
- List.fold_right
- (fun (_,ty,bo) i ->
- i &&
- guarded_by_destructors ~subst context n nn kl x_plus_len safes' ty &&
- guarded_by_destructors ~subst (tys@context) n_plus_len nn_plus_len kl
- x_plus_len safes' bo
- ) fl true
-
-(* the boolean h means already protected *)
-(* args is the list of arguments the type of the constructor that may be *)
-(* found in head position must be applied to. *)
-and guarded_by_constructors ~subst context n nn h te args coInductiveTypeURI =
- let module C = Cic in
- (*CSC: There is a lot of code replication between the cases X and *)
- (*CSC: (C.Appl X tl). Maybe it will be better to define a function *)
- (*CSC: that maps X into (C.Appl X []) when X is not already a C.Appl *)
- match CicReduction.whd ~subst context te with
- C.Rel m when m > n && m <= nn -> h
- | C.Rel _ -> true
- | C.Meta _
- | C.Sort _
- | C.Implicit _
- | C.Cast _
- | C.Prod _
- | C.LetIn _ ->
- (* the term has just been type-checked *)
- raise (AssertFailure (lazy "17"))
- | C.Lambda (name,so,de) ->
- does_not_occur ~subst context n nn so &&
- guarded_by_constructors ~subst ((Some (name,(C.Decl so)))::context)
- (n + 1) (nn + 1) h de args coInductiveTypeURI
- | C.Appl ((C.Rel m)::tl) when m > n && m <= nn ->
- h &&
- List.fold_right (fun x i -> i && does_not_occur ~subst context n nn x) tl true
- | C.Appl ((C.MutConstruct (uri,i,j,exp_named_subst))::tl) ->
- let consty =
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj ~trust:false CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.InductiveDefinition (itl,_,_,_) ->
- let (_,_,_,cl) = List.nth itl i in
- let (_,cons) = List.nth cl (j - 1) in
- CicSubstitution.subst_vars exp_named_subst cons
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^ UriManager.string_of_uri uri)))
- in
- let rec analyse_branch context ty te =
- match CicReduction.whd ~subst context ty with
- C.Meta _ -> raise (AssertFailure (lazy "34"))
- | C.Rel _
- | C.Var _
- | C.Sort _ ->
- does_not_occur ~subst context n nn te
- | C.Implicit _
- | C.Cast _ ->
- raise (AssertFailure (lazy "24"))(* due to type-checking *)
- | C.Prod (name,so,de) ->
- analyse_branch ((Some (name,(C.Decl so)))::context) de te
- | C.Lambda _
- | C.LetIn _ ->
- raise (AssertFailure (lazy "25"))(* due to type-checking *)
- | C.Appl ((C.MutInd (uri,_,_))::_) as ty
- when uri == coInductiveTypeURI ->
- guarded_by_constructors ~subst context n nn true te []
- coInductiveTypeURI
- | C.Appl ((C.MutInd (uri,_,_))::_) as ty ->
- guarded_by_constructors ~subst context n nn true te tl
- coInductiveTypeURI
- | C.Appl _ ->
- does_not_occur ~subst context n nn te
- | C.Const _ -> raise (AssertFailure (lazy "26"))
- | C.MutInd (uri,_,_) when uri == coInductiveTypeURI ->
- guarded_by_constructors ~subst context n nn true te []
- coInductiveTypeURI
- | C.MutInd _ ->
- does_not_occur ~subst context n nn te
- | C.MutConstruct _ -> raise (AssertFailure (lazy "27"))
- (*CSC: we do not consider backbones with a MutCase, Fix, Cofix *)
- (*CSC: in head position. *)
- | C.MutCase _
- | C.Fix _
- | C.CoFix _ ->
- raise (AssertFailure (lazy "28"))(* due to type-checking *)
- in
- let rec analyse_instantiated_type context ty l =
- match CicReduction.whd ~subst context ty with
- C.Rel _
- | C.Var _
- | C.Meta _
- | C.Sort _
- | C.Implicit _
- | C.Cast _ -> raise (AssertFailure (lazy "29"))(* due to type-checking *)
- | C.Prod (name,so,de) ->
- begin
- match l with
- [] -> true
- | he::tl ->
- analyse_branch context so he &&
- analyse_instantiated_type
- ((Some (name,(C.Decl so)))::context) de tl
- end
- | C.Lambda _
- | C.LetIn _ ->
- raise (AssertFailure (lazy "30"))(* due to type-checking *)
- | C.Appl _ ->
- List.fold_left
- (fun i x -> i && does_not_occur ~subst context n nn x) true l
- | C.Const _ -> raise (AssertFailure (lazy "31"))
- | C.MutInd _ ->
- List.fold_left
- (fun i x -> i && does_not_occur ~subst context n nn x) true l
- | C.MutConstruct _ -> raise (AssertFailure (lazy "32"))
- (*CSC: we do not consider backbones with a MutCase, Fix, Cofix *)
- (*CSC: in head position. *)
- | C.MutCase _
- | C.Fix _
- | C.CoFix _ ->
- raise (AssertFailure (lazy "33"))(* due to type-checking *)
- in
- let rec instantiate_type args consty =
- function
- [] -> true
- | tlhe::tltl as l ->
- let consty' = CicReduction.whd ~subst context consty in
- match args with
- he::tl ->
- begin
- match consty' with
- C.Prod (_,_,de) ->
- let instantiated_de = CicSubstitution.subst he de in
- (*CSC: siamo sicuri che non sia troppo forte? *)
- does_not_occur ~subst context n nn tlhe &
- instantiate_type tl instantiated_de tltl
- | _ ->
- (*CSC:We do not consider backbones with a MutCase, a *)
- (*CSC:FixPoint, a CoFixPoint and so on in head position.*)
- raise (AssertFailure (lazy "23"))
- end
- | [] -> analyse_instantiated_type context consty' l
- (* These are all the other cases *)
- in
- instantiate_type args consty tl
- | C.Appl ((C.CoFix (_,fl))::tl) ->
- List.fold_left (fun i x -> i && does_not_occur ~subst context n nn x) true tl &&
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- (*CSC: Is a Decl of the ty ok or should I use Def of a Fix? *)
- and tys = List.map (fun (n,ty,_) -> Some (C.Name n,(C.Decl ty))) fl in
- List.fold_right
- (fun (_,ty,bo) i ->
- i && does_not_occur ~subst context n nn ty &&
- guarded_by_constructors ~subst (tys@context) n_plus_len nn_plus_len
- h bo args coInductiveTypeURI
- ) fl true
- | C.Appl ((C.MutCase (_,_,out,te,pl))::tl) ->
- List.fold_left (fun i x -> i && does_not_occur ~subst context n nn x) true tl &&
- does_not_occur ~subst context n nn out &&
- does_not_occur ~subst context n nn te &&
- List.fold_right
- (fun x i ->
- i &&
- guarded_by_constructors ~subst context n nn h x args
- coInductiveTypeURI
- ) pl true
- | C.Appl l ->
- List.fold_right (fun x i -> i && does_not_occur ~subst context n nn x) l true
- | C.Var (_,exp_named_subst)
- | C.Const (_,exp_named_subst) ->
- List.fold_right
- (fun (_,x) i -> i && does_not_occur ~subst context n nn x) exp_named_subst true
- | C.MutInd _ -> assert false
- | C.MutConstruct (_,_,_,exp_named_subst) ->
- List.fold_right
- (fun (_,x) i -> i && does_not_occur ~subst context n nn x) exp_named_subst true
- | C.MutCase (_,_,out,te,pl) ->
- does_not_occur ~subst context n nn out &&
- does_not_occur ~subst context n nn te &&
- List.fold_right
- (fun x i ->
- i &&
- guarded_by_constructors ~subst context n nn h x args
- coInductiveTypeURI
- ) pl true
- | C.Fix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- (*CSC: Is a Decl of the ty ok or should I use Def of a Fix? *)
- and tys = List.map (fun (n,_,ty,_)-> Some (C.Name n,(C.Decl ty))) fl in
- List.fold_right
- (fun (_,_,ty,bo) i ->
- i && does_not_occur ~subst context n nn ty &&
- does_not_occur ~subst (tys@context) n_plus_len nn_plus_len bo
- ) fl true
- | C.CoFix (_,fl) ->
- let len = List.length fl in
- let n_plus_len = n + len
- and nn_plus_len = nn + len
- (*CSC: Is a Decl of the ty ok or should I use Def of a Fix? *)
- and tys = List.map (fun (n,ty,_) -> Some (C.Name n,(C.Decl ty))) fl in
- List.fold_right
- (fun (_,ty,bo) i ->
- i && does_not_occur ~subst context n nn ty &&
- guarded_by_constructors ~subst (tys@context) n_plus_len nn_plus_len
- h bo
- args coInductiveTypeURI
- ) fl true
-
-and check_allowed_sort_elimination ~subst ~metasenv ~logger context uri i
- need_dummy ind arity1 arity2 ugraph =
- let module C = Cic in
- let module U = UriManager in
- let arity1 = CicReduction.whd ~subst context arity1 in
- let rec check_allowed_sort_elimination_aux ugraph context arity2 need_dummy =
- match arity1, CicReduction.whd ~subst context arity2 with
- (C.Prod (_,so1,de1), C.Prod (_,so2,de2)) ->
- let b,ugraph1 =
- CicReduction.are_convertible ~subst ~metasenv context so1 so2 ugraph in
- if b then
- check_allowed_sort_elimination ~subst ~metasenv ~logger context uri i
- need_dummy (C.Appl [CicSubstitution.lift 1 ind ; C.Rel 1]) de1 de2
- ugraph1
- else
- false,ugraph1
- | (C.Sort _, C.Prod (name,so,ta)) when not need_dummy ->
- let b,ugraph1 =
- CicReduction.are_convertible ~subst ~metasenv context so ind ugraph in
- if not b then
- false,ugraph1
- else
- check_allowed_sort_elimination_aux ugraph1
- ((Some (name,C.Decl so))::context) ta true
- | (C.Sort C.Prop, C.Sort C.Prop) when need_dummy -> true,ugraph
- | (C.Sort C.Prop, C.Sort C.Set)
- | (C.Sort C.Prop, C.Sort C.CProp)
- | (C.Sort C.Prop, C.Sort (C.Type _) ) when need_dummy ->
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (itl,_,paramsno,_) ->
- let itl_len = List.length itl in
- let (name,_,ty,cl) = List.nth itl i in
- let cl_len = List.length cl in
- if (cl_len = 0 || (itl_len = 1 && cl_len = 1)) then
- let non_informative,ugraph =
- if cl_len = 0 then true,ugraph
- else
- is_non_informative ~logger [Some (C.Name name,C.Decl ty)]
- paramsno (snd (List.nth cl 0)) ugraph
- in
- (* is it a singleton or empty non recursive and non informative
- definition? *)
- non_informative, ugraph
- else
- false,ugraph
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- )
- | (C.Sort C.Set, C.Sort C.Prop) when need_dummy -> true , ugraph
- | (C.Sort C.CProp, C.Sort C.Prop) when need_dummy -> true , ugraph
- | (C.Sort C.Set, C.Sort C.Set) when need_dummy -> true , ugraph
- | (C.Sort C.Set, C.Sort C.CProp) when need_dummy -> true , ugraph
- | (C.Sort C.CProp, C.Sort C.Set) when need_dummy -> true , ugraph
- | (C.Sort C.CProp, C.Sort C.CProp) when need_dummy -> true , ugraph
- | ((C.Sort C.Set, C.Sort (C.Type _)) | (C.Sort C.CProp, C.Sort (C.Type _)))
- when need_dummy ->
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (itl,_,paramsno,_) ->
- let tys =
- List.map (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) itl
- in
- let (_,_,_,cl) = List.nth itl i in
- (List.fold_right
- (fun (_,x) (i,ugraph) ->
- if i then
- is_small ~logger tys paramsno x ugraph
- else
- false,ugraph
- ) cl (true,ugraph))
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- )
- | (C.Sort (C.Type _), C.Sort _) when need_dummy -> true , ugraph
- | (_,_) -> false,ugraph
- in
- check_allowed_sort_elimination_aux ugraph context arity2 need_dummy
-
-and type_of_branch ~subst context argsno need_dummy outtype term constype =
- let module C = Cic in
- let module R = CicReduction in
- match R.whd ~subst context constype with
- C.MutInd (_,_,_) ->
- if need_dummy then
- outtype
- else
- C.Appl [outtype ; term]
- | C.Appl (C.MutInd (_,_,_)::tl) ->
- let (_,arguments) = split tl argsno
- in
- if need_dummy && arguments = [] then
- outtype
- else
- C.Appl (outtype::arguments@(if need_dummy then [] else [term]))
- | C.Prod (name,so,de) ->
- let term' =
- match CicSubstitution.lift 1 term with
- C.Appl l -> C.Appl (l@[C.Rel 1])
- | t -> C.Appl [t ; C.Rel 1]
- in
- C.Prod (C.Anonymous,so,type_of_branch ~subst
- ((Some (name,(C.Decl so)))::context) argsno need_dummy
- (CicSubstitution.lift 1 outtype) term' de)
- | _ -> raise (AssertFailure (lazy "20"))
-
-(* check_metasenv_consistency checks that the "canonical" context of a
-metavariable is consitent - up to relocation via the relocation list l -
-with the actual context *)
-
-
-and check_metasenv_consistency ~logger ~subst metasenv context
- canonical_context l ugraph
-=
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let lifted_canonical_context =
- let rec aux i =
- function
- [] -> []
- | (Some (n,C.Decl t))::tl ->
- (Some (n,C.Decl (S.subst_meta l (S.lift i t))))::(aux (i+1) tl)
- | (Some (n,C.Def (t,None)))::tl ->
- (Some (n,C.Def ((S.subst_meta l (S.lift i t)),None)))::(aux (i+1) tl)
- | None::tl -> None::(aux (i+1) tl)
- | (Some (n,C.Def (t,Some ty)))::tl ->
- (Some (n,C.Def ((S.subst_meta l (S.lift i t)),Some (S.subst_meta l (S.lift i ty)))))::(aux (i+1) tl)
- in
- aux 1 canonical_context
- in
- List.fold_left2
- (fun ugraph t ct ->
- match (t,ct) with
- | _,None -> ugraph
- | Some t,Some (_,C.Def (ct,_)) ->
- let b,ugraph1 =
- R.are_convertible ~subst ~metasenv context t ct ugraph
- in
- if not b then
- raise
- (TypeCheckerFailure
- (lazy (sprintf "Not well typed metavariable local context: expected a term convertible with %s, found %s" (CicPp.ppterm ct) (CicPp.ppterm t))))
- else
- ugraph1
- | Some t,Some (_,C.Decl ct) ->
- let type_t,ugraph1 =
- type_of_aux' ~logger ~subst metasenv context t ugraph
- in
- let b,ugraph2 =
- R.are_convertible ~subst ~metasenv context type_t ct ugraph1
- in
- if not b then
- raise (TypeCheckerFailure
- (lazy (sprintf "Not well typed metavariable local context: expected a term of type %s, found %s of type %s"
- (CicPp.ppterm ct) (CicPp.ppterm t)
- (CicPp.ppterm type_t))))
- else
- ugraph2
- | None, _ ->
- raise (TypeCheckerFailure
- (lazy ("Not well typed metavariable local context: "^
- "an hypothesis, that is not hidden, is not instantiated")))
- ) ugraph l lifted_canonical_context
-
-
-(*
- type_of_aux' is just another name (with a different scope)
- for type_of_aux
-*)
-
-and type_of_aux' ~logger ?(subst = []) metasenv context t ugraph =
- let rec type_of_aux ~logger context t ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let module U = UriManager in
- match t with
- C.Rel n ->
- (try
- match List.nth context (n - 1) with
- Some (_,C.Decl t) -> S.lift n t,ugraph
- | Some (_,C.Def (_,Some ty)) -> S.lift n ty,ugraph
- | Some (_,C.Def (bo,None)) ->
- debug_print (lazy "##### CASO DA INVESTIGARE E CAPIRE") ;
- type_of_aux ~logger context (S.lift n bo) ugraph
- | None -> raise
- (TypeCheckerFailure (lazy "Reference to deleted hypothesis"))
- with
- _ ->
- raise (TypeCheckerFailure (lazy "unbound variable"))
- )
- | C.Var (uri,exp_named_subst) ->
- incr fdebug ;
- let ugraph1 =
- check_exp_named_subst ~logger ~subst context exp_named_subst ugraph
- in
- let ty,ugraph2 = type_of_variable ~logger uri ugraph1 in
- let ty1 = CicSubstitution.subst_vars exp_named_subst ty in
- decr fdebug ;
- ty1,ugraph2
- | C.Meta (n,l) ->
- (try
- let (canonical_context,term,ty) = CicUtil.lookup_subst n subst in
- let ugraph1 =
- check_metasenv_consistency ~logger
- ~subst metasenv context canonical_context l ugraph
- in
- (* assuming subst is well typed !!!!! *)
- ((CicSubstitution.subst_meta l ty), ugraph1)
- (* type_of_aux context (CicSubstitution.subst_meta l term) *)
- with CicUtil.Subst_not_found _ ->
- let (_,canonical_context,ty) = CicUtil.lookup_meta n metasenv in
- let ugraph1 =
- check_metasenv_consistency ~logger
- ~subst metasenv context canonical_context l ugraph
- in
- ((CicSubstitution.subst_meta l ty),ugraph1))
- (* TASSI: CONSTRAINTS *)
- | C.Sort (C.Type t) ->
- let t' = CicUniv.fresh() in
- let ugraph1 = CicUniv.add_gt t' t ugraph in
- (C.Sort (C.Type t')),ugraph1
- (* TASSI: CONSTRAINTS *)
- | C.Sort s -> (C.Sort (C.Type (CicUniv.fresh ()))),ugraph
- | C.Implicit _ -> raise (AssertFailure (lazy "21"))
- | C.Cast (te,ty) as t ->
- let _,ugraph1 = type_of_aux ~logger context ty ugraph in
- let ty_te,ugraph2 = type_of_aux ~logger context te ugraph1 in
- let b,ugraph3 =
- R.are_convertible ~subst ~metasenv context ty_te ty ugraph2
- in
- if b then
- ty,ugraph3
- else
- raise (TypeCheckerFailure
- (lazy (sprintf "Invalid cast %s" (CicPp.ppterm t))))
- | C.Prod (name,s,t) ->
- let sort1,ugraph1 = type_of_aux ~logger context s ugraph in
- let sort2,ugraph2 =
- type_of_aux ~logger ((Some (name,(C.Decl s)))::context) t ugraph1
- in
- sort_of_prod ~subst context (name,s) (sort1,sort2) ugraph2
- | C.Lambda (n,s,t) ->
- let sort1,ugraph1 = type_of_aux ~logger context s ugraph in
- (match R.whd ~subst context sort1 with
- C.Meta _
- | C.Sort _ -> ()
- | _ ->
- raise
- (TypeCheckerFailure (lazy (sprintf
- "Not well-typed lambda-abstraction: the source %s should be a type; instead it is a term of type %s" (CicPp.ppterm s)
- (CicPp.ppterm sort1))))
- ) ;
- let type2,ugraph2 =
- type_of_aux ~logger ((Some (n,(C.Decl s)))::context) t ugraph1
- in
- (C.Prod (n,s,type2)),ugraph2
- | C.LetIn (n,s,t) ->
- (* only to check if s is well-typed *)
- let ty,ugraph1 = type_of_aux ~logger context s ugraph in
- (* The type of a LetIn is a LetIn. Extremely slow since the computed
- LetIn is later reduced and maybe also re-checked.
- (C.LetIn (n,s, type_of_aux ((Some (n,(C.Def s)))::context) t))
- *)
- (* The type of the LetIn is reduced. Much faster than the previous
- solution. Moreover the inferred type is probably very different
- from the expected one.
- (CicReduction.whd ~subst context
- (C.LetIn (n,s, type_of_aux ((Some (n,(C.Def s)))::context) t)))
- *)
- (* One-step LetIn reduction. Even faster than the previous solution.
- Moreover the inferred type is closer to the expected one. *)
- let ty1,ugraph2 =
- type_of_aux ~logger
- ((Some (n,(C.Def (s,Some ty))))::context) t ugraph1
- in
- (CicSubstitution.subst s ty1),ugraph2
- | C.Appl (he::tl) when List.length tl > 0 ->
- let hetype,ugraph1 = type_of_aux ~logger context he ugraph in
- let tlbody_and_type,ugraph2 =
- List.fold_right (
- fun x (l,ugraph) ->
- let ty,ugraph1 = type_of_aux ~logger context x ugraph in
- let _,ugraph1 = type_of_aux ~logger context ty ugraph1 in
- ((x,ty)::l,ugraph1))
- tl ([],ugraph1)
- in
- (* TASSI: questa c'era nel mio... ma non nel CVS... *)
- (* let _,ugraph2 = type_of_aux context hetype ugraph2 in *)
- eat_prods ~subst context hetype tlbody_and_type ugraph2
- | C.Appl _ -> raise (AssertFailure (lazy "Appl: no arguments"))
- | C.Const (uri,exp_named_subst) ->
- incr fdebug ;
- let ugraph1 =
- check_exp_named_subst ~logger ~subst context exp_named_subst ugraph
- in
- let cty,ugraph2 = type_of_constant ~logger uri ugraph1 in
- let cty1 =
- CicSubstitution.subst_vars exp_named_subst cty
- in
- decr fdebug ;
- cty1,ugraph2
- | C.MutInd (uri,i,exp_named_subst) ->
- incr fdebug ;
- let ugraph1 =
- check_exp_named_subst ~logger ~subst context exp_named_subst ugraph
- in
- (* TASSI: da me c'era anche questa, ma in CVS no *)
- let mty,ugraph2 = type_of_mutual_inductive_defs ~logger uri i ugraph1 in
- (* fine parte dubbia *)
- let cty =
- CicSubstitution.subst_vars exp_named_subst mty
- in
- decr fdebug ;
- cty,ugraph2
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let ugraph1 =
- check_exp_named_subst ~logger ~subst context exp_named_subst ugraph
- in
- (* TASSI: idem come sopra *)
- let mty,ugraph2 =
- type_of_mutual_inductive_constr ~logger uri i j ugraph1
- in
- let cty =
- CicSubstitution.subst_vars exp_named_subst mty
- in
- cty,ugraph2
- | C.MutCase (uri,i,outtype,term,pl) ->
- let outsort,ugraph1 = type_of_aux ~logger context outtype ugraph in
- let (need_dummy, k) =
- let rec guess_args context t =
- let outtype = CicReduction.whd ~subst context t in
- match outtype with
- C.Sort _ -> (true, 0)
- | C.Prod (name, s, t) ->
- let (b, n) =
- guess_args ((Some (name,(C.Decl s)))::context) t in
- if n = 0 then
- (* last prod before sort *)
- match CicReduction.whd ~subst context s with
-(*CSC: for _ see comment below about the missing named_exp_subst ?????????? *)
- C.MutInd (uri',i',_) when U.eq uri' uri && i' = i ->
- (false, 1)
-(*CSC: for _ see comment below about the missing named_exp_subst ?????????? *)
- | C.Appl ((C.MutInd (uri',i',_)) :: _)
- when U.eq uri' uri && i' = i -> (false, 1)
- | _ -> (true, 1)
- else
- (b, n + 1)
- | _ ->
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- "Malformed case analasys' output type %s"
- (CicPp.ppterm outtype))))
- in
-(*
- let (parameters, arguments, exp_named_subst),ugraph2 =
- let ty,ugraph2 = type_of_aux context term ugraph1 in
- match R.whd ~subst context ty with
- (*CSC manca il caso dei CAST *)
-(*CSC: ma servono i parametri (uri,i)? Se si', perche' non serve anche il *)
-(*CSC: parametro exp_named_subst? Se no, perche' non li togliamo? *)
-(*CSC: Hint: nella DTD servono per gli stylesheet. *)
- C.MutInd (uri',i',exp_named_subst) as typ ->
- if U.eq uri uri' && i = i' then
- ([],[],exp_named_subst),ugraph2
- else
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Case analysys: analysed term type is %s, but is expected to be (an application of) %s#1/%d{_}")
- (CicPp.ppterm typ) (U.string_of_uri uri) i)))
- | C.Appl
- ((C.MutInd (uri',i',exp_named_subst) as typ):: tl) as typ' ->
- if U.eq uri uri' && i = i' then
- let params,args =
- split tl (List.length tl - k)
- in (params,args,exp_named_subst),ugraph2
- else
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Case analysys: analysed term type is %s, "^
- "but is expected to be (an application of) "^
- "%s#1/%d{_}")
- (CicPp.ppterm typ') (U.string_of_uri uri) i)))
- | _ ->
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Case analysis: "^
- "analysed term %s is not an inductive one")
- (CicPp.ppterm term))))
-*)
- let (b, k) = guess_args context outsort in
- if not b then (b, k - 1) else (b, k) in
- let (parameters, arguments, exp_named_subst),ugraph2 =
- let ty,ugraph2 = type_of_aux ~logger context term ugraph1 in
- match R.whd ~subst context ty with
- C.MutInd (uri',i',exp_named_subst) as typ ->
- if U.eq uri uri' && i = i' then
- ([],[],exp_named_subst),ugraph2
- else raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Case analysys: analysed term type is %s (%s#1/%d{_}), but is expected to be (an application of) %s#1/%d{_}")
- (CicPp.ppterm typ) (U.string_of_uri uri') i' (U.string_of_uri uri) i)))
- | C.Appl
- ((C.MutInd (uri',i',exp_named_subst) as typ):: tl) as typ' ->
- if U.eq uri uri' && i = i' then
- let params,args =
- split tl (List.length tl - k)
- in (params,args,exp_named_subst),ugraph2
- else raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Case analysys: analysed term type is %s (%s#1/%d{_}), but is expected to be (an application of) %s#1/%d{_}")
- (CicPp.ppterm typ) (U.string_of_uri uri') i' (U.string_of_uri uri) i)))
- | _ ->
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- "Case analysis: analysed term %s is not an inductive one"
- (CicPp.ppterm term))))
- in
- (*
- let's control if the sort elimination is allowed:
- [(I q1 ... qr)|B]
- *)
- let sort_of_ind_type =
- if parameters = [] then
- C.MutInd (uri,i,exp_named_subst)
- else
- C.Appl ((C.MutInd (uri,i,exp_named_subst))::parameters)
- in
- let type_of_sort_of_ind_ty,ugraph3 =
- type_of_aux ~logger context sort_of_ind_type ugraph2 in
- let b,ugraph4 =
- check_allowed_sort_elimination ~subst ~metasenv ~logger context uri i
- need_dummy sort_of_ind_type type_of_sort_of_ind_ty outsort ugraph3
- in
- if not b then
- raise
- (TypeCheckerFailure (lazy ("Case analasys: sort elimination not allowed")));
- (* let's check if the type of branches are right *)
- let parsno =
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj ~trust:false CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.InductiveDefinition (_,_,parsno,_) -> parsno
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- in
- let (_,branches_ok,ugraph5) =
- List.fold_left
- (fun (j,b,ugraph) p ->
- if b then
- let cons =
- if parameters = [] then
- (C.MutConstruct (uri,i,j,exp_named_subst))
- else
- (C.Appl
- (C.MutConstruct (uri,i,j,exp_named_subst)::parameters))
- in
- let ty_p,ugraph1 = type_of_aux ~logger context p ugraph in
- let ty_cons,ugraph3 = type_of_aux ~logger context cons ugraph1 in
- (* 2 is skipped *)
- let ty_branch =
- type_of_branch ~subst context parsno need_dummy outtype cons
- ty_cons in
- let b1,ugraph4 =
- R.are_convertible
- ~subst ~metasenv context ty_p ty_branch ugraph3
- in
- if not b1 then
- debug_print (lazy
- ("#### " ^ CicPp.ppterm ty_p ^
- " <==> " ^ CicPp.ppterm ty_branch));
- (j + 1,b1,ugraph4)
- else
- (j,false,ugraph)
- ) (1,true,ugraph4) pl
- in
- if not branches_ok then
- raise
- (TypeCheckerFailure (lazy "Case analysys: wrong branch type"));
- let arguments' =
- if not need_dummy then outtype::arguments@[term]
- else outtype::arguments in
- let outtype =
- if need_dummy && arguments = [] then outtype
- else CicReduction.head_beta_reduce (C.Appl arguments')
- in
- outtype,ugraph5
- | C.Fix (i,fl) ->
- let types_times_kl,ugraph1 =
- (* WAS: list rev list map *)
- List.fold_left
- (fun (l,ugraph) (n,k,ty,_) ->
- let _,ugraph1 = type_of_aux ~logger context ty ugraph in
- ((Some (C.Name n,(C.Decl ty)),k)::l,ugraph1)
- ) ([],ugraph) fl
- in
- let (types,kl) = List.split types_times_kl in
- let len = List.length types in
- let ugraph2 =
- List.fold_left
- (fun ugraph (name,x,ty,bo) ->
- let ty_bo,ugraph1 =
- type_of_aux ~logger (types@context) bo ugraph
- in
- let b,ugraph2 =
- R.are_convertible ~subst ~metasenv (types@context)
- ty_bo (CicSubstitution.lift len ty) ugraph1 in
- if b then
- begin
- let (m, eaten, context') =
- eat_lambdas ~subst (types @ context) (x + 1) bo
- in
- (*
- let's control the guarded by
- destructors conditions D{f,k,x,M}
- *)
- if not (guarded_by_destructors ~subst context' eaten
- (len + eaten) kl 1 [] m) then
- raise
- (TypeCheckerFailure
- (lazy ("Fix: not guarded by destructors")))
- else
- ugraph2
- end
- else
- raise (TypeCheckerFailure (lazy ("Fix: ill-typed bodies")))
- ) ugraph1 fl in
- (*CSC: controlli mancanti solo su D{f,k,x,M} *)
- let (_,_,ty,_) = List.nth fl i in
- ty,ugraph2
- | C.CoFix (i,fl) ->
- let types,ugraph1 =
- List.fold_left
- (fun (l,ugraph) (n,ty,_) ->
- let _,ugraph1 =
- type_of_aux ~logger context ty ugraph in
- (Some (C.Name n,(C.Decl ty))::l,ugraph1)
- ) ([],ugraph) fl
- in
- let len = List.length types in
- let ugraph2 =
- List.fold_left
- (fun ugraph (_,ty,bo) ->
- let ty_bo,ugraph1 =
- type_of_aux ~logger (types @ context) bo ugraph
- in
- let b,ugraph2 =
- R.are_convertible ~subst ~metasenv (types @ context) ty_bo
- (CicSubstitution.lift len ty) ugraph1
- in
- if b then
- begin
- (* let's control that the returned type is coinductive *)
- match returns_a_coinductive ~subst context ty with
- None ->
- raise
- (TypeCheckerFailure
- (lazy "CoFix: does not return a coinductive type"))
- | Some uri ->
- (*
- let's control the guarded by constructors
- conditions C{f,M}
- *)
- if not (guarded_by_constructors ~subst
- (types @ context) 0 len false bo [] uri) then
- raise
- (TypeCheckerFailure
- (lazy "CoFix: not guarded by constructors"))
- else
- ugraph2
- end
- else
- raise
- (TypeCheckerFailure (lazy "CoFix: ill-typed bodies"))
- ) ugraph1 fl
- in
- let (_,ty,_) = List.nth fl i in
- ty,ugraph2
-
- and check_exp_named_subst ~logger ~subst context ugraph =
- let rec check_exp_named_subst_aux ~logger esubsts l ugraph =
- match l with
- [] -> ugraph
- | ((uri,t) as item)::tl ->
- let ty_uri,ugraph1 = type_of_variable ~logger uri ugraph in
- let typeofvar =
- CicSubstitution.subst_vars esubsts ty_uri in
- let typeoft,ugraph2 = type_of_aux ~logger context t ugraph1 in
- let b,ugraph3 =
- CicReduction.are_convertible ~subst ~metasenv
- context typeoft typeofvar ugraph2
- in
- if b then
- check_exp_named_subst_aux ~logger (esubsts@[item]) tl ugraph3
- else
- begin
- CicReduction.fdebug := 0 ;
- ignore
- (CicReduction.are_convertible
- ~subst ~metasenv context typeoft typeofvar ugraph2) ;
- fdebug := 0 ;
- debug typeoft [typeofvar] ;
- raise (TypeCheckerFailure (lazy "Wrong Explicit Named Substitution"))
- end
- in
- check_exp_named_subst_aux ~logger [] ugraph
-
- and sort_of_prod ~subst context (name,s) (t1, t2) ugraph =
- let module C = Cic in
- let t1' = CicReduction.whd ~subst context t1 in
- let t2' = CicReduction.whd ~subst ((Some (name,C.Decl s))::context) t2 in
- match (t1', t2') with
- (C.Sort s1, C.Sort s2)
- when (s2 = C.Prop or s2 = C.Set or s2 = C.CProp) ->
- (* different from Coq manual!!! *)
- C.Sort s2,ugraph
- | (C.Sort (C.Type t1), C.Sort (C.Type t2)) ->
- (* TASSI: CONSRTAINTS: the same in doubletypeinference, cicrefine *)
- let t' = CicUniv.fresh() in
- let ugraph1 = CicUniv.add_ge t' t1 ugraph in
- let ugraph2 = CicUniv.add_ge t' t2 ugraph1 in
- C.Sort (C.Type t'),ugraph2
- | (C.Sort _,C.Sort (C.Type t1)) ->
- (* TASSI: CONSRTAINTS: the same in doubletypeinference, cicrefine *)
- C.Sort (C.Type t1),ugraph (* c'e' bisogno di un fresh? *)
- | (C.Meta _, C.Sort _) -> t2',ugraph
- | (C.Meta _, (C.Meta (_,_) as t))
- | (C.Sort _, (C.Meta (_,_) as t)) when CicUtil.is_closed t ->
- t2',ugraph
- | (_,_) -> raise (TypeCheckerFailure (lazy (sprintf
- "Prod: expected two sorts, found = %s, %s" (CicPp.ppterm t1')
- (CicPp.ppterm t2'))))
-
- and eat_prods ~subst context hetype l ugraph =
- (*CSC: siamo sicuri che le are_convertible non lavorino con termini non *)
- (*CSC: cucinati *)
- match l with
- [] -> hetype,ugraph
- | (hete, hety)::tl ->
- (match (CicReduction.whd ~subst context hetype) with
- Cic.Prod (n,s,t) ->
- let b,ugraph1 =
- CicReduction.are_convertible
- ~subst ~metasenv context hety s ugraph
- in
- if b then
- begin
- CicReduction.fdebug := -1 ;
- eat_prods ~subst context
- (CicSubstitution.subst hete t) tl ugraph1
- (*TASSI: not sure *)
- end
- else
- begin
- CicReduction.fdebug := 0 ;
- ignore (CicReduction.are_convertible
- ~subst ~metasenv context s hety ugraph) ;
- fdebug := 0 ;
- debug s [hety] ;
- raise
- (TypeCheckerFailure
- (lazy (sprintf
- ("Appl: wrong parameter-type, expected %s, found %s")
- (CicPp.ppterm hetype) (CicPp.ppterm s))))
- end
- | _ ->
- raise (TypeCheckerFailure
- (lazy "Appl: this is not a function, it cannot be applied"))
- )
-
- and returns_a_coinductive ~subst context ty =
- let module C = Cic in
- match CicReduction.whd ~subst context ty with
- C.MutInd (uri,i,_) ->
- (*CSC: definire una funzioncina per questo codice sempre replicato *)
- let obj,_ =
- try
- CicEnvironment.get_cooked_obj ~trust:false CicUniv.empty_ugraph uri
- with Not_found -> assert false
- in
- (match obj with
- C.InductiveDefinition (itl,_,_,_) ->
- let (_,is_inductive,_,_) = List.nth itl i in
- if is_inductive then None else (Some uri)
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- )
- | C.Appl ((C.MutInd (uri,i,_))::_) ->
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (itl,_,_,_) ->
- let (_,is_inductive,_,_) = List.nth itl i in
- if is_inductive then None else (Some uri)
- | _ ->
- raise (TypeCheckerFailure
- (lazy ("Unknown mutual inductive definition:" ^
- UriManager.string_of_uri uri)))
- )
- | C.Prod (n,so,de) ->
- returns_a_coinductive ~subst ((Some (n,C.Decl so))::context) de
- | _ -> None
-
- in
-(*CSC
-debug_print (lazy ("INIZIO TYPE_OF_AUX " ^ CicPp.ppterm t)) ; flush stderr ;
-let res =
-*)
- type_of_aux ~logger context t ugraph
-(*
-in debug_print (lazy "FINE TYPE_OF_AUX") ; flush stderr ; res
-*)
-
-(* is a small constructor? *)
-(*CSC: ottimizzare calcolando staticamente *)
-and is_small_or_non_informative ~condition ~logger context paramsno c ugraph =
- let rec is_small_or_non_informative_aux ~logger context c ugraph =
- let module C = Cic in
- match CicReduction.whd context c with
- C.Prod (n,so,de) ->
- let s,ugraph1 = type_of_aux' ~logger [] context so ugraph in
- let b = condition s in
- if b then
- is_small_or_non_informative_aux
- ~logger ((Some (n,(C.Decl so)))::context) de ugraph1
- else
- false,ugraph1
- | _ -> true,ugraph (*CSC: we trust the type-checker *)
- in
- let (context',dx) = split_prods ~subst:[] context paramsno c in
- is_small_or_non_informative_aux ~logger context' dx ugraph
-
-and is_small ~logger =
- is_small_or_non_informative
- ~condition:(fun s -> s=Cic.Sort Cic.Prop || s=Cic.Sort Cic.Set)
- ~logger
-
-and is_non_informative ~logger =
- is_small_or_non_informative
- ~condition:(fun s -> s=Cic.Sort Cic.Prop)
- ~logger
-
-and type_of ~logger t ugraph =
-(*CSC
-debug_print (lazy ("INIZIO TYPE_OF_AUX' " ^ CicPp.ppterm t)) ; flush stderr ;
-let res =
-*)
- type_of_aux' ~logger [] [] t ugraph
-(*CSC
-in debug_print (lazy "FINE TYPE_OF_AUX'") ; flush stderr ; res
-*)
-;;
-
-let typecheck_obj0 ~logger uri ugraph =
- let module C = Cic in
- function
- C.Constant (_,Some te,ty,_,_) ->
- let _,ugraph = type_of ~logger ty ugraph in
- let ty_te,ugraph = type_of ~logger te ugraph in
- let b,ugraph = (CicReduction.are_convertible [] ty_te ty ugraph) in
- if not b then
- raise (TypeCheckerFailure
- (lazy "the type of the body is not the one expected"))
- else
- ugraph
- | C.Constant (_,None,ty,_,_) ->
- (* only to check that ty is well-typed *)
- let _,ugraph = type_of ~logger ty ugraph in
- ugraph
- | C.CurrentProof (_,conjs,te,ty,_,_) ->
- let _,ugraph =
- List.fold_left
- (fun (metasenv,ugraph) ((_,context,ty) as conj) ->
- let _,ugraph =
- type_of_aux' ~logger metasenv context ty ugraph
- in
- metasenv @ [conj],ugraph
- ) ([],ugraph) conjs
- in
- let _,ugraph = type_of_aux' ~logger conjs [] ty ugraph in
- let type_of_te,ugraph =
- type_of_aux' ~logger conjs [] te ugraph
- in
- let b,ugraph = CicReduction.are_convertible [] type_of_te ty ugraph in
- if not b then
- raise (TypeCheckerFailure (lazy (sprintf
- "the current proof is not well typed because the type %s of the body is not convertible to the declared type %s"
- (CicPp.ppterm type_of_te) (CicPp.ppterm ty))))
- else
- ugraph
- | C.Variable (_,bo,ty,_,_) ->
- (* only to check that ty is well-typed *)
- let _,ugraph = type_of ~logger ty ugraph in
- (match bo with
- None -> ugraph
- | Some bo ->
- let ty_bo,ugraph = type_of ~logger bo ugraph in
- let b,ugraph = CicReduction.are_convertible [] ty_bo ty ugraph in
- if not b then
- raise (TypeCheckerFailure
- (lazy "the body is not the one expected"))
- else
- ugraph
- )
- | (C.InductiveDefinition _ as obj) ->
- check_mutual_inductive_defs ~logger uri obj ugraph
-
-let typecheck uri =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let logger = new CicLogger.logger in
- (* ??? match CicEnvironment.is_type_checked ~trust:true uri with ???? *)
- match CicEnvironment.is_type_checked ~trust:false CicUniv.empty_ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') ->
- (* debug_print (lazy ("NON-INIZIO A TYPECHECKARE " ^ U.string_of_uri uri));*)
- cobj,ugraph'
- | CicEnvironment.UncheckedObj uobj ->
- (* let's typecheck the uncooked object *)
- logger#log (`Start_type_checking uri) ;
- (* debug_print (lazy ("INIZIO A TYPECHECKARE " ^ U.string_of_uri uri)); *)
- let ugraph = typecheck_obj0 ~logger uri CicUniv.empty_ugraph uobj in
- try
- CicEnvironment.set_type_checking_info uri;
- logger#log (`Type_checking_completed uri);
- match CicEnvironment.is_type_checked ~trust:false ugraph uri with
- CicEnvironment.CheckedObj (cobj,ugraph') -> cobj,ugraph'
- | _ -> raise CicEnvironmentError
- with
- (*
- this is raised if set_type_checking_info is called on an object
- that has no associated universe file. If we are in univ_maker
- phase this is OK since univ_maker will properly commit the
- object.
- *)
- Invalid_argument s ->
- (*debug_print (lazy s);*)
- uobj,ugraph
-;;
-
-let typecheck_obj ~logger uri obj =
- let ugraph = typecheck_obj0 ~logger uri CicUniv.empty_ugraph obj in
- let ugraph, univlist, obj = CicUnivUtils.clean_and_fill uri obj ugraph in
- CicEnvironment.add_type_checked_obj uri (obj,ugraph,univlist)
-
-(** wrappers which instantiate fresh loggers *)
-
-let type_of_aux' ?(subst = []) metasenv context t ugraph =
- let logger = new CicLogger.logger in
- type_of_aux' ~logger ~subst metasenv context t ugraph
-
-let typecheck_obj uri obj =
- let logger = new CicLogger.logger in
- typecheck_obj ~logger uri obj
-
-(* check_allowed_sort_elimination uri i s1 s2
- This function is used outside the kernel to determine in advance whether
- a MutCase will be allowed or not.
- [uri,i] is the type of the term to match
- [s1] is the sort of the term to eliminate (i.e. the head of the arity
- of the inductive type [uri,i])
- [s2] is the sort of the goal (i.e. the head of the type of the outtype
- of the MutCase) *)
-let check_allowed_sort_elimination uri i s1 s2 =
- fst (check_allowed_sort_elimination ~subst:[] ~metasenv:[]
- ~logger:(new CicLogger.logger) [] uri i true
- (Cic.Implicit None) (* never used *) (Cic.Sort s1) (Cic.Sort s2)
- CicUniv.empty_ugraph)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* These are the only exceptions that will be raised *)
-exception TypeCheckerFailure of string Lazy.t
-exception AssertFailure of string Lazy.t
-
-val debrujin_constructor : UriManager.uri -> int -> Cic.term -> Cic.term
-
-val typecheck : UriManager.uri -> Cic.obj * CicUniv.universe_graph
-
-(* FUNCTIONS USED ONLY IN THE TOPLEVEL *)
-
-(* type_of_aux' metasenv context term *)
-val type_of_aux':
- ?subst:Cic.substitution -> Cic.metasenv -> Cic.context ->
- Cic.term -> CicUniv.universe_graph ->
- Cic.term * CicUniv.universe_graph
-
-(* typechecks the obj and puts it in the environment *)
-val typecheck_obj : UriManager.uri -> Cic.obj -> unit
-
-(* check_allowed_sort_elimination uri i s1 s2
- This function is used outside the kernel to determine in advance whether
- a MutCase will be allowed or not.
- [uri,i] is the type of the term to match
- [s1] is the sort of the term to eliminate (i.e. the head of the arity
- of the inductive type [uri,i])
- [s2] is the sort of the goal (i.e. the head of the type of the outtype
- of the MutCase) *)
-val check_allowed_sort_elimination:
- UriManager.uri -> int -> Cic.sort -> Cic.sort -> bool
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Enrico Tassi <tassi@cs.unibo.it> *)
-(* 23/04/2004 *)
-(* *)
-(* This module implements some useful function regarding univers graphs *)
-(* *)
-(*****************************************************************************)
-
-module C = Cic
-module H = UriManager.UriHashtbl
-let eq = UriManager.eq
-
-(* uri is the uri of the actual object that must be 'skipped' *)
-let universes_of_obj uri t =
- (* don't the same work twice *)
- let visited_objs = H.create 31 in
- let visited u = H.replace visited_objs u true in
- let is_not_visited u = not (H.mem visited_objs u) in
- visited uri;
- (* the result *)
- let results = ref [] in
- let add_result l = results := l :: !results in
- (* the iterators *)
- let rec aux = function
- | C.Const (u,exp_named_subst) when is_not_visited u ->
- aux_uri u;
- visited u;
- C.Const (u, List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.Var (u,exp_named_subst) when is_not_visited u ->
- aux_uri u;
- visited u;
- C.Var (u, List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.Const (u,exp_named_subst) ->
- C.Const (u, List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.Var (u,exp_named_subst) ->
- C.Var (u, List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.MutInd (u,x,exp_named_subst) when is_not_visited u ->
- aux_uri u;
- visited u;
- C.MutInd (u,x,List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.MutInd (u,x,exp_named_subst) ->
- C.MutInd (u,x, List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.MutConstruct (u,x,y,exp_named_subst) when is_not_visited u ->
- aux_uri u;
- visited u;
- C.MutConstruct (u,x,y,List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.MutConstruct (x,y,z,exp_named_subst) ->
- C.MutConstruct (x,y,z,List.map (fun (x,t) -> x,aux t) exp_named_subst)
- | C.Meta (n,l1) -> C.Meta (n, List.map (HExtlib.map_option aux) l1)
- | C.Sort (C.Type i) -> add_result [i];
- C.Sort (C.Type (CicUniv.name_universe i uri))
- | C.Rel _
- | C.Sort _
- | C.Implicit _ as x -> x
- | C.Cast (v,t) -> C.Cast (aux v, aux t)
- | C.Prod (b,s,t) -> C.Prod (b,aux s, aux t)
- | C.Lambda (b,s,t) -> C.Lambda (b,aux s, aux t)
- | C.LetIn (b,s,t) -> C.LetIn (b,aux s, aux t)
- | C.Appl li -> C.Appl (List.map aux li)
- | C.MutCase (uri,n1,ty,te,patterns) ->
- C.MutCase (uri,n1,aux ty,aux te, List.map aux patterns)
- | C.Fix (no, funs) ->
- C.Fix(no, List.map (fun (x,y,b,c) -> (x,y,aux b,aux c)) funs)
- | C.CoFix (no,funs) ->
- C.CoFix(no, List.map (fun (x,b,c) -> (x,aux b,aux c)) funs)
- and aux_uri u =
- if is_not_visited u then
- let _, _, l =
- CicEnvironment.get_cooked_obj_with_univlist CicUniv.empty_ugraph u in
- add_result l
- and aux_obj = function
- | C.Constant (x,Some te,ty,v,y) ->
- List.iter aux_uri v;
- C.Constant (x,Some (aux te),aux ty,v,y)
- | C.Variable (x,Some te,ty,v,y) ->
- List.iter aux_uri v;
- C.Variable (x,Some (aux te),aux ty,v,y)
- | C.Constant (x,None, ty, v,y) ->
- List.iter aux_uri v;
- C.Constant (x,None, aux ty, v,y)
- | C.Variable (x,None, ty, v,y) ->
- List.iter aux_uri v;
- C.Variable (x,None, aux ty, v,y)
- | C.CurrentProof (_,conjs,te,ty,v,_) -> assert false
- | C.InductiveDefinition (l,v,x,y) ->
- List.iter aux_uri v;
- C.InductiveDefinition (
- List.map
- (fun (x,y,t,l') ->
- (x,y,aux t, List.map (fun (x,t) -> x,aux t) l'))
- l,v,x,y)
- in
- let o = aux_obj t in
- List.flatten !results, o
-
-let rec list_uniq = function
- | [] -> []
- | h::[] -> [h]
- | h1::h2::tl when CicUniv.eq h1 h2 -> list_uniq (h2 :: tl)
- | h1::tl (* when h1 <> h2 *) -> h1 :: list_uniq tl
-
-let list_uniq l =
- list_uniq (List.fast_sort CicUniv.compare l)
-
-let profiler = (HExtlib.profile "clean_and_fill").HExtlib.profile
-
-let clean_and_fill uri obj ugraph =
- (* universes of obj fills the universes of the obj with the right uri *)
- let list_of_universes, obj = universes_of_obj uri obj in
- let list_of_universes = list_uniq list_of_universes in
-(* CicUniv.print_ugraph ugraph;*)
-(* List.iter (fun u -> prerr_endline (CicUniv.string_of_universe u))*)
-(* list_of_universes;*)
- let ugraph = CicUniv.clean_ugraph ugraph list_of_universes in
-(* CicUniv.print_ugraph ugraph;*)
- let ugraph, list_of_universes =
- CicUniv.fill_empty_nodes_with_uri ugraph list_of_universes uri
- in
- ugraph, list_of_universes, obj
-
-let clean_and_fill u o g =
- profiler (clean_and_fill u o) g
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (** cleans the universe graph for a given object and fills universes with URI.
- * to be used on qed
- *)
-val clean_and_fill:
- UriManager.uri -> Cic.obj -> CicUniv.universe_graph ->
- CicUniv.universe_graph * CicUniv.universe list * Cic.obj
-
+++ /dev/null
-Table of allowed eliminations:
-
- +--------------------+----------------------------------+
- | Inductive Type | Elimination to |
- +--------------------+----------------------------------+
- | Sort | "Smallness" | Prop | SetI | SetP | CProp| Type |
- +--------------------+----------------------------------+
- | Prop empty | yes yes yes yes yes |
- | Prop unit | yes yes yes yes yes |
- | Prop small | yes no2 no2 no2 no12 |
- | Prop | yes no2 no2 no2 no12 |
- | SetI empty | yes yes -- yes yes |
- | SetI small | yes yes -- yes yes |
- | SetI | yes yes -- no1 no1 |
- | SetP empty | yes -- yes yes yes |
- | SetP small | yes -- yes yes yes |
- | SetP | na3 na3 na3 na3 na3 |
- | CProp empty | yes yes yes yes yes |
- | CProp small | yes yes yes yes yes |
- | CProp | yes yes yes yes yes |
- | Type | yes yes yes yes yes |
- +--------------------+----------------------------------+
-
-Legenda:
- no: elimination not allowed
- na: not allowed, the inductive definition is rejected
-
- 1 : due to paradoxes a la Hurkens
- 2 : due to code extraction + proof irreleveance incompatibility
- (if you define Bool in Prop, you will be able to prove true<>false)
- 3 : inductive type is rejected due to universe inconsistency
-
- SetP : Predicative Set
- SetI : Impredicative Set
-
- non-informative : Constructor arguments are in Prop only
- small : Constructor arguments are not in Type and SetP and CProp
- unit : Non (mutually) recursive /\ only one constructor /\ non-informative
- empty : in Coq: no constructors and non mutually recursive
- in Matita: no constructors (but eventually mutually recursive
- with non-empty types)
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug_print = fun _ -> ()
-
-let rec higher_name arity =
- function
- Cic.Sort Cic.Prop
- | Cic.Sort Cic.CProp ->
- if arity = 0 then "A" (* propositions *)
- else if arity = 1 then "P" (* predicates *)
- else "R" (*relations *)
- | Cic.Sort Cic.Set
- -> if arity = 0 then "S" else "F"
- | Cic.Sort (Cic.Type _ ) ->
- if arity = 0 then "T" else "F"
- | Cic.Prod (_,_,t) -> higher_name (arity+1) t
- | _ -> "f"
-
-let get_initial s =
- if String.length s = 0 then "_"
- else
- let head = String.sub s 0 1 in
- String.lowercase head
-
-(* only used when the sort is not Prop or CProp *)
-let rec guess_a_name context ty =
- match ty with
- Cic.Rel n ->
- (match List.nth context (n-1) with
- None -> assert false
- | Some (Cic.Anonymous,_) -> "eccomi_qua"
- | Some (Cic.Name s,_) -> get_initial s)
- | Cic.Var (uri,_) -> get_initial (UriManager.name_of_uri uri)
- | Cic.Sort _ -> higher_name 0 ty
- | Cic.Implicit _ -> assert false
- | Cic.Cast (t1,t2) -> guess_a_name context t1
- | Cic.Prod (na_,_,t) -> higher_name 1 t
- | Cic.Lambda _ -> assert false
- | Cic.LetIn (_,s,t) -> guess_a_name context (CicSubstitution.subst s t)
- | Cic.Appl [] -> assert false
- | Cic.Appl (he::_) -> guess_a_name context he
- | Cic.Const (uri,_)
- | Cic.MutInd (uri,_,_)
- | Cic.MutConstruct (uri,_,_,_) -> get_initial (UriManager.name_of_uri uri)
- | _ -> "x"
-
-(* mk_fresh_name context name typ *)
-(* returns an identifier which is fresh in the context *)
-(* and that resembles [name] as much as possible. *)
-(* [typ] will be the type of the variable *)
-let mk_fresh_name ~subst metasenv context name ~typ =
- let module C = Cic in
- let basename =
- match name with
- C.Anonymous ->
- (try
- let ty,_ =
- CicTypeChecker.type_of_aux' ~subst metasenv context typ
- CicUniv.empty_ugraph in
- (match ty with
- C.Sort C.Prop
- | C.Sort C.CProp -> "H"
- | _ -> guess_a_name context typ
- )
- with CicTypeChecker.TypeCheckerFailure _ -> "H"
- )
- | C.Name name ->
- Str.global_replace (Str.regexp "[0-9]*$") "" name
- in
- let already_used name =
- List.exists (function Some (n,_) -> n=name | _ -> false) context
- in
- if name <> C.Anonymous && not (already_used name) then
- name
- else if not (already_used (C.Name basename)) then
- C.Name basename
- else
- let rec try_next n =
- let name' = C.Name (basename ^ string_of_int n) in
- if already_used name' then
- try_next (n+1)
- else
- name'
- in
- try_next 1
-;;
-
-(* let mk_fresh_names ~subst metasenv context t *)
-let rec mk_fresh_names ~subst metasenv context t =
- match t with
- Cic.Rel _ -> t
- | Cic.Var (uri,exp_named_subst) ->
- let ens =
- List.map
- (fun (uri,t) ->
- (uri,mk_fresh_names ~subst metasenv context t)) exp_named_subst in
- Cic.Var (uri,ens)
- | Cic.Meta (i,l) ->
- let l' =
- List.map
- (fun t ->
- match t with
- None -> None
- | Some t -> Some (mk_fresh_names ~subst metasenv context t)) l in
- Cic.Meta(i,l')
- | Cic.Sort _
- | Cic.Implicit _ -> t
- | Cic.Cast (te,ty) ->
- let te' = mk_fresh_names ~subst metasenv context te in
- let ty' = mk_fresh_names ~subst metasenv context ty in
- Cic.Cast (te', ty')
- | Cic.Prod (n,s,t) ->
- let s' = mk_fresh_names ~subst metasenv context s in
- let n' =
- match n with
- Cic.Anonymous -> Cic.Anonymous
- | Cic.Name "matita_dummy" ->
- mk_fresh_name ~subst metasenv context Cic.Anonymous ~typ:s'
- | _ -> n in
- let t' = mk_fresh_names ~subst metasenv (Some(n',Cic.Decl s')::context) t in
- Cic.Prod (n',s',t')
- | Cic.Lambda (n,s,t) ->
- let s' = mk_fresh_names ~subst metasenv context s in
- let n' =
- match n with
- Cic.Anonymous -> Cic.Anonymous
- | Cic.Name "matita_dummy" ->
- mk_fresh_name ~subst metasenv context Cic.Anonymous ~typ:s'
- | _ -> n in
- let t' = mk_fresh_names ~subst metasenv (Some(n',Cic.Decl s')::context) t in
- Cic.Lambda (n',s',t')
- | Cic.LetIn (n,s,t) ->
- let s' = mk_fresh_names ~subst metasenv context s in
- let n' =
- match n with
- Cic.Anonymous -> Cic.Anonymous
- | Cic.Name "matita_dummy" ->
- mk_fresh_name ~subst metasenv context Cic.Anonymous ~typ:s'
- | _ -> n in
- let t' = mk_fresh_names ~subst metasenv (Some(n',Cic.Def (s',None))::context) t in
- Cic.LetIn (n',s',t')
- | Cic.Appl l ->
- Cic.Appl (List.map (mk_fresh_names ~subst metasenv context) l)
- | Cic.Const (uri,exp_named_subst) ->
- let ens =
- List.map
- (fun (uri,t) ->
- (uri,mk_fresh_names ~subst metasenv context t)) exp_named_subst in
- Cic.Const(uri,ens)
- | Cic.MutInd (uri,tyno,exp_named_subst) ->
- let ens =
- List.map
- (fun (uri,t) ->
- (uri,mk_fresh_names ~subst metasenv context t)) exp_named_subst in
- Cic.MutInd (uri,tyno,ens)
- | Cic.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let ens =
- List.map
- (fun (uri,t) ->
- (uri,mk_fresh_names ~subst metasenv context t)) exp_named_subst in
- Cic.MutConstruct (uri,tyno,consno, ens)
- | Cic.MutCase (sp,i,outty,t,pl) ->
- let outty' = mk_fresh_names ~subst metasenv context outty in
- let t' = mk_fresh_names ~subst metasenv context t in
- let pl' = List.map (mk_fresh_names ~subst metasenv context) pl in
- Cic.MutCase (sp, i, outty', t', pl')
- | Cic.Fix (i, fl) ->
- let tys = List.map
- (fun (n,_,ty,_) ->
- Some (Cic.Name n,(Cic.Decl ty))) fl in
- let fl' = List.map
- (fun (n,i,ty,bo) ->
- let ty' = mk_fresh_names ~subst metasenv context ty in
- let bo' = mk_fresh_names ~subst metasenv (tys@context) bo in
- (n,i,ty',bo')) fl in
- Cic.Fix (i, fl')
- | Cic.CoFix (i, fl) ->
- let tys = List.map
- (fun (n,_,ty) ->
- Some (Cic.Name n,(Cic.Decl ty))) fl in
- let fl' = List.map
- (fun (n,ty,bo) ->
- let ty' = mk_fresh_names ~subst metasenv context ty in
- let bo' = mk_fresh_names ~subst metasenv (tys@context) bo in
- (n,ty',bo')) fl in
- Cic.CoFix (i, fl')
-;;
-
-(* clean_dummy_dependent_types term *)
-(* returns a copy of [term] where every dummy dependent product *)
-(* have been replaced with a non-dependent product and where *)
-(* dummy let-ins have been removed. *)
-let clean_dummy_dependent_types t =
- let module C = Cic in
- let rec aux k =
- function
- C.Rel m as t -> t,[k - m]
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst',rels =
- List.fold_right
- (fun (uri,t) (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- (uri,t')::exp_named_subst, rels' @ rels
- ) exp_named_subst ([],[])
- in
- C.Var (uri,exp_named_subst'),rels
- | C.Meta (i,l) ->
- let l',rels =
- List.fold_right
- (fun t (l,rels) ->
- let t',rels' =
- match t with
- None -> None,[]
- | Some t ->
- let t',rels' = aux k t in
- Some t', rels'
- in
- t'::l, rels' @ rels
- ) l ([],[])
- in
- C.Meta(i,l'),rels
- | C.Sort _ as t -> t,[]
- | C.Implicit _ as t -> t,[]
- | C.Cast (te,ty) ->
- let te',rels1 = aux k te in
- let ty',rels2 = aux k ty in
- C.Cast (te', ty'), rels1@rels2
- | C.Prod (n,s,t) ->
- let s',rels1 = aux k s in
- let t',rels2 = aux (k+1) t in
- let n' =
- match n with
- C.Anonymous ->
- if List.mem k rels2 then
-(
- debug_print (lazy "If this happens often, we can do something about it (i.e. we can generate a new fresh name; problem: we need the metasenv and context ;-(. Alternative solution: mk_implicit does not generate entries for the elements in the context that have no name") ;
- C.Anonymous
-)
- else
- C.Anonymous
- | C.Name _ as n ->
- if List.mem k rels2 then n else C.Anonymous
- in
- C.Prod (n', s', t'), rels1@rels2
- | C.Lambda (n,s,t) ->
- let s',rels1 = aux k s in
- let t',rels2 = aux (k+1) t in
- C.Lambda (n, s', t'), rels1@rels2
- | C.LetIn (n,s,t) ->
- let s',rels1 = aux k s in
- let t',rels2 = aux (k+1) t in
- let rels = rels1 @ rels2 in
- if List.mem k rels2 then
- C.LetIn (n, s', t'), rels
- else
- (* (C.Rel 1) is just a dummy term; any term would fit *)
- CicSubstitution.subst (C.Rel 1) t', rels
- | C.Appl l ->
- let l',rels =
- List.fold_right
- (fun t (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- t'::exp_named_subst, rels' @ rels
- ) l ([],[])
- in
- C.Appl l', rels
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst',rels =
- List.fold_right
- (fun (uri,t) (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- (uri,t')::exp_named_subst, rels' @ rels
- ) exp_named_subst ([],[])
- in
- C.Const (uri,exp_named_subst'),rels
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst',rels =
- List.fold_right
- (fun (uri,t) (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- (uri,t')::exp_named_subst, rels' @ rels
- ) exp_named_subst ([],[])
- in
- C.MutInd (uri,tyno,exp_named_subst'),rels
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst',rels =
- List.fold_right
- (fun (uri,t) (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- (uri,t')::exp_named_subst, rels' @ rels
- ) exp_named_subst ([],[])
- in
- C.MutConstruct (uri,tyno,consno,exp_named_subst'),rels
- | C.MutCase (sp,i,outty,t,pl) ->
- let outty',rels1 = aux k outty in
- let t',rels2 = aux k t in
- let pl',rels3 =
- List.fold_right
- (fun t (exp_named_subst,rels) ->
- let t',rels' = aux k t in
- t'::exp_named_subst, rels' @ rels
- ) pl ([],[])
- in
- C.MutCase (sp, i, outty', t', pl'), rels1 @ rels2 @rels3
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let fl',rels =
- List.fold_right
- (fun (name,i,ty,bo) (fl,rels) ->
- let ty',rels1 = aux k ty in
- let bo',rels2 = aux (k + len) bo in
- (name,i,ty',bo')::fl, rels1 @ rels2 @ rels
- ) fl ([],[])
- in
- C.Fix (i, fl'),rels
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let fl',rels =
- List.fold_right
- (fun (name,ty,bo) (fl,rels) ->
- let ty',rels1 = aux k ty in
- let bo',rels2 = aux (k + len) bo in
- (name,ty',bo')::fl, rels1 @ rels2 @ rels
- ) fl ([],[])
- in
- C.CoFix (i, fl'),rels
- in
- fst (aux 0 t)
-;;
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* mk_fresh_name metasenv context name typ *)
-(* returns an identifier which is fresh in the context *)
-(* and that resembles [name] as much as possible. *)
-(* [typ] will be the type of the variable *)
-val mk_fresh_name :
- subst:Cic.substitution ->
- Cic.metasenv -> Cic.context -> Cic.name -> typ:Cic.term -> Cic.name
-
-(* mk_fresh_names metasenv context term *)
-(* returns a term t' convertible with term where all *)
-(* matita_dummies have been replaced by fresh names *)
-
-val mk_fresh_names :
- subst:Cic.substitution ->
- Cic.metasenv -> Cic.context -> Cic.term -> Cic.term
-
-(* clean_dummy_dependent_types term *)
-(* returns a copy of [term] where every dummy dependent product *)
-(* have been replaced with a non-dependent product and where *)
-(* dummy let-ins have been removed. *)
-val clean_dummy_dependent_types : Cic.term -> Cic.term
+++ /dev/null
-*.cm[iaox] *.cmxa
-create_environment
-create_environment.opt
-list_uris
-list_uris.opt
-parse_library
-parse_library.opt
+++ /dev/null
-UTILITIES = create_environment parse_library list_uris
-UTILITIES_OPT = $(patsubst %,%.opt,$(UTILITIES))
-LINKOPTS = -linkpkg -thread
-LIBS = helm-cic_proof_checking
-OCAMLC = ocamlfind ocamlc $(LINKOPTS) -package $(LIBS)
-OCAMLOPT = ocamlfind opt $(LINKOPTS) -package $(LIBS)
-all: $(UTILITIES)
-opt: $(UTILITIES_OPT)
-%: %.ml
- $(OCAMLC) -o $@ $<
-%.opt: %.ml
- $(OCAMLOPT) -o $@ $<
-clean:
- rm -f $(UTILITIES) $(UTILITIES_OPT) *.cm[iox] *.o
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let trust = true
-
-let outfname =
- match Sys.argv.(1) with
- | "-help" | "--help" | "-h" | "--h" ->
- print_endline
- ("Usage: create_environment <dumpfile> <uri_index>\n" ^
- " <dumpfile> is the file where environment will be dumped\n" ^
- " <uri_index> is the file containing the URIs, one per line,\n" ^
- " that will be typechecked. Could be \"-\" for\n" ^
- " standard input");
- flush stdout;
- exit 0
- | f -> f
-let _ =
- CicEnvironment.set_trust (fun _ -> trust);
- Helm_registry.set "getter.mode" "remote";
- Helm_registry.set "getter.url" "http://mowgli.cs.unibo.it:58081/";
- Sys.catch_break true;
- if Sys.file_exists outfname then begin
- let ic = open_in outfname in
- CicEnvironment.restore_from_channel ic;
- close_in ic
- end
-let urifname =
- try
- Sys.argv.(2)
- with Invalid_argument _ -> "-"
-let ic =
- match urifname with
- | "-" -> stdin
- | fname -> open_in fname
-let _ =
- try
- while true do
-(* try *)
- let uri = input_line ic in
- print_endline uri;
- flush stdout;
- let uri = UriManager.uri_of_string uri in
- ignore (CicTypeChecker.typecheck uri)
-(* with Sys.Break -> () *)
- done
- with End_of_file | Sys.Break ->
- let oc = open_out outfname in
- CicEnvironment.dump_to_channel oc;
- close_out oc
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let ic = open_in Sys.argv.(1) in
-CicEnvironment.restore_from_channel ic;
-List.iter
- (fun uri -> print_endline (UriManager.string_of_uri uri))
- (CicEnvironment.list_uri ())
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let trust = true
-
-let _ =
- CicEnvironment.set_trust (fun _ -> trust);
- Helm_registry.set "getter.mode" "remote";
- Helm_registry.set "getter.url" "http://mowgli.cs.unibo.it:58081/"
-let urifname =
- try
- Sys.argv.(1)
- with Invalid_argument _ -> "-"
-let ic =
- match urifname with
- | "-" -> stdin
- | fname -> open_in fname
-let _ =
- try
- while true do
- try
- let uri = input_line ic in
- prerr_endline uri;
- let uri = UriManager.uri_of_string uri in
- ignore (CicEnvironment.get_obj CicUniv.empty_ugraph uri)
-(* with Sys.Break -> () *)
- with
- | End_of_file -> raise End_of_file
- | exn -> ()
- done
- with End_of_file -> Unix.sleep max_int
-
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-cic2Xml.cmo: cic2Xml.cmi
-cic2Xml.cmx: cic2Xml.cmi
-content2pres.cmo: content2pres.cmi
-content2pres.cmx: content2pres.cmi
-sequent2pres.cmo: sequent2pres.cmi
-sequent2pres.cmx: sequent2pres.cmi
-domMisc.cmo: domMisc.cmi
-domMisc.cmx: domMisc.cmi
-xml2Gdome.cmo: xml2Gdome.cmi
-xml2Gdome.cmx: xml2Gdome.cmi
-applyTransformation.cmo: xml2Gdome.cmi sequent2pres.cmi domMisc.cmi \
- content2pres.cmi applyTransformation.cmi
-applyTransformation.cmx: xml2Gdome.cmx sequent2pres.cmx domMisc.cmx \
- content2pres.cmx applyTransformation.cmi
+++ /dev/null
-PACKAGE = cic_transformations
-REQUIRES = \
- gdome2 \
- helm-xml \
- helm-cic_proof_checking \
- helm-cic_omdoc \
- helm-registry \
- helm-utf8_macros \
- helm-cic_notation \
- $(NULL)
-PREDICATES =
-
-# modules which have both a .ml and a .mli
-INTERFACE_FILES = \
- cic2Xml.mli \
- content2pres.mli \
- sequent2pres.mli \
- domMisc.mli \
- xml2Gdome.mli \
- applyTransformation.mli \
- $(NULL)
-IMPLEMENTATION_FILES = \
- $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-all:
-
-clean: extra_clean
-distclean: extra_clean
-extra_clean:
- rm -f make_table
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 21/11/2003 *)
-(* *)
-(* *)
-(***************************************************************************)
-
-let mpres_document pres_box =
- Xml.add_xml_declaration (CicNotationPres.print_box pres_box)
-
-let mml_of_cic_sequent metasenv sequent =
- let unsh_sequent,(asequent,ids_to_terms,
- ids_to_father_ids,ids_to_inner_sorts,ids_to_hypotheses)
- =
- Cic2acic.asequent_of_sequent metasenv sequent
- in
- let content_sequent = Cic2content.map_sequent asequent in
- let pres_sequent =
- (Sequent2pres.sequent2pres ~ids_to_inner_sorts content_sequent)
- in
- let xmlpres = mpres_document pres_sequent in
- (Xml2Gdome.document_of_xml DomMisc.domImpl xmlpres,
- unsh_sequent,
- (asequent,
- (ids_to_terms,ids_to_father_ids,ids_to_hypotheses,ids_to_inner_sorts)))
-
-let mml_of_cic_object obj =
- let (annobj, ids_to_terms, ids_to_father_ids, ids_to_inner_sorts,
- ids_to_inner_types, ids_to_conjectures, ids_to_hypotheses)
- =
- Cic2acic.acic_object_of_cic_object obj
- in
- let content =
- Cic2content.annobj2content ~ids_to_inner_sorts ~ids_to_inner_types annobj
- in
- let pres = Content2pres.content2pres ~ids_to_inner_sorts content in
- let xmlpres = mpres_document pres in
- let mathml = Xml2Gdome.document_of_xml DomMisc.domImpl xmlpres in
- (mathml,(annobj,
- (ids_to_terms, ids_to_father_ids, ids_to_conjectures, ids_to_hypotheses,
- ids_to_inner_sorts,ids_to_inner_types)))
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 21/11/2003 *)
-(* *)
-(* *)
-(***************************************************************************)
-
-val mml_of_cic_sequent:
- Cic.metasenv -> (* metasenv *)
- Cic.conjecture -> (* sequent *)
- Gdome.document * (* Math ML *)
- Cic.conjecture * (* unshared sequent *)
- (Cic.annconjecture * (* annsequent *)
- ((Cic.id, Cic.term) Hashtbl.t * (* id -> term *)
- (Cic.id, Cic.id option) Hashtbl.t * (* id -> father id *)
- (Cic.id, Cic.hypothesis) Hashtbl.t * (* id -> hypothesis *)
- (Cic.id, Cic2acic.sort_kind) Hashtbl.t)) (* ids_to_inner_sorts *)
-
-val mml_of_cic_object:
- Cic.obj -> (* object *)
- Gdome.document * (* Math ML *)
- (Cic.annobj * (* annobj *)
- ((Cic.id, Cic.term) Hashtbl.t * (* id -> term *)
- (Cic.id, Cic.id option) Hashtbl.t * (* id -> father id *)
- (Cic.id, Cic.conjecture) Hashtbl.t * (* id -> conjecture *)
- (Cic.id, Cic.hypothesis) Hashtbl.t * (* id -> hypothesis *)
- (Cic.id, Cic2acic.sort_kind) Hashtbl.t * (* ids_to_inner_sorts *)
- (Cic.id, Cic2acic.anntypes) Hashtbl.t)) (* ids_to_inner_types *)
-
+++ /dev/null
-(* Copyright (C) 2000-2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(*CSC codice cut & paste da cicPp e xmlcommand *)
-
-exception NotImplemented;;
-
-let dtdname ~ask_dtd_to_the_getter dtd =
- if ask_dtd_to_the_getter then
- Helm_registry.get "getter.url" ^ "getdtd?uri=" ^ dtd
- else
- "http://mowgli.cs.unibo.it/dtd/" ^ dtd
-;;
-
-let param_attribute_of_params params =
- String.concat " " (List.map UriManager.string_of_uri params)
-;;
-
-(*CSC ottimizzazione: al posto di curi cdepth (vedi codice) *)
-let print_term ?ids_to_inner_sorts =
- let find_sort name id =
- match ids_to_inner_sorts with
- None -> []
- | Some ids_to_inner_sorts ->
- [None,name,Cic2acic.string_of_sort (Hashtbl.find ids_to_inner_sorts id)]
- in
- let rec aux =
- let module C = Cic in
- let module X = Xml in
- let module U = UriManager in
- function
- C.ARel (id,idref,n,b) ->
- let sort = find_sort "sort" id in
- X.xml_empty "REL"
- (sort @
- [None,"value",(string_of_int n) ; None,"binder",b ; None,"id",id ;
- None,"idref",idref])
- | C.AVar (id,uri,exp_named_subst) ->
- let sort = find_sort "sort" id in
- aux_subst uri
- (X.xml_empty "VAR"
- (sort @ [None,"uri",U.string_of_uri uri;None,"id",id]))
- exp_named_subst
- | C.AMeta (id,n,l) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "META"
- (sort @ [None,"no",(string_of_int n) ; None,"id",id])
- (List.fold_left
- (fun i t ->
- match t with
- Some t' ->
- [< i ; X.xml_nempty "substitution" [] (aux t') >]
- | None ->
- [< i ; X.xml_empty "substitution" [] >]
- ) [< >] l)
- | C.ASort (id,s) ->
- let string_of_sort s =
- Cic2acic.string_of_sort (Cic2acic.sort_of_sort s)
- in
- X.xml_empty "SORT" [None,"value",(string_of_sort s) ; None,"id",id]
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (last_id,_,_,_) as prods ->
- let rec eat_prods =
- function
- C.AProd (id,n,s,t) ->
- let prods,t' = eat_prods t in
- (id,n,s)::prods,t'
- | t -> [],t
- in
- let prods,t = eat_prods prods in
- let sort = find_sort "type" last_id in
- X.xml_nempty "PROD" sort
- [< List.fold_left
- (fun i (id,binder,s) ->
- let sort = find_sort "type" (Cic2acic.source_id_of_id id) in
- let attrs =
- sort @ ((None,"id",id)::
- match binder with
- C.Anonymous -> []
- | C.Name b -> [None,"binder",b])
- in
- [< i ; X.xml_nempty "decl" attrs (aux s) >]
- ) [< >] prods ;
- X.xml_nempty "target" [] (aux t)
- >]
- | C.ACast (id,v,t) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "CAST" (sort @ [None,"id",id])
- [< X.xml_nempty "term" [] (aux v) ;
- X.xml_nempty "type" [] (aux t)
- >]
- | C.ALambda (last_id,_,_,_) as lambdas ->
- let rec eat_lambdas =
- function
- C.ALambda (id,n,s,t) ->
- let lambdas,t' = eat_lambdas t in
- (id,n,s)::lambdas,t'
- | t -> [],t
- in
- let lambdas,t = eat_lambdas lambdas in
- let sort = find_sort "sort" last_id in
- X.xml_nempty "LAMBDA" sort
- [< List.fold_left
- (fun i (id,binder,s) ->
- let sort = find_sort "type" (Cic2acic.source_id_of_id id) in
- let attrs =
- sort @ ((None,"id",id)::
- match binder with
- C.Anonymous -> []
- | C.Name b -> [None,"binder",b])
- in
- [< i ; X.xml_nempty "decl" attrs (aux s) >]
- ) [< >] lambdas ;
- X.xml_nempty "target" [] (aux t)
- >]
- | C.ALetIn (xid,C.Anonymous,s,t) ->
- assert false
- | C.ALetIn (last_id,C.Name _,_,_) as letins ->
- let rec eat_letins =
- function
- C.ALetIn (id,n,s,t) ->
- let letins,t' = eat_letins t in
- (id,n,s)::letins,t'
- | t -> [],t
- in
- let letins,t = eat_letins letins in
- let sort = find_sort "sort" last_id in
- X.xml_nempty "LETIN" sort
- [< List.fold_left
- (fun i (id,binder,s) ->
- let sort = find_sort "sort" id in
- let attrs =
- sort @ ((None,"id",id)::
- match binder with
- C.Anonymous -> []
- | C.Name b -> [None,"binder",b])
- in
- [< i ; X.xml_nempty "def" attrs (aux s) >]
- ) [< >] letins ;
- X.xml_nempty "target" [] (aux t)
- >]
- | C.AAppl (id,li) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "APPLY" (sort @ [None,"id",id])
- [< (List.fold_right (fun x i -> [< (aux x) ; i >]) li [<>])
- >]
- | C.AConst (id,uri,exp_named_subst) ->
- let sort = find_sort "sort" id in
- aux_subst uri
- (X.xml_empty "CONST"
- (sort @ [None,"uri",(U.string_of_uri uri) ; None,"id",id])
- ) exp_named_subst
- | C.AMutInd (id,uri,i,exp_named_subst) ->
- aux_subst uri
- (X.xml_empty "MUTIND"
- [None, "uri", (U.string_of_uri uri) ;
- None, "noType", (string_of_int i) ;
- None, "id", id]
- ) exp_named_subst
- | C.AMutConstruct (id,uri,i,j,exp_named_subst) ->
- let sort = find_sort "sort" id in
- aux_subst uri
- (X.xml_empty "MUTCONSTRUCT"
- (sort @
- [None,"uri", (U.string_of_uri uri) ;
- None,"noType",(string_of_int i) ;
- None,"noConstr",(string_of_int j) ;
- None,"id",id])
- ) exp_named_subst
- | C.AMutCase (id,uri,typeno,ty,te,patterns) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "MUTCASE"
- (sort @
- [None,"uriType",(U.string_of_uri uri) ;
- None,"noType", (string_of_int typeno) ;
- None,"id", id])
- [< X.xml_nempty "patternsType" [] [< (aux ty) >] ;
- X.xml_nempty "inductiveTerm" [] [< (aux te) >] ;
- List.fold_right
- (fun x i -> [< X.xml_nempty "pattern" [] [< aux x >] ; i>])
- patterns [<>]
- >]
- | C.AFix (id, no, funs) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "FIX"
- (sort @ [None,"noFun", (string_of_int no) ; None,"id",id])
- [< List.fold_right
- (fun (id,fi,ai,ti,bi) i ->
- [< X.xml_nempty "FixFunction"
- [None,"id",id ; None,"name", fi ;
- None,"recIndex", (string_of_int ai)]
- [< X.xml_nempty "type" [] [< aux ti >] ;
- X.xml_nempty "body" [] [< aux bi >]
- >] ;
- i
- >]
- ) funs [<>]
- >]
- | C.ACoFix (id,no,funs) ->
- let sort = find_sort "sort" id in
- X.xml_nempty "COFIX"
- (sort @ [None,"noFun", (string_of_int no) ; None,"id",id])
- [< List.fold_right
- (fun (id,fi,ti,bi) i ->
- [< X.xml_nempty "CofixFunction" [None,"id",id ; None,"name", fi]
- [< X.xml_nempty "type" [] [< aux ti >] ;
- X.xml_nempty "body" [] [< aux bi >]
- >] ;
- i
- >]
- ) funs [<>]
- >]
- and aux_subst buri target subst =
-(*CSC: I have now no way to assign an ID to the explicit named substitution *)
- let id = None in
- if subst = [] then
- target
- else
- Xml.xml_nempty "instantiate"
- (match id with None -> [] | Some id -> [None,"id",id])
- [< target ;
- List.fold_left
- (fun i (uri,arg) ->
- let relUri =
- let buri_frags =
- Str.split (Str.regexp "/") (UriManager.string_of_uri buri) in
- let uri_frags =
- Str.split (Str.regexp "/") (UriManager.string_of_uri uri) in
- let rec find_relUri buri_frags uri_frags =
- match buri_frags,uri_frags with
- [_], _ -> String.concat "/" uri_frags
- | he1::tl1, he2::tl2 ->
- assert (he1 = he2) ;
- find_relUri tl1 tl2
- | _,_ -> assert false (* uri is not relative to buri *)
- in
- find_relUri buri_frags uri_frags
- in
- [< i ; Xml.xml_nempty "arg" [None,"relUri", relUri] (aux arg) >]
- ) [<>] subst
- >]
- in
- aux
-;;
-
-let xml_of_attrs attributes =
- let class_of = function
- | `Coercion -> Xml.xml_empty "class" [None,"value","coercion"]
- | `Elim s ->
- Xml.xml_nempty "class" [None,"value","elim"]
- [< Xml.xml_empty
- "SORT" [None,"value",
- (Cic2acic.string_of_sort (Cic2acic.sort_of_sort s)) ;
- None,"id","elimination_sort"] >]
- | `Record field_names ->
- Xml.xml_nempty "class" [None,"value","record"]
- (List.fold_right
- (fun name res ->
- [< Xml.xml_empty "field" [None,"name",name]; res >]
- ) field_names [<>])
- | `Projection -> Xml.xml_empty "class" [None,"value","projection"]
- in
- let flavour_of = function
- | `Definition -> Xml.xml_empty "flavour" [None, "value", "definition"]
- | `Fact -> Xml.xml_empty "flavour" [None, "value", "fact"]
- | `Lemma -> Xml.xml_empty "flavour" [None, "value", "lemma"]
- | `Remark -> Xml.xml_empty "flavour" [None, "value", "remark"]
- | `Theorem -> Xml.xml_empty "flavour" [None, "value", "theorem"]
- | `Variant -> Xml.xml_empty "flavour" [None, "value", "variant"]
- in
- let xml_attr_of = function
- | `Generated -> Xml.xml_empty "generated" []
- | `Class c -> class_of c
- | `Flavour f -> flavour_of f
- in
- let xml_attrs =
- List.fold_right
- (fun attr res -> [< xml_attr_of attr ; res >]) attributes [<>]
- in
- Xml.xml_nempty "attributes" [] xml_attrs
-
-let print_object uri ?ids_to_inner_sorts ~ask_dtd_to_the_getter obj =
- let module C = Cic in
- let module X = Xml in
- let module U = UriManager in
- let dtdname = dtdname ~ask_dtd_to_the_getter "cic.dtd" in
- match obj with
- C.ACurrentProof (id,idbody,n,conjectures,bo,ty,params,obj_attrs) ->
- let params' = param_attribute_of_params params in
- let xml_attrs = xml_of_attrs obj_attrs in
- let xml_for_current_proof_body =
-(*CSC: Should the CurrentProof also have the list of variables it depends on? *)
-(*CSC: I think so. Not implemented yet. *)
- X.xml_nempty "CurrentProof"
- [None,"of",UriManager.string_of_uri uri ; None,"id", id]
- [< xml_attrs;
- List.fold_left
- (fun i (cid,n,canonical_context,t) ->
- [< i ;
- X.xml_nempty "Conjecture"
- [None,"id",cid ; None,"no",(string_of_int n)]
- [< List.fold_left
- (fun i (hid,t) ->
- [< (match t with
- Some (n,C.ADecl t) ->
- X.xml_nempty "Decl"
- (match n with
- C.Name n' ->
- [None,"id",hid;None,"name",n']
- | C.Anonymous -> [None,"id",hid])
- (print_term ?ids_to_inner_sorts t)
- | Some (n,C.ADef t) ->
- X.xml_nempty "Def"
- (match n with
- C.Name n' ->
- [None,"id",hid;None,"name",n']
- | C.Anonymous -> [None,"id",hid])
- (print_term ?ids_to_inner_sorts t)
- | None -> X.xml_empty "Hidden" [None,"id",hid]
- ) ;
- i
- >]
- ) [< >] canonical_context ;
- X.xml_nempty "Goal" []
- (print_term ?ids_to_inner_sorts t)
- >]
- >])
- [< >] conjectures ;
- X.xml_nempty "body" [] (print_term ?ids_to_inner_sorts bo) >]
- in
- let xml_for_current_proof_type =
- X.xml_nempty "ConstantType"
- [None,"name",n ; None,"params",params' ; None,"id", id]
- (print_term ?ids_to_inner_sorts ty)
- in
- let xmlbo =
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE CurrentProof SYSTEM \""^ dtdname ^ "\">\n");
- xml_for_current_proof_body
- >] in
- let xmlty =
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE ConstantType SYSTEM \""^ dtdname ^ "\">\n");
- xml_for_current_proof_type
- >]
- in
- xmlty, Some xmlbo
- | C.AConstant (id,idbody,n,bo,ty,params,obj_attrs) ->
- let params' = param_attribute_of_params params in
- let xml_attrs = xml_of_attrs obj_attrs in
- let xmlbo =
- match bo with
- None -> None
- | Some bo ->
- Some
- [< X.xml_cdata
- "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata
- ("<!DOCTYPE ConstantBody SYSTEM \"" ^ dtdname ^ "\">\n") ;
- X.xml_nempty "ConstantBody"
- [None,"for",UriManager.string_of_uri uri ;
- None,"params",params' ; None,"id", id]
- [< print_term ?ids_to_inner_sorts bo >]
- >]
- in
- let xmlty =
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE ConstantType SYSTEM \""^ dtdname ^ "\">\n");
- X.xml_nempty "ConstantType"
- [None,"name",n ; None,"params",params' ; None,"id", id]
- [< xml_attrs; print_term ?ids_to_inner_sorts ty >]
- >]
- in
- xmlty, xmlbo
- | C.AVariable (id,n,bo,ty,params,obj_attrs) ->
- let params' = param_attribute_of_params params in
- let xml_attrs = xml_of_attrs obj_attrs in
- let xmlbo =
- match bo with
- None -> [< >]
- | Some bo ->
- X.xml_nempty "body" [] [< print_term ?ids_to_inner_sorts bo >]
- in
- let aobj =
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata ("<!DOCTYPE Variable SYSTEM \"" ^ dtdname ^ "\">\n");
- X.xml_nempty "Variable"
- [None,"name",n ; None,"params",params' ; None,"id", id]
- [< xml_attrs; xmlbo;
- X.xml_nempty "type" [] (print_term ?ids_to_inner_sorts ty)
- >]
- >]
- in
- aobj, None
- | C.AInductiveDefinition (id,tys,params,nparams,obj_attrs) ->
- let params' = param_attribute_of_params params in
- let xml_attrs = xml_of_attrs obj_attrs in
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata
- ("<!DOCTYPE InductiveDefinition SYSTEM \"" ^ dtdname ^ "\">\n") ;
- X.xml_nempty "InductiveDefinition"
- [None,"noParams",string_of_int nparams ;
- None,"id",id ;
- None,"params",params']
- [< xml_attrs;
- (List.fold_left
- (fun i (id,typename,finite,arity,cons) ->
- [< i ;
- X.xml_nempty "InductiveType"
- [None,"id",id ; None,"name",typename ;
- None,"inductive",(string_of_bool finite)
- ]
- [< X.xml_nempty "arity" []
- (print_term ?ids_to_inner_sorts arity) ;
- (List.fold_left
- (fun i (name,lc) ->
- [< i ;
- X.xml_nempty "Constructor"
- [None,"name",name]
- (print_term ?ids_to_inner_sorts lc)
- >]) [<>] cons
- )
- >]
- >]
- ) [< >] tys
- )
- >]
- >], None
-;;
-
-let
- print_inner_types curi ~ids_to_inner_sorts ~ids_to_inner_types
- ~ask_dtd_to_the_getter
-=
- let module C2A = Cic2acic in
- let module X = Xml in
- let dtdname = dtdname ~ask_dtd_to_the_getter "cictypes.dtd" in
- [< X.xml_cdata "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ;
- X.xml_cdata
- ("<!DOCTYPE InnerTypes SYSTEM \"" ^ dtdname ^ "\">\n") ;
- X.xml_nempty "InnerTypes" [None,"of",UriManager.string_of_uri curi]
- (Hashtbl.fold
- (fun id {C2A.annsynthesized = synty ; C2A.annexpected = expty} x ->
- [< x ;
- X.xml_nempty "TYPE" [None,"of",id]
- [< X.xml_nempty "synthesized" []
- [< print_term ~ids_to_inner_sorts synty >] ;
- match expty with
- None -> [<>]
- | Some expty' -> X.xml_nempty "expected" []
- [< print_term ~ids_to_inner_sorts expty' >]
- >]
- >]
- ) ids_to_inner_types [<>]
- )
- >]
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception NotImplemented
-
-val print_term :
- ?ids_to_inner_sorts: (string, Cic2acic.sort_kind) Hashtbl.t ->
- Cic.annterm ->
- Xml.token Stream.t
-
-val print_object :
- UriManager.uri ->
- ?ids_to_inner_sorts: (string, Cic2acic.sort_kind) Hashtbl.t ->
- ask_dtd_to_the_getter:bool ->
- Cic.annobj ->
- Xml.token Stream.t * Xml.token Stream.t option
-
-val print_inner_types :
- UriManager.uri ->
- ids_to_inner_sorts: (string, Cic2acic.sort_kind) Hashtbl.t ->
- ids_to_inner_types: (string, Cic2acic.anntypes) Hashtbl.t ->
- ask_dtd_to_the_getter:bool ->
- Xml.token Stream.t
-
+++ /dev/null
-(* Copyright (C) 2003-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 17/06/2003 *)
-(* *)
-(***************************************************************************)
-
-module P = Mpresentation
-module B = Box
-module Con = Content
-
-let p_mtr a b = Mpresentation.Mtr(a,b)
-let p_mtd a b = Mpresentation.Mtd(a,b)
-let p_mtable a b = Mpresentation.Mtable(a,b)
-let p_mtext a b = Mpresentation.Mtext(a,b)
-let p_mi a b = Mpresentation.Mi(a,b)
-let p_mo a b = Mpresentation.Mo(a,b)
-let p_mrow a b = Mpresentation.Mrow(a,b)
-let p_mphantom a b = Mpresentation.Mphantom(a,b)
-
-let rec split n l =
- if n = 0 then [],l
- else let l1,l2 =
- split (n-1) (List.tl l) in
- (List.hd l)::l1,l2
-
-let get_xref = function
- | `Declaration d
- | `Hypothesis d -> d.Con.dec_id
- | `Proof p -> p.Con.proof_id
- | `Definition d -> d.Con.def_id
- | `Joint jo -> jo.Con.joint_id
-
-let hv_attrs =
- RenderingAttrs.spacing_attributes `BoxML
- @ RenderingAttrs.indent_attributes `BoxML
-
-let make_row items concl =
- B.b_hv hv_attrs (items @ [ concl ])
-(* match concl with
- B.V _ -> |+ big! +|
- B.b_v attrs [B.b_h [] items; B.b_indent concl]
- | _ -> |+ small +|
- B.b_h attrs (items@[B.b_space; concl]) *)
-
-let make_concl ?(attrs=[]) verb concl =
- B.b_hv (hv_attrs @ attrs) [ B.b_kw verb; concl ]
-(* match concl with
- B.V _ -> |+ big! +|
- B.b_v attrs [ B.b_kw verb; B.b_indent concl]
- | _ -> |+ small +|
- B.b_h attrs [ B.b_kw verb; B.b_space; concl ] *)
-
-let make_args_for_apply term2pres args =
- let make_arg_for_apply is_first arg row =
- let res =
- match arg with
- Con.Aux n -> assert false
- | Con.Premise prem ->
- let name =
- (match prem.Con.premise_binder with
- None -> "previous"
- | Some s -> s) in
- (B.b_object (P.Mi ([], name)))::row
- | Con.Lemma lemma ->
- let lemma_attrs = [
- Some "helm", "xref", lemma.Con.lemma_id;
- Some "xlink", "href", lemma.Con.lemma_uri ]
- in
- (B.b_object (P.Mi(lemma_attrs,lemma.Con.lemma_name)))::row
- | Con.Term t ->
- if is_first then
- (term2pres t)::row
- else (B.b_object (P.Mi([],"_")))::row
- | Con.ArgProof _
- | Con.ArgMethod _ ->
- (B.b_object (P.Mi([],"_")))::row
- in
- if is_first then res else B.skip::res
- in
- match args with
- hd::tl ->
- make_arg_for_apply true hd
- (List.fold_right (make_arg_for_apply false) tl [])
- | _ -> assert false
-
-let get_name = function
- | Some s -> s
- | None -> "_"
-
-let add_xref id = function
- | B.Text (attrs, t) -> B.Text (((Some "helm", "xref", id) :: attrs), t)
- | _ -> assert false (* TODO, add_xref is meaningful for all boxes *)
-
-let rec justification term2pres p =
- if ((p.Con.proof_conclude.Con.conclude_method = "Exact") or
- ((p.Con.proof_context = []) &
- (p.Con.proof_apply_context = []) &
- (p.Con.proof_conclude.Con.conclude_method = "Apply"))) then
- let pres_args =
- make_args_for_apply term2pres p.Con.proof_conclude.Con.conclude_args in
- B.H([],
- (B.b_kw "by")::B.b_space::
- B.Text([],"(")::pres_args@[B.Text([],")")])
- else proof2pres term2pres p
-
-and proof2pres term2pres p =
- let rec proof2pres p =
- let indent =
- let is_decl e =
- (match e with
- `Declaration _
- | `Hypothesis _ -> true
- | _ -> false) in
- ((List.filter is_decl p.Con.proof_context) != []) in
- let omit_conclusion = (not indent) && (p.Con.proof_context != []) in
- let concl =
- (match p.Con.proof_conclude.Con.conclude_conclusion with
- None -> None
- | Some t -> Some (term2pres t)) in
- let body =
- let presconclude =
- conclude2pres p.Con.proof_conclude indent omit_conclusion in
- let presacontext =
- acontext2pres p.Con.proof_apply_context presconclude indent in
- context2pres p.Con.proof_context presacontext in
- match p.Con.proof_name with
- None -> body
- | Some name ->
- let action =
- match concl with
- None -> body
- | Some ac ->
- B.Action
- ([None,"type","toggle"],
- [(make_concl ~attrs:[Some "helm", "xref", p.Con.proof_id]
- "proof of" ac); body])
- in
- B.V ([],
- [B.Text ([],"(" ^ name ^ ")");
- B.indent action])
-
- and context2pres c continuation =
- (* we generate a subtable for each context element, for selection
- purposes
- The table generated by the head-element does not have an xref;
- the whole context-proof is already selectable *)
- match c with
- [] -> continuation
- | hd::tl ->
- let continuation' =
- List.fold_right
- (fun ce continuation ->
- let xref = get_xref ce in
- B.V([Some "helm", "xref", xref ],
- [B.H([Some "helm", "xref", "ce_"^xref],
- [ce2pres_in_proof_context_element ce]);
- continuation])) tl continuation in
- let hd_xref= get_xref hd in
- B.V([],
- [B.H([Some "helm", "xref", "ce_"^hd_xref],
- [ce2pres_in_proof_context_element hd]);
- continuation'])
-
- and ce2pres_in_joint_context_element = function
- | `Inductive _ -> assert false (* TODO *)
- | (`Declaration _) as x -> ce2pres x
- | (`Hypothesis _) as x -> ce2pres x
- | (`Proof _) as x -> ce2pres x
- | (`Definition _) as x -> ce2pres x
-
- and ce2pres_in_proof_context_element = function
- | `Joint ho ->
- B.H ([],(List.map ce2pres_in_joint_context_element ho.Content.joint_defs))
- | (`Declaration _) as x -> ce2pres x
- | (`Hypothesis _) as x -> ce2pres x
- | (`Proof _) as x -> ce2pres x
- | (`Definition _) as x -> ce2pres x
-
- and ce2pres =
- function
- `Declaration d ->
- (match d.Con.dec_name with
- Some s ->
- let ty = term2pres d.Con.dec_type in
- B.H ([],
- [(B.b_kw "Assume");
- B.b_space;
- B.Object ([], P.Mi([],s));
- B.Text([],":");
- ty])
- | None ->
- prerr_endline "NO NAME!!"; assert false)
- | `Hypothesis h ->
- (match h.Con.dec_name with
- Some s ->
- let ty = term2pres h.Con.dec_type in
- B.H ([],
- [(B.b_kw "Suppose");
- B.b_space;
- B.Text([],"(");
- B.Object ([], P.Mi ([],s));
- B.Text([],")");
- B.b_space;
- ty])
- | None ->
- prerr_endline "NO NAME!!"; assert false)
- | `Proof p ->
- proof2pres p
- | `Definition d ->
- (match d.Con.def_name with
- Some s ->
- let term = term2pres d.Con.def_term in
- B.H ([],
- [ B.b_kw "Let"; B.b_space;
- B.Object ([], P.Mi([],s));
- B.Text([]," = ");
- term])
- | None ->
- prerr_endline "NO NAME!!"; assert false)
-
- and acontext2pres ac continuation indent =
- List.fold_right
- (fun p continuation ->
- let hd =
- if indent then
- B.indent (proof2pres p)
- else
- proof2pres p in
- B.V([Some "helm","xref",p.Con.proof_id],
- [B.H([Some "helm","xref","ace_"^p.Con.proof_id],[hd]);
- continuation])) ac continuation
-
- and conclude2pres conclude indent omit_conclusion =
- let tconclude_body =
- match conclude.Con.conclude_conclusion with
- Some t when
- not omit_conclusion or
- (* CSC: I ignore the omit_conclusion flag in this case. *)
- (* CSC: Is this the correct behaviour? In the stylesheets *)
- (* CSC: we simply generated nothing (i.e. the output type *)
- (* CSC: of the function should become an option. *)
- conclude.Con.conclude_method = "BU_Conversion" ->
- let concl = (term2pres t) in
- if conclude.Con.conclude_method = "BU_Conversion" then
- make_concl "that is equivalent to" concl
- else if conclude.Con.conclude_method = "FalseInd" then
- (* false ind is in charge to add the conclusion *)
- falseind conclude
- else
- let conclude_body = conclude_aux conclude in
- let ann_concl =
- if conclude.Con.conclude_method = "TD_Conversion" then
- make_concl "that is equivalent to" concl
- else make_concl "we conclude" concl in
- B.V ([], [conclude_body; ann_concl])
- | _ -> conclude_aux conclude in
- if indent then
- B.indent (B.H ([Some "helm", "xref", conclude.Con.conclude_id],
- [tconclude_body]))
- else
- B.H ([Some "helm", "xref", conclude.Con.conclude_id],[tconclude_body])
-
- and conclude_aux conclude =
- if conclude.Con.conclude_method = "TD_Conversion" then
- let expected =
- (match conclude.Con.conclude_conclusion with
- None -> B.Text([],"NO EXPECTED!!!")
- | Some c -> term2pres c) in
- let subproof =
- (match conclude.Con.conclude_args with
- [Con.ArgProof p] -> p
- | _ -> assert false) in
- let synth =
- (match subproof.Con.proof_conclude.Con.conclude_conclusion with
- None -> B.Text([],"NO SYNTH!!!")
- | Some c -> (term2pres c)) in
- B.V
- ([],
- [make_concl "we must prove" expected;
- make_concl "or equivalently" synth;
- proof2pres subproof])
- else if conclude.Con.conclude_method = "BU_Conversion" then
- assert false
- else if conclude.Con.conclude_method = "Exact" then
- let arg =
- (match conclude.Con.conclude_args with
- [Con.Term t] -> term2pres t
- | [Con.Premise p] ->
- (match p.Con.premise_binder with
- | None -> assert false; (* unnamed hypothesis ??? *)
- | Some s -> B.Text([],s))
- | err -> assert false) in
- (match conclude.Con.conclude_conclusion with
- None ->
- B.b_h [] [B.b_kw "Consider"; B.b_space; arg]
- | Some c -> let conclusion = term2pres c in
- make_row
- [arg; B.b_space; B.b_kw "proves"]
- conclusion
- )
- else if conclude.Con.conclude_method = "Intros+LetTac" then
- (match conclude.Con.conclude_args with
- [Con.ArgProof p] -> proof2pres p
- | _ -> assert false)
-(* OLD CODE
- let conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.Text([],"NO Conclusion!!!")
- | Some c -> term2pres c) in
- (match conclude.Con.conclude_args with
- [Con.ArgProof p] ->
- B.V
- ([None,"align","baseline 1"; None,"equalrows","false";
- None,"columnalign","left"],
- [B.H([],[B.Object([],proof2pres p)]);
- B.H([],[B.Object([],
- (make_concl "we proved 1" conclusion))])]);
- | _ -> assert false)
-*)
- else if (conclude.Con.conclude_method = "Case") then
- case conclude
- else if (conclude.Con.conclude_method = "ByInduction") then
- byinduction conclude
- else if (conclude.Con.conclude_method = "Exists") then
- exists conclude
- else if (conclude.Con.conclude_method = "AndInd") then
- andind conclude
- else if (conclude.Con.conclude_method = "FalseInd") then
- falseind conclude
- else if (conclude.Con.conclude_method = "Rewrite") then
- let justif =
- (match (List.nth conclude.Con.conclude_args 6) with
- Con.ArgProof p -> justification term2pres p
- | _ -> assert false) in
- let term1 =
- (match List.nth conclude.Con.conclude_args 2 with
- Con.Term t -> term2pres t
- | _ -> assert false) in
- let term2 =
- (match List.nth conclude.Con.conclude_args 5 with
- Con.Term t -> term2pres t
- | _ -> assert false) in
- B.V ([],
- [B.H ([],[
- (B.b_kw "rewrite");
- B.b_space; term1;
- B.b_space; (B.b_kw "with");
- B.b_space; term2;
- B.indent justif])])
- else if conclude.Con.conclude_method = "Apply" then
- let pres_args =
- make_args_for_apply term2pres conclude.Con.conclude_args in
- B.H([],
- (B.b_kw "by")::
- B.b_space::
- B.Text([],"(")::pres_args@[B.Text([],")")])
- else
- B.V ([], [
- B.b_kw ("Apply method" ^ conclude.Con.conclude_method ^ " to");
- (B.indent (B.V ([], args2pres conclude.Con.conclude_args)))])
-
- and args2pres l = List.map arg2pres l
-
- and arg2pres =
- function
- Con.Aux n -> B.b_kw ("aux " ^ n)
- | Con.Premise prem -> B.b_kw "premise"
- | Con.Lemma lemma -> B.b_kw "lemma"
- | Con.Term t -> term2pres t
- | Con.ArgProof p -> proof2pres p
- | Con.ArgMethod s -> B.b_kw "method"
-
- and case conclude =
- let proof_conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion???"
- | Some t -> term2pres t) in
- let arg,args_for_cases =
- (match conclude.Con.conclude_args with
- Con.Aux(_)::Con.Aux(_)::Con.Term(_)::arg::tl ->
- arg,tl
- | _ -> assert false) in
- let case_on =
- let case_arg =
- (match arg with
- Con.Aux n -> B.b_kw "an aux???"
- | Con.Premise prem ->
- (match prem.Con.premise_binder with
- None -> B.b_kw "the previous result"
- | Some n -> B.Object ([], P.Mi([],n)))
- | Con.Lemma lemma -> B.Object ([], P.Mi([],lemma.Con.lemma_name))
- | Con.Term t ->
- term2pres t
- | Con.ArgProof p -> B.b_kw "a proof???"
- | Con.ArgMethod s -> B.b_kw "a method???")
- in
- (make_concl "we proceed by cases on" case_arg) in
- let to_prove =
- (make_concl "to prove" proof_conclusion) in
- B.V ([], case_on::to_prove::(make_cases args_for_cases))
-
- and byinduction conclude =
- let proof_conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion???"
- | Some t -> term2pres t) in
- let inductive_arg,args_for_cases =
- (match conclude.Con.conclude_args with
- Con.Aux(n)::_::tl ->
- let l1,l2 = split (int_of_string n) tl in
- let last_pos = (List.length l2)-1 in
- List.nth l2 last_pos,l1
- | _ -> assert false) in
- let induction_on =
- let arg =
- (match inductive_arg with
- Con.Aux n -> B.b_kw "an aux???"
- | Con.Premise prem ->
- (match prem.Con.premise_binder with
- None -> B.b_kw "the previous result"
- | Some n -> B.Object ([], P.Mi([],n)))
- | Con.Lemma lemma -> B.Object ([], P.Mi([],lemma.Con.lemma_name))
- | Con.Term t ->
- term2pres t
- | Con.ArgProof p -> B.b_kw "a proof???"
- | Con.ArgMethod s -> B.b_kw "a method???") in
- (make_concl "we proceed by induction on" arg) in
- let to_prove =
- (make_concl "to prove" proof_conclusion) in
- B.V ([], induction_on::to_prove:: (make_cases args_for_cases))
-
- and make_cases l = List.map make_case l
-
- and make_case =
- function
- Con.ArgProof p ->
- let name =
- (match p.Con.proof_name with
- None -> B.b_kw "no name for case!!"
- | Some n -> B.Object ([], P.Mi([],n))) in
- let indhyps,args =
- List.partition
- (function
- `Hypothesis h -> h.Con.dec_inductive
- | _ -> false) p.Con.proof_context in
- let pattern_aux =
- List.fold_right
- (fun e p ->
- let dec =
- (match e with
- `Declaration h
- | `Hypothesis h ->
- let name =
- (match h.Con.dec_name with
- None -> "NO NAME???"
- | Some n ->n) in
- [B.b_space;
- B.Object ([], P.Mi ([],name));
- B.Text([],":");
- (term2pres h.Con.dec_type)]
- | _ -> [B.Text ([],"???")]) in
- dec@p) args [] in
- let pattern =
- B.H ([],
- (B.b_kw "Case"::B.b_space::name::pattern_aux)@
- [B.b_space;
- B.Text([], Utf8Macro.unicode_of_tex "\\Rightarrow")]) in
- let subconcl =
- (match p.Con.proof_conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion!!!"
- | Some t -> term2pres t) in
- let asubconcl = B.indent (make_concl "the thesis becomes" subconcl) in
- let induction_hypothesis =
- (match indhyps with
- [] -> []
- | _ ->
- let text = B.indent (B.b_kw "by induction hypothesis we know") in
- let make_hyp =
- function
- `Hypothesis h ->
- let name =
- (match h.Con.dec_name with
- None -> "no name"
- | Some s -> s) in
- B.indent (B.H ([],
- [B.Text([],"(");
- B.Object ([], P.Mi ([],name));
- B.Text([],")");
- B.b_space;
- term2pres h.Con.dec_type]))
- | _ -> assert false in
- let hyps = List.map make_hyp indhyps in
- text::hyps) in
- (* let acontext =
- acontext2pres_old p.Con.proof_apply_context true in *)
- let body = conclude2pres p.Con.proof_conclude true false in
- let presacontext =
- let acontext_id =
- match p.Con.proof_apply_context with
- [] -> p.Con.proof_conclude.Con.conclude_id
- | {Con.proof_id = id}::_ -> id
- in
- B.Action([None,"type","toggle"],
- [ B.indent (add_xref acontext_id (B.b_kw "Proof"));
- acontext2pres p.Con.proof_apply_context body true]) in
- B.V ([], pattern::asubconcl::induction_hypothesis@[presacontext])
- | _ -> assert false
-
- and falseind conclude =
- let proof_conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion???"
- | Some t -> term2pres t) in
- let case_arg =
- (match conclude.Con.conclude_args with
- [Con.Aux(n);_;case_arg] -> case_arg
- | _ -> assert false;
- (*
- List.map (ContentPp.parg 0) conclude.Con.conclude_args;
- assert false *)) in
- let arg =
- (match case_arg with
- Con.Aux n -> assert false
- | Con.Premise prem ->
- (match prem.Con.premise_binder with
- None -> [B.b_kw "Contradiction, hence"]
- | Some n ->
- [ B.Object ([],P.Mi([],n)); B.skip;
- B.b_kw "is contradictory, hence"])
- | Con.Lemma lemma ->
- [ B.Object ([], P.Mi([],lemma.Con.lemma_name)); B.skip;
- B.b_kw "is contradictory, hence" ]
- | _ -> assert false) in
- (* let body = proof2pres {proof with Con.proof_context = tl} in *)
- make_row arg proof_conclusion
-
- and andind conclude =
- let proof_conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion???"
- | Some t -> term2pres t) in
- let proof,case_arg =
- (match conclude.Con.conclude_args with
- [Con.Aux(n);_;Con.ArgProof proof;case_arg] -> proof,case_arg
- | _ -> assert false;
- (*
- List.map (ContentPp.parg 0) conclude.Con.conclude_args;
- assert false *)) in
- let arg =
- (match case_arg with
- Con.Aux n -> assert false
- | Con.Premise prem ->
- (match prem.Con.premise_binder with
- None -> []
- | Some n -> [(B.b_kw "by"); B.b_space; B.Object([], P.Mi([],n))])
- | Con.Lemma lemma ->
- [(B.b_kw "by");B.skip;
- B.Object([], P.Mi([],lemma.Con.lemma_name))]
- | _ -> assert false) in
- match proof.Con.proof_context with
- `Hypothesis hyp1::`Hypothesis hyp2::tl ->
- let get_name hyp =
- (match hyp.Con.dec_name with
- None -> "_"
- | Some s -> s) in
- let preshyp1 =
- B.H ([],
- [B.Text([],"(");
- B.Object ([], P.Mi([],get_name hyp1));
- B.Text([],")");
- B.skip;
- term2pres hyp1.Con.dec_type]) in
- let preshyp2 =
- B.H ([],
- [B.Text([],"(");
- B.Object ([], P.Mi([],get_name hyp2));
- B.Text([],")");
- B.skip;
- term2pres hyp2.Con.dec_type]) in
- (* let body = proof2pres {proof with Con.proof_context = tl} in *)
- let body = conclude2pres proof.Con.proof_conclude false true in
- let presacontext =
- acontext2pres proof.Con.proof_apply_context body false in
- B.V
- ([],
- [B.H ([],arg@[B.skip; B.b_kw "we have"]);
- preshyp1;
- B.b_kw "and";
- preshyp2;
- presacontext]);
- | _ -> assert false
-
- and exists conclude =
- let proof_conclusion =
- (match conclude.Con.conclude_conclusion with
- None -> B.b_kw "No conclusion???"
- | Some t -> term2pres t) in
- let proof =
- (match conclude.Con.conclude_args with
- [Con.Aux(n);_;Con.ArgProof proof;_] -> proof
- | _ -> assert false;
- (*
- List.map (ContentPp.parg 0) conclude.Con.conclude_args;
- assert false *)) in
- match proof.Con.proof_context with
- `Declaration decl::`Hypothesis hyp::tl
- | `Hypothesis decl::`Hypothesis hyp::tl ->
- let get_name decl =
- (match decl.Con.dec_name with
- None -> "_"
- | Some s -> s) in
- let presdecl =
- B.H ([],
- [(B.b_kw "let");
- B.skip;
- B.Object ([], P.Mi([],get_name decl));
- B.Text([],":"); term2pres decl.Con.dec_type]) in
- let suchthat =
- B.H ([],
- [(B.b_kw "such that");
- B.skip;
- B.Text([],"(");
- B.Object ([], P.Mi([],get_name hyp));
- B.Text([],")");
- B.skip;
- term2pres hyp.Con.dec_type]) in
- (* let body = proof2pres {proof with Con.proof_context = tl} in *)
- let body = conclude2pres proof.Con.proof_conclude false true in
- let presacontext =
- acontext2pres proof.Con.proof_apply_context body false in
- B.V
- ([],
- [presdecl;
- suchthat;
- presacontext]);
- | _ -> assert false
-
- in
- proof2pres p
-
-exception ToDo
-
-let counter = ref 0
-
-let conjecture2pres term2pres (id, n, context, ty) =
- (B.b_h [Some "helm", "xref", id]
- (((List.map
- (function
- | None ->
- B.b_h []
- [ B.b_object (p_mi [] "_") ;
- B.b_object (p_mo [] ":?") ;
- B.b_object (p_mi [] "_")]
- | Some (`Declaration d)
- | Some (`Hypothesis d) ->
- let { Content.dec_name =
- dec_name ; Content.dec_type = ty } = d
- in
- B.b_h []
- [ B.b_object
- (p_mi []
- (match dec_name with
- None -> "_"
- | Some n -> n));
- B.b_text [] ":";
- term2pres ty ]
- | Some (`Definition d) ->
- let
- { Content.def_name = def_name ;
- Content.def_term = bo } = d
- in
- B.b_h []
- [ B.b_object (p_mi []
- (match def_name with
- None -> "_"
- | Some n -> n)) ;
- B.b_text [] (Utf8Macro.unicode_of_tex "\\Assign");
- term2pres bo]
- | Some (`Proof p) ->
- let proof_name = p.Content.proof_name in
- B.b_h []
- [ B.b_object (p_mi []
- (match proof_name with
- None -> "_"
- | Some n -> n)) ;
- B.b_text [] (Utf8Macro.unicode_of_tex "\\Assign");
- proof2pres term2pres p])
- (List.rev context)) @
- [ B.b_text [] (Utf8Macro.unicode_of_tex "\\vdash");
- B.b_object (p_mi [] (string_of_int n)) ;
- B.b_text [] ":" ;
- term2pres ty ])))
-
-let metasenv2pres term2pres = function
- | None -> []
- | Some metasenv' ->
- (* Conjectures are in their own table to make *)
- (* diffing the DOM trees easier. *)
- [B.b_v []
- ((B.b_kw ("Conjectures:" ^
- (let _ = incr counter; in (string_of_int !counter)))) ::
- (List.map (conjecture2pres term2pres) metasenv'))]
-
-let params2pres params =
- let param2pres uri =
- B.b_text [Some "xlink", "href", UriManager.string_of_uri uri]
- (UriManager.name_of_uri uri)
- in
- let rec spatiate = function
- | [] -> []
- | hd :: [] -> [hd]
- | hd :: tl -> hd :: B.b_text [] ", " :: spatiate tl
- in
- match params with
- | [] -> []
- | p ->
- let params = spatiate (List.map param2pres p) in
- [B.b_space;
- B.b_h [] (B.b_text [] "[" :: params @ [ B.b_text [] "]" ])]
-
-let recursion_kind2pres params kind =
- let kind =
- match kind with
- | `Recursive _ -> "Recursive definition"
- | `CoRecursive -> "CoRecursive definition"
- | `Inductive _ -> "Inductive definition"
- | `CoInductive _ -> "CoInductive definition"
- in
- B.b_h [] (B.b_kw kind :: params2pres params)
-
-let inductive2pres term2pres ind =
- let constructor2pres decl =
- B.b_h [] [
- B.b_text [] ("| " ^ get_name decl.Content.dec_name ^ ":");
- B.b_space;
- term2pres decl.Content.dec_type
- ]
- in
- B.b_v []
- (B.b_h [] [
- B.b_kw (ind.Content.inductive_name ^ " of arity");
- B.smallskip;
- term2pres ind.Content.inductive_type ]
- :: List.map constructor2pres ind.Content.inductive_constructors)
-
-let joint_def2pres term2pres def =
- match def with
- | `Inductive ind -> inductive2pres term2pres ind
- | _ -> assert false (* ZACK or raise ToDo? *)
-
-let content2pres term2pres (id,params,metasenv,obj) =
- match obj with
- | `Def (Content.Const, thesis, `Proof p) ->
- let name = get_name p.Content.proof_name in
- B.b_v
- [Some "helm","xref","id"]
- ([ B.b_h [] (B.b_kw ("Proof " ^ name) :: params2pres params);
- B.b_kw "Thesis:";
- B.indent (term2pres thesis) ] @
- metasenv2pres term2pres metasenv @
- [proof2pres term2pres p])
- | `Def (_, ty, `Definition body) ->
- let name = get_name body.Content.def_name in
- B.b_v
- [Some "helm","xref","id"]
- ([B.b_h [] (B.b_kw ("Definition " ^ name) :: params2pres params);
- B.b_kw "Type:";
- B.indent (term2pres ty)] @
- metasenv2pres term2pres metasenv @
- [B.b_kw "Body:"; term2pres body.Content.def_term])
- | `Decl (_, `Declaration decl)
- | `Decl (_, `Hypothesis decl) ->
- let name = get_name decl.Content.dec_name in
- B.b_v
- [Some "helm","xref","id"]
- ([B.b_h [] (B.b_kw ("Axiom " ^ name) :: params2pres params);
- B.b_kw "Type:";
- B.indent (term2pres decl.Content.dec_type)] @
- metasenv2pres term2pres metasenv)
- | `Joint joint ->
- B.b_v []
- (recursion_kind2pres params joint.Content.joint_kind
- :: List.map (joint_def2pres term2pres) joint.Content.joint_defs)
- | _ -> raise ToDo
-
-let content2pres ~ids_to_inner_sorts =
- content2pres
- (fun annterm ->
- let ast, ids_to_uris =
- CicNotationRew.ast_of_acic ids_to_inner_sorts annterm
- in
- CicNotationPres.box_of_mpres
- (CicNotationPres.render ids_to_uris
- (CicNotationRew.pp_ast ast)))
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 27/6/2003 *)
-(* *)
-(**************************************************************************)
-
-val content2pres:
- ids_to_inner_sorts:(Cic.id, Cic2acic.sort_kind) Hashtbl.t ->
- Cic.annterm Content.cobj ->
- CicNotationPres.boxml_markup
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 27/6/2003 *)
-(* *)
-(**************************************************************************)
-
-
-(* the type cexpr is inspired by OpenMath. A few primitive constructors
- have been added, in order to take into account some special features
- of functional expressions. Most notably: case, let in, let rec, and
- explicit substitutions *)
-
-type cexpr =
- Symbol of string option * string * subst option * string option
- (* h:xref, name, subst, definitionURL *)
- | LocalVar of (string option) * string (* h:xref, name *)
- | Meta of string option * string * meta_subst (* h:xref, name, meta_subst *)
- | Num of string option * string (* h:xref, value *)
- | Appl of string option * cexpr list (* h:xref, args *)
- | Binder of string option * string * decl * cexpr
- (* h:xref, name, decl, body *)
- | Letin of string option * def * cexpr (* h:xref, def, body *)
- | Letrec of string option * def list * cexpr (* h:xref, def list, body *)
- | Case of string option * cexpr * ((string * cexpr) list)
- (* h:xref, case_expr, named-pattern list *)
-
-and
- decl = string * cexpr (* name, type *)
-and
- def = string * cexpr (* name, body *)
-and
- subst = (UriManager.uri * cexpr) list
-and
- meta_subst = cexpr option list
-;;
-
-(* NOTATION *)
-
-let symbol_table = Hashtbl.create 503;;
-
-(* eq *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.eq_XURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "eq",
- None, Some HelmLibraryObjects.Logic.eq_SURI))
- :: List.map acic2cexpr (List.tl args)));;
-
-(* and *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.and_XURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "and",
- None, Some HelmLibraryObjects.Logic.and_SURI))
- :: List.map acic2cexpr args));;
-
-(* or *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.or_XURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "or",
- None, Some HelmLibraryObjects.Logic.or_SURI))
- :: List.map acic2cexpr args));;
-
-(* iff *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.iff_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "iff",
- None, Some HelmLibraryObjects.Logic.iff_SURI))
- :: List.map acic2cexpr args));;
-
-(* not *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.not_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "not",
- None, Some HelmLibraryObjects.Logic.not_SURI))
- :: List.map acic2cexpr args));;
-
-(* Rinv *)
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rinv_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "inv",
- None, Some HelmLibraryObjects.Reals.rinv_SURI))
- :: List.map acic2cexpr args));;
-
-(* Ropp *)
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.ropp_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "opp",
- None, Some HelmLibraryObjects.Reals.ropp_SURI))
- :: List.map acic2cexpr args));;
-
-(* exists *)
-Hashtbl.add symbol_table HelmLibraryObjects.Logic.ex_XURI
- (fun aid sid args acic2cexpr ->
- match (List.tl args) with
- [Cic.ALambda (_,Cic.Name n,s,t)] ->
- Binder
- (Some aid, "Exists", (n,acic2cexpr s),acic2cexpr t)
- | _ -> raise Not_found);;
-
-(* leq *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.le_XURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "leq",
- None, Some HelmLibraryObjects.Peano.le_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rle_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "leq",
- None, Some HelmLibraryObjects.Reals.rle_SURI))
- :: List.map acic2cexpr args));;
-
-(* lt *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.lt_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "lt",
- None, Some HelmLibraryObjects.Peano.lt_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rlt_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "lt",
- None, Some HelmLibraryObjects.Reals.rlt_SURI))
- :: List.map acic2cexpr args));;
-
-(* geq *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.ge_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "geq",
- None, Some HelmLibraryObjects.Peano.ge_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rge_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "geq",
- None, Some HelmLibraryObjects.Reals.rge_SURI))
- :: List.map acic2cexpr args));;
-
-(* gt *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.gt_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "gt",
- None, Some HelmLibraryObjects.Peano.gt_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rgt_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "gt",
- None, Some HelmLibraryObjects.Reals.rgt_SURI))
- :: List.map acic2cexpr args));;
-
-(* plus *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.plus_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "plus",
- None, Some HelmLibraryObjects.Peano.plus_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.BinInt.zplus_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "plus",
- None, Some HelmLibraryObjects.BinInt.zplus_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rplus_SURI
- (fun aid sid args acic2cexpr ->
- let appl () =
- Appl
- (Some aid, (Symbol (Some sid, "plus",
- None, Some HelmLibraryObjects.Reals.rplus_SURI))
- :: List.map acic2cexpr args)
- in
- let rec aux acc = function
- | [ Cic.AConst (nid, uri, []); n] when
- UriManager.eq uri HelmLibraryObjects.Reals.r1_URI ->
- (match n with
- | Cic.AConst (_, uri, []) when
- UriManager.eq uri HelmLibraryObjects.Reals.r1_URI ->
- Num (Some aid, string_of_int (acc + 2))
- | Cic.AAppl (_, Cic.AConst (_, uri, []) :: args) when
- UriManager.eq uri HelmLibraryObjects.Reals.rplus_URI ->
- aux (acc + 1) args
- | _ -> appl ())
- | _ -> appl ()
- in
- aux 0 args)
-;;
-
-(* zero and one *)
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.r0_SURI
- (fun aid sid args acic2cexpr -> Num (Some sid, "0")) ;;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.r1_SURI
- (fun aid sid args acic2cexpr -> Num (Some sid, "1")) ;;
-
-(* times *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.mult_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "times",
- None, Some HelmLibraryObjects.Peano.mult_SURI))
- :: List.map acic2cexpr args));;
-
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rmult_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "times",
- None, Some HelmLibraryObjects.Reals.rmult_SURI))
- :: List.map acic2cexpr args));;
-(* minus *)
-Hashtbl.add symbol_table HelmLibraryObjects.Peano.minus_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "minus",
- None, Some HelmLibraryObjects.Peano.minus_SURI))
- :: List.map acic2cexpr args));;
-
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rminus_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "minus",
- None, Some HelmLibraryObjects.Reals.rminus_SURI))
- :: List.map acic2cexpr args));;
-
-(* div *)
-Hashtbl.add symbol_table HelmLibraryObjects.Reals.rdiv_SURI
- (fun aid sid args acic2cexpr ->
- Appl
- (Some aid, (Symbol (Some sid, "div",
- None, Some HelmLibraryObjects.Reals.rdiv_SURI))
- :: List.map acic2cexpr args));;
-
-
-
-
-(* END NOTATION *)
-
-
-let string_of_sort =
- function
- Cic.Prop -> "Prop"
- | Cic.Set -> "Set"
- | Cic.Type _ -> "Type" (* TASSI *)
- | Cic.CProp -> "Type"
-;;
-
-let get_constructors uri i =
- let inductive_types =
- (let o,_ = CicEnvironment.get_obj uri CicUniv.empty_ugraph in
- match o with
- Cic.Constant _ -> assert false
- | Cic.Variable _ -> assert false
- | Cic.CurrentProof _ -> assert false
- | Cic.InductiveDefinition (l,_,_) -> l
- ) in
- let (_,_,_,constructors) = List.nth inductive_types i in
- constructors
-;;
-
-exception NotImplemented;;
-
-let acic2cexpr ids_to_inner_sorts t =
- let rec acic2cexpr t =
- let module C = Cic in
- let module X = Xml in
- let module U = UriManager in
- let module C2A = Cic2acic in
- let make_subst =
- function
- [] -> None
- | l -> Some (List.map (function (uri,t) -> (uri, acic2cexpr t)) l) in
- match t with
- C.ARel (id,idref,n,b) -> LocalVar (Some id,b)
- | C.AVar (id,uri,subst) ->
- Symbol (Some id, UriManager.name_of_uri uri,
- make_subst subst, Some (UriManager.string_of_uri uri))
- | C.AMeta (id,n,l) ->
- let l' =
- List.rev_map
- (function
- None -> None
- | Some t -> Some (acic2cexpr t)
- ) l
- in
- Meta (Some id,("?" ^ (string_of_int n)),l')
- | C.ASort (id,s) -> Symbol (Some id,string_of_sort s,None,None)
- | C.AImplicit _ -> raise NotImplemented
- | C.AProd (id,n,s,t) ->
- (match n with
- Cic.Anonymous ->
- Appl (Some id, [Symbol (None, "arrow",None,None);
- acic2cexpr s; acic2cexpr t])
- | Cic.Name name ->
- let sort =
- (try Hashtbl.find ids_to_inner_sorts id
- with Not_found ->
- (* if the Prod does not have the sort, it means
- that it has been generated by cic2content, and
- thus is a statement *)
- "Prop") in
- let binder = if sort = "Prop" then "Forall" else "Prod" in
- let decl = (name, acic2cexpr s) in
- Binder (Some id,binder,decl,acic2cexpr t))
- | C.ACast (id,v,t) -> acic2cexpr v
- | C.ALambda (id,n,s,t) ->
- let name =
- (match n with
- Cic.Anonymous -> "_"
- | Cic.Name name -> name) in
- let decl = (name, acic2cexpr s) in
- Binder (Some id,"Lambda",decl,acic2cexpr t)
- | C.ALetIn (id,n,s,t) ->
- (match n with
- Cic.Anonymous -> assert false
- | Cic.Name name ->
- let def = (name, acic2cexpr s) in
- Letin (Some id,def,acic2cexpr t))
- | C.AAppl (aid,C.AConst (sid,uri,subst)::tl) ->
- let uri_str = UriManager.string_of_uri uri in
- (try
- (let f = Hashtbl.find symbol_table uri_str in
- f aid sid tl acic2cexpr)
- with Not_found ->
- Appl (Some aid, Symbol (Some sid,UriManager.name_of_uri uri,
- make_subst subst, Some uri_str)::List.map acic2cexpr tl))
- | C.AAppl (aid,C.AMutInd (sid,uri,i,subst)::tl) ->
- let inductive_types =
- (let o,_ = CicEnvironment.get_obj uri CicUniv.empty_ugraph in
- match o with
- Cic.Constant _ -> assert false
- | Cic.Variable _ -> assert false
- | Cic.CurrentProof _ -> assert false
- | Cic.InductiveDefinition (l,_,_) -> l
- ) in
- let (name,_,_,_) = List.nth inductive_types i in
- let uri_str = UriManager.string_of_uri uri in
- let puri_str =
- uri_str ^ "#xpointer(1/" ^ (string_of_int (i + 1)) ^ ")" in
- (try
- (let f = Hashtbl.find symbol_table puri_str in
- f aid sid tl acic2cexpr)
- with Not_found ->
- Appl (Some aid, Symbol (Some sid, name,
- make_subst subst, Some uri_str)::List.map acic2cexpr tl))
- | C.AAppl (id,li) ->
- Appl (Some id, List.map acic2cexpr li)
- | C.AConst (id,uri,subst) ->
- let uri_str = UriManager.string_of_uri uri in
- (try
- let f = Hashtbl.find symbol_table uri_str in
- f "dummy" id [] acic2cexpr
- with Not_found ->
- Symbol (Some id, UriManager.name_of_uri uri,
- make_subst subst, Some (UriManager.string_of_uri uri)))
- | C.AMutInd (id,uri,i,subst) ->
- let inductive_types =
- (let o,_ = CicEnvironment.get_obj uri CicUniv.empty_ugraph in
- match o with
- Cic.Constant _ -> assert false
- | Cic.Variable _ -> assert false
- | Cic.CurrentProof _ -> assert false
- | Cic.InductiveDefinition (l,_,_) -> l
- ) in
- let (name,_,_,_) = List.nth inductive_types i in
- let uri_str = UriManager.string_of_uri uri in
- Symbol (Some id, name, make_subst subst, Some uri_str)
- | C.AMutConstruct (id,uri,i,j,subst) ->
- let constructors = get_constructors uri i in
- let (name,_) = List.nth constructors (j-1) in
- let uri_str = UriManager.string_of_uri uri in
- Symbol (Some id, name, make_subst subst, Some uri_str)
- | C.AMutCase (id,uri,typeno,ty,te,patterns) ->
- let constructors = get_constructors uri typeno in
- let named_patterns =
- List.map2 (fun c p -> (fst c, acic2cexpr p))
- constructors patterns in
- Case (Some id, acic2cexpr te, named_patterns)
- | C.AFix (id, no, funs) ->
- let defs =
- List.map (function (id1,n,_,_,bo) -> (n, acic2cexpr bo)) funs in
- let (name,_) = List.nth defs no in
- let body = LocalVar (None, name) in
- Letrec (Some id, defs, body)
- | C.ACoFix (id,no,funs) ->
- let defs =
- List.map (function (id1,n,_,bo) -> (n, acic2cexpr bo)) funs in
- let (name,_) = List.nth defs no in
- let body = LocalVar (None, name) in
- Letrec (Some id, defs, body) in
- acic2cexpr t
-;;
-
-
-
-
-
-
-
-
-
-
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 06/01/2002 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-let domImpl = Gdome.domImplementation ()
-let helm_ns = Gdome.domString "http://www.cs.unibo.it/helm"
-let xlink_ns = Gdome.domString "http://www.w3.org/1999/xlink"
-let mathml_ns = Gdome.domString "http://www.w3.org/1998/Math/MathML"
-let boxml_ns = Gdome.domString "http://helm.cs.unibo.it/2003/BoxML"
-
- (* TODO BRRRRR .... *)
- (** strip first 4 line of a string, used to strip xml declaration and doctype
- declaration from XML strings generated by Xml.pp_to_string *)
-let strip_xml_headings =
- let xml_headings_RE = Pcre.regexp "^.*\n.*\n.*\n.*\n" in
- fun s ->
- Pcre.replace ~rex:xml_headings_RE s
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 15/01/2003 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-(* TODO rename this module into at least something like CicMisc *)
-
-val domImpl : Gdome.domImplementation
-
-val helm_ns : Gdome.domString (** HELM namespace *)
-val xlink_ns : Gdome.domString (** XLink namespace *)
-val mathml_ns : Gdome.domString (** MathML namespace *)
-val boxml_ns : Gdome.domString (** BoxML namespace *)
-
-val strip_xml_headings: string -> string
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 19/11/2003 *)
-(* *)
-(***************************************************************************)
-
-let p_mtr a b = Mpresentation.Mtr(a,b)
-let p_mtd a b = Mpresentation.Mtd(a,b)
-let p_mtable a b = Mpresentation.Mtable(a,b)
-let p_mtext a b = Mpresentation.Mtext(a,b)
-let p_mi a b = Mpresentation.Mi(a,b)
-let p_mo a b = Mpresentation.Mo(a,b)
-let p_mrow a b = Mpresentation.Mrow(a,b)
-let p_mphantom a b = Mpresentation.Mphantom(a,b)
-let b_ink a = Box.Ink a
-
-module K = Content
-module P = Mpresentation
-
-let sequent2pres term2pres (_,_,context,ty) =
- let context2pres context =
- let rec aux accum =
- function
- [] -> accum
- | None::tl -> aux accum tl
- | (Some (`Declaration d))::tl ->
- let
- { K.dec_name = dec_name ;
- K.dec_id = dec_id ;
- K.dec_type = ty } = d in
- let r =
- Box.b_h [Some "helm", "xref", dec_id]
- [ Box.b_object (p_mi []
- (match dec_name with
- None -> "_"
- | Some n -> n)) ;
- Box.b_text [] ":" ;
- term2pres ty] in
- aux (r::accum) tl
- | (Some (`Definition d))::tl ->
- let
- { K.def_name = def_name ;
- K.def_id = def_id ;
- K.def_term = bo } = d in
- let r =
- Box.b_h [Some "helm", "xref", def_id]
- [ Box.b_object (p_mi []
- (match def_name with
- None -> "_"
- | Some n -> n)) ;
- Box.b_text [] (Utf8Macro.unicode_of_tex "\\def") ;
- term2pres bo] in
- aux (r::accum) tl
- | _::_ -> assert false in
- aux [] context in
- let pres_context = (Box.b_v [] (context2pres context)) in
- let pres_goal = term2pres ty in
- (Box.b_h [] [
- Box.b_space;
- (Box.b_v []
- [Box.b_space;
- pres_context;
- b_ink [None,"width","4cm"; None,"height","2px"]; (* sequent line *)
- Box.b_space;
- pres_goal])])
-
-let sequent2pres ~ids_to_inner_sorts =
- sequent2pres
- (fun annterm ->
- let ast, ids_to_uris =
- CicNotationRew.ast_of_acic ids_to_inner_sorts annterm
- in
- CicNotationPres.box_of_mpres
- (CicNotationPres.render ids_to_uris
- (CicNotationRew.pp_ast ast)))
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(***************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti <asperti@cs.unibo.it> *)
-(* 19/11/2003 *)
-(* *)
-(***************************************************************************)
-
-val sequent2pres :
- ids_to_inner_sorts:(Cic.id, Cic2acic.sort_kind) Hashtbl.t ->
- Cic.annterm Content.conjecture ->
- CicNotationPres.boxml_markup
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let document_of_xml (domImplementation : Gdome.domImplementation) strm =
- let module G = Gdome in
- let module X = Xml in
- let rec update_namespaces ((defaultns,bindings) as namespaces) =
- function
- [] -> namespaces
- | (None,"xmlns",value)::tl ->
- update_namespaces (Some (Gdome.domString value),bindings) tl
- | (prefix,name,value)::tl when prefix = Some "xmlns" ->
- update_namespaces (defaultns,(name,Gdome.domString value)::bindings) tl
- | _::tl -> update_namespaces namespaces tl in
- let rec namespace_of_prefix (defaultns,bindings) =
- function
- None -> None
- | Some "xmlns" -> Some (Gdome.domString "xml-ns")
- | Some p' ->
- try
- Some (List.assoc p' bindings)
- with
- Not_found ->
- raise
- (Failure ("The prefix " ^ p' ^ " is not bound to any namespace")) in
- let get_qualified_name p n =
- match p with
- None -> Gdome.domString n
- | Some p' -> Gdome.domString (p' ^ ":" ^ n) in
- let root_prefix,root_name,root_attributes,root_content =
- ignore (Stream.next strm) ; (* to skip the <?xml ...?> declaration *)
- ignore (Stream.next strm) ; (* to skip the DOCTYPE declaration *)
- match Stream.next strm with
- X.Empty(p,n,l) -> p,n,l,[<>]
- | X.NEmpty(p,n,l,c) -> p,n,l,c
- | _ -> assert false
- in
- let namespaces = update_namespaces (None,[]) root_attributes in
- let namespaceURI = namespace_of_prefix namespaces root_prefix in
- let document =
- domImplementation#createDocument ~namespaceURI
- ~qualifiedName:(get_qualified_name root_prefix root_name)
- ~doctype:None
- in
- let rec aux namespaces (node : Gdome.node) =
- parser
- [< 'X.Str a ; s >] ->
- let textnode = document#createTextNode ~data:(Gdome.domString a) in
- ignore (node#appendChild ~newChild:(textnode :> Gdome.node)) ;
- aux namespaces node s
- | [< 'X.Empty(p,n,l) ; s >] ->
- let namespaces' = update_namespaces namespaces l in
- let namespaceURI = namespace_of_prefix namespaces' p in
- let element =
- document#createElementNS ~namespaceURI
- ~qualifiedName:(get_qualified_name p n)
- in
- List.iter
- (function (p,n,v) ->
- if p = None then
- element#setAttribute ~name:(Gdome.domString n)
- ~value:(Gdome.domString v)
- else
- let namespaceURI = namespace_of_prefix namespaces' p in
- element#setAttributeNS
- ~namespaceURI
- ~qualifiedName:(get_qualified_name p n)
- ~value:(Gdome.domString v)
- ) l ;
- ignore
- (node#appendChild
- ~newChild:(element : Gdome.element :> Gdome.node)) ;
- aux namespaces node s
- | [< 'X.NEmpty(p,n,l,c) ; s >] ->
- let namespaces' = update_namespaces namespaces l in
- let namespaceURI = namespace_of_prefix namespaces' p in
- let element =
- document#createElementNS ~namespaceURI
- ~qualifiedName:(get_qualified_name p n)
- in
- List.iter
- (function (p,n,v) ->
- if p = None then
- element#setAttribute ~name:(Gdome.domString n)
- ~value:(Gdome.domString v)
- else
- let namespaceURI = namespace_of_prefix namespaces' p in
- element#setAttributeNS ~namespaceURI
- ~qualifiedName:(get_qualified_name p n)
- ~value:(Gdome.domString v)
- ) l ;
- ignore (node#appendChild ~newChild:(element :> Gdome.node)) ;
- aux namespaces' (element :> Gdome.node) c ;
- aux namespaces node s
- | [< >] -> ()
- in
- let root = document#get_documentElement in
- List.iter
- (function (p,n,v) ->
- if p = None then
- root#setAttribute ~name:(Gdome.domString n)
- ~value:(Gdome.domString v)
- else
- let namespaceURI = namespace_of_prefix namespaces p in
- root#setAttributeNS ~namespaceURI
- ~qualifiedName:(get_qualified_name p n)
- ~value:(Gdome.domString v)
- ) root_attributes ;
- aux namespaces (root : Gdome.element :> Gdome.node) root_content ;
- document
-;;
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val document_of_xml :
- Gdome.domImplementation -> Xml.token Stream.t -> Gdome.document
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-coercGraph.cmi: coercDb.cmi
-cicMetaSubst.cmo: cicMetaSubst.cmi
-cicMetaSubst.cmx: cicMetaSubst.cmi
-cicMkImplicit.cmo: cicMkImplicit.cmi
-cicMkImplicit.cmx: cicMkImplicit.cmi
-cicUnification.cmo: cicMetaSubst.cmi cicUnification.cmi
-cicUnification.cmx: cicMetaSubst.cmx cicUnification.cmi
-coercDb.cmo: coercDb.cmi
-coercDb.cmx: coercDb.cmi
-coercGraph.cmo: coercDb.cmi coercGraph.cmi
-coercGraph.cmx: coercDb.cmx coercGraph.cmi
-cicRefine.cmo: coercGraph.cmi cicUnification.cmi cicMkImplicit.cmi \
- cicMetaSubst.cmi cicRefine.cmi
-cicRefine.cmx: coercGraph.cmx cicUnification.cmx cicMkImplicit.cmx \
- cicMetaSubst.cmx cicRefine.cmi
+++ /dev/null
-PACKAGE = cic_unification
-REQUIRES = helm-cic_proof_checking
-PREDICATES =
-
-INTERFACE_FILES = \
- cicMetaSubst.mli \
- cicMkImplicit.mli \
- cicUnification.mli \
- coercDb.mli \
- coercGraph.mli \
- cicRefine.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2003, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf
-
-(* PROFILING *)
-(*
-let deref_counter = ref 0
-let apply_subst_context_counter = ref 0
-let apply_subst_metasenv_counter = ref 0
-let lift_counter = ref 0
-let subst_counter = ref 0
-let whd_counter = ref 0
-let are_convertible_counter = ref 0
-let metasenv_length = ref 0
-let context_length = ref 0
-let reset_counters () =
- apply_subst_counter := 0;
- apply_subst_context_counter := 0;
- apply_subst_metasenv_counter := 0;
- lift_counter := 0;
- subst_counter := 0;
- whd_counter := 0;
- are_convertible_counter := 0;
- metasenv_length := 0;
- context_length := 0
-let print_counters () =
- debug_print (lazy (Printf.sprintf
-"apply_subst: %d
-apply_subst_context: %d
-apply_subst_metasenv: %d
-lift: %d
-subst: %d
-whd: %d
-are_convertible: %d
-metasenv length: %d (avg = %.2f)
-context length: %d (avg = %.2f)
-"
- !apply_subst_counter !apply_subst_context_counter
- !apply_subst_metasenv_counter !lift_counter !subst_counter !whd_counter
- !are_convertible_counter !metasenv_length
- ((float !metasenv_length) /. (float !apply_subst_metasenv_counter))
- !context_length
- ((float !context_length) /. (float !apply_subst_context_counter))
- ))*)
-
-
-
-exception MetaSubstFailure of string Lazy.t
-exception Uncertain of string Lazy.t
-exception AssertFailure of string Lazy.t
-exception DeliftingARelWouldCaptureAFreeVariable;;
-
-let debug_print = fun _ -> ()
-
-type substitution = (int * (Cic.context * Cic.term)) list
-
-(*
-let rec deref subst =
- let third _,_,a = a in
- function
- Cic.Meta(n,l) as t ->
- (try
- deref subst
- (CicSubstitution.subst_meta
- l (third (CicUtil.lookup_subst n subst)))
- with
- CicUtil.Subst_not_found _ -> t)
- | t -> t
-;;
-*)
-
-let lookup_subst = CicUtil.lookup_subst
-;;
-
-
-(* clean_up_meta take a metasenv and a term and make every local context
-of each occurrence of a metavariable consistent with its canonical context,
-with respect to the hidden hipothesis *)
-
-(*
-let clean_up_meta subst metasenv t =
- let module C = Cic in
- let rec aux t =
- match t with
- C.Rel _
- | C.Sort _ -> t
- | C.Implicit _ -> assert false
- | C.Meta (n,l) as t ->
- let cc =
- (try
- let (cc,_) = lookup_subst n subst in cc
- with CicUtil.Subst_not_found _ ->
- try
- let (_,cc,_) = CicUtil.lookup_meta n metasenv in cc
- with CicUtil.Meta_not_found _ -> assert false) in
- let l' =
- (try
- List.map2
- (fun t1 t2 ->
- match t1,t2 with
- None , _ -> None
- | _ , t -> t) cc l
- with
- Invalid_argument _ -> assert false) in
- C.Meta (n, l')
- | C.Cast (te,ty) -> C.Cast (aux te, aux ty)
- | C.Prod (name,so,dest) -> C.Prod (name, aux so, aux dest)
- | C.Lambda (name,so,dest) -> C.Lambda (name, aux so, aux dest)
- | C.LetIn (name,so,dest) -> C.LetIn (name, aux so, aux dest)
- | C.Appl l -> C.Appl (List.map aux l)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux t)) exp_named_subst
- in
- C.Var (uri, exp_named_subst')
- | C.Const (uri, exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux t)) exp_named_subst
- in
- C.Const (uri, exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux t)) exp_named_subst
- in
- C.MutInd (uri, tyno, exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux t)) exp_named_subst
- in
- C.MutConstruct (uri, tyno, consno, exp_named_subst')
- | C.MutCase (uri,tyno,out,te,pl) ->
- C.MutCase (uri, tyno, aux out, aux te, List.map aux pl)
- | C.Fix (i,fl) ->
- let fl' =
- List.map
- (fun (name,j,ty,bo) -> (name, j, aux ty, aux bo)) fl
- in
- C.Fix (i, fl')
- | C.CoFix (i,fl) ->
- let fl' =
- List.map
- (fun (name,ty,bo) -> (name, aux ty, aux bo)) fl
- in
- C.CoFix (i, fl')
- in
- aux t *)
-
-(*** Functions to apply a substitution ***)
-
-let apply_subst_gen ~appl_fun subst term =
- let rec um_aux =
- let module C = Cic in
- let module S = CicSubstitution in
- function
- C.Rel _ as t -> t
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri, t) -> (uri, um_aux t)) exp_named_subst
- in
- C.Var (uri, exp_named_subst')
- | C.Meta (i, l) ->
- (try
- let (_, t,_) = lookup_subst i subst in
- um_aux (S.subst_meta l t)
- with CicUtil.Subst_not_found _ ->
- (* unconstrained variable, i.e. free in subst*)
- let l' =
- List.map (function None -> None | Some t -> Some (um_aux t)) l
- in
- C.Meta (i,l'))
- | C.Sort _
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (um_aux te, um_aux ty)
- | C.Prod (n,s,t) -> C.Prod (n, um_aux s, um_aux t)
- | C.Lambda (n,s,t) -> C.Lambda (n, um_aux s, um_aux t)
- | C.LetIn (n,s,t) -> C.LetIn (n, um_aux s, um_aux t)
- | C.Appl (hd :: tl) -> appl_fun um_aux hd tl
- | C.Appl _ -> assert false
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri, t) -> (uri, um_aux t)) exp_named_subst
- in
- C.Const (uri, exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri, t) -> (uri, um_aux t)) exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri, t) -> (uri, um_aux t)) exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | C.MutCase (sp,i,outty,t,pl) ->
- let pl' = List.map um_aux pl in
- C.MutCase (sp, i, um_aux outty, um_aux t, pl')
- | C.Fix (i, fl) ->
- let fl' =
- List.map (fun (name, i, ty, bo) -> (name, i, um_aux ty, um_aux bo)) fl
- in
- C.Fix (i, fl')
- | C.CoFix (i, fl) ->
- let fl' =
- List.map (fun (name, ty, bo) -> (name, um_aux ty, um_aux bo)) fl
- in
- C.CoFix (i, fl')
- in
- um_aux term
-;;
-
-let apply_subst =
- let appl_fun um_aux he tl =
- let tl' = List.map um_aux tl in
- let t' =
- match um_aux he with
- Cic.Appl l -> Cic.Appl (l@tl')
- | he' -> Cic.Appl (he'::tl')
- in
- begin
- match he with
- Cic.Meta (m,_) -> CicReduction.head_beta_reduce t'
- | _ -> t'
- end
- in
- fun s t ->
-(* incr apply_subst_counter; *)
- apply_subst_gen ~appl_fun s t
-;;
-
-let rec apply_subst_context subst context =
-(*
- incr apply_subst_context_counter;
- context_length := !context_length + List.length context;
-*)
- List.fold_right
- (fun item context ->
- match item with
- | Some (n, Cic.Decl t) ->
- let t' = apply_subst subst t in
- Some (n, Cic.Decl t') :: context
- | Some (n, Cic.Def (t, ty)) ->
- let ty' =
- match ty with
- | None -> None
- | Some ty -> Some (apply_subst subst ty)
- in
- let t' = apply_subst subst t in
- Some (n, Cic.Def (t', ty')) :: context
- | None -> None :: context)
- context []
-
-let apply_subst_metasenv subst metasenv =
-(*
- incr apply_subst_metasenv_counter;
- metasenv_length := !metasenv_length + List.length metasenv;
-*)
- List.map
- (fun (n, context, ty) ->
- (n, apply_subst_context subst context, apply_subst subst ty))
- (List.filter
- (fun (i, _, _) -> not (List.mem_assoc i subst))
- metasenv)
-
-(***** Pretty printing functions ******)
-
-let ppterm subst term = CicPp.ppterm (apply_subst subst term)
-
-let ppterm_in_name_context subst term name_context =
- CicPp.pp (apply_subst subst term) name_context
-
-let ppterm_in_context subst term context =
- let name_context =
- List.map (function None -> None | Some (n,_) -> Some n) context
- in
- ppterm_in_name_context subst term name_context
-
-let ppcontext' ?(sep = "\n") subst context =
- let separate s = if s = "" then "" else s ^ sep in
- List.fold_right
- (fun context_entry (i,name_context) ->
- match context_entry with
- Some (n,Cic.Decl t) ->
- sprintf "%s%s : %s" (separate i) (CicPp.ppname n)
- (ppterm_in_name_context subst t name_context), (Some n)::name_context
- | Some (n,Cic.Def (bo,ty)) ->
- sprintf "%s%s : %s := %s" (separate i) (CicPp.ppname n)
- (match ty with
- None -> "_"
- | Some ty -> ppterm_in_name_context subst ty name_context)
- (ppterm_in_name_context subst bo name_context), (Some n)::name_context
- | None ->
- sprintf "%s_ :? _" (separate i), None::name_context
- ) context ("",[])
-
-let ppsubst_unfolded subst =
- String.concat "\n"
- (List.map
- (fun (idx, (c, t,_)) ->
- let context,name_context = ppcontext' ~sep:"; " subst c in
- sprintf "%s |- ?%d:= %s" context idx
- (ppterm_in_name_context subst t name_context))
- subst)
-(*
- Printf.sprintf "?%d := %s" idx (CicPp.ppterm term))
- subst) *)
-;;
-
-let ppsubst subst =
- String.concat "\n"
- (List.map
- (fun (idx, (c, t, _)) ->
- let context,name_context = ppcontext' ~sep:"; " [] c in
- sprintf "%s |- ?%d:= %s" context idx
- (ppterm_in_name_context [] t name_context))
- subst)
-;;
-
-let ppcontext ?sep subst context = fst (ppcontext' ?sep subst context)
-
-let ppmetasenv ?(sep = "\n") subst metasenv =
- String.concat sep
- (List.map
- (fun (i, c, t) ->
- let context,name_context = ppcontext' ~sep:"; " subst c in
- sprintf "%s |- ?%d: %s" context i
- (ppterm_in_name_context subst t name_context))
- (List.filter
- (fun (i, _, _) -> not (List.mem_assoc i subst))
- metasenv))
-
-let tempi_type_of_aux_subst = ref 0.0;;
-let tempi_subst = ref 0.0;;
-let tempi_type_of_aux = ref 0.0;;
-
-(**** DELIFT ****)
-(* the delift function takes in input a metavariable index, an ordered list of
- * optional terms [t1,...,tn] and a term t, and substitutes every tk = Some
- * (rel(nk)) with rel(k). Typically, the list of optional terms is the explicit
- * substitution that is applied to a metavariable occurrence and the result of
- * the delift function is a term the implicit variable can be substituted with
- * to make the term [t] unifiable with the metavariable occurrence. In general,
- * the problem is undecidable if we consider equivalence in place of alpha
- * convertibility. Our implementation, though, is even weaker than alpha
- * convertibility, since it replace the term [tk] if and only if [tk] is a Rel
- * (missing all the other cases). Does this matter in practice?
- * The metavariable index is the index of the metavariable that must not occur
- * in the term (for occur check).
- *)
-
-exception NotInTheList;;
-
-let position n =
- let rec aux k =
- function
- [] -> raise NotInTheList
- | (Some (Cic.Rel m))::_ when m=n -> k
- | _::tl -> aux (k+1) tl in
- aux 1
-;;
-
-exception Occur;;
-
-let rec force_does_not_occur subst to_be_restricted t =
- let module C = Cic in
- let more_to_be_restricted = ref [] in
- let rec aux k = function
- C.Rel r when List.mem (r - k) to_be_restricted -> raise Occur
- | C.Rel _
- | C.Sort _ as t -> t
- | C.Implicit _ -> assert false
- | C.Meta (n, l) ->
- (* we do not retrieve the term associated to ?n in subst since *)
- (* in this way we can restrict if something goes wrong *)
- let l' =
- let i = ref 0 in
- List.map
- (function t ->
- incr i ;
- match t with
- None -> None
- | Some t ->
- try
- Some (aux k t)
- with Occur ->
- more_to_be_restricted := (n,!i) :: !more_to_be_restricted;
- None)
- l
- in
- C.Meta (n, l')
- | C.Cast (te,ty) -> C.Cast (aux k te, aux k ty)
- | C.Prod (name,so,dest) -> C.Prod (name, aux k so, aux (k+1) dest)
- | C.Lambda (name,so,dest) -> C.Lambda (name, aux k so, aux (k+1) dest)
- | C.LetIn (name,so,dest) -> C.LetIn (name, aux k so, aux (k+1) dest)
- | C.Appl l -> C.Appl (List.map (aux k) l)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux k t)) exp_named_subst
- in
- C.Var (uri, exp_named_subst')
- | C.Const (uri, exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux k t)) exp_named_subst
- in
- C.Const (uri, exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux k t)) exp_named_subst
- in
- C.MutInd (uri, tyno, exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (fun (uri,t) -> (uri, aux k t)) exp_named_subst
- in
- C.MutConstruct (uri, tyno, consno, exp_named_subst')
- | C.MutCase (uri,tyno,out,te,pl) ->
- C.MutCase (uri, tyno, aux k out, aux k te, List.map (aux k) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let k_plus_len = k + len in
- let fl' =
- List.map
- (fun (name,j,ty,bo) -> (name, j, aux k ty, aux k_plus_len bo)) fl
- in
- C.Fix (i, fl')
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let k_plus_len = k + len in
- let fl' =
- List.map
- (fun (name,ty,bo) -> (name, aux k ty, aux k_plus_len bo)) fl
- in
- C.CoFix (i, fl')
- in
- let res = aux 0 t in
- (!more_to_be_restricted, res)
-
-let rec restrict subst to_be_restricted metasenv =
- let names_of_context_indexes context indexes =
- String.concat ", "
- (List.map
- (fun i ->
- try
- match List.nth context (i-1) with
- | None -> assert false
- | Some (n, _) -> CicPp.ppname n
- with
- Failure _ -> assert false
- ) indexes)
- in
- let force_does_not_occur_in_context to_be_restricted = function
- | None -> [], None
- | Some (name, Cic.Decl t) ->
- let (more_to_be_restricted, t') =
- force_does_not_occur subst to_be_restricted t
- in
- more_to_be_restricted, Some (name, Cic.Decl t')
- | Some (name, Cic.Def (bo, ty)) ->
- let (more_to_be_restricted, bo') =
- force_does_not_occur subst to_be_restricted bo
- in
- let more_to_be_restricted, ty' =
- match ty with
- | None -> more_to_be_restricted, None
- | Some ty ->
- let more_to_be_restricted', ty' =
- force_does_not_occur subst to_be_restricted ty
- in
- more_to_be_restricted @ more_to_be_restricted',
- Some ty'
- in
- more_to_be_restricted, Some (name, Cic.Def (bo', ty'))
- in
- let rec erase i to_be_restricted n = function
- | [] -> [], to_be_restricted, []
- | hd::tl ->
- let more_to_be_restricted,restricted,tl' =
- erase (i+1) to_be_restricted n tl
- in
- let restrict_me = List.mem i restricted in
- if restrict_me then
- more_to_be_restricted, restricted, None:: tl'
- else
- (try
- let more_to_be_restricted', hd' =
- let delifted_restricted =
- let rec aux =
- function
- [] -> []
- | j::tl when j > i -> (j - i)::aux tl
- | _::tl -> aux tl
- in
- aux restricted
- in
- force_does_not_occur_in_context delifted_restricted hd
- in
- more_to_be_restricted @ more_to_be_restricted',
- restricted, hd' :: tl'
- with Occur ->
- more_to_be_restricted, (i :: restricted), None :: tl')
- in
- let (more_to_be_restricted, metasenv) = (* restrict metasenv *)
- List.fold_right
- (fun (n, context, t) (more, metasenv) ->
- let to_be_restricted =
- List.map snd (List.filter (fun (m, _) -> m = n) to_be_restricted)
- in
- let (more_to_be_restricted, restricted, context') =
- (* just an optimization *)
- if to_be_restricted = [] then
- [],[],context
- else
- erase 1 to_be_restricted n context
- in
- try
- let more_to_be_restricted', t' =
- force_does_not_occur subst restricted t
- in
- let metasenv' = (n, context', t') :: metasenv in
- (more @ more_to_be_restricted @ more_to_be_restricted',
- metasenv')
- with Occur ->
- raise (MetaSubstFailure (lazy (sprintf
- "Cannot restrict the context of the metavariable ?%d over the hypotheses %s since metavariable's type depends on at least one of them"
- n (names_of_context_indexes context to_be_restricted)))))
- metasenv ([], [])
- in
- let (more_to_be_restricted', subst) = (* restrict subst *)
- List.fold_right
- (* TODO: cambiare dopo l'aggiunta del ty *)
- (fun (n, (context, term,ty)) (more, subst') ->
- let to_be_restricted =
- List.map snd (List.filter (fun (m, _) -> m = n) to_be_restricted)
- in
- (try
- let (more_to_be_restricted, restricted, context') =
- (* just an optimization *)
- if to_be_restricted = [] then
- [], [], context
- else
- erase 1 to_be_restricted n context
- in
- let more_to_be_restricted', term' =
- force_does_not_occur subst restricted term
- in
- let more_to_be_restricted'', ty' =
- force_does_not_occur subst restricted ty in
- let subst' = (n, (context', term',ty')) :: subst' in
- let more =
- more @ more_to_be_restricted
- @ more_to_be_restricted'@more_to_be_restricted'' in
- (more, subst')
- with Occur ->
- let error_msg = lazy (sprintf
- "Cannot restrict the context of the metavariable ?%d over the hypotheses %s since ?%d is already instantiated with %s and at least one of the hypotheses occurs in the substituted term"
- n (names_of_context_indexes context to_be_restricted) n
- (ppterm subst term))
- in
- (* DEBUG
- debug_print (lazy error_msg);
- debug_print (lazy ("metasenv = \n" ^ (ppmetasenv metasenv subst)));
- debug_print (lazy ("subst = \n" ^ (ppsubst subst)));
- debug_print (lazy ("context = \n" ^ (ppcontext subst context))); *)
- raise (MetaSubstFailure error_msg)))
- subst ([], [])
- in
- match more_to_be_restricted @ more_to_be_restricted' with
- | [] -> (metasenv, subst)
- | l -> restrict subst l metasenv
-;;
-
-(*CSC: maybe we should rename delift in abstract, as I did in my dissertation *)(*Andrea: maybe not*)
-
-let delift n subst context metasenv l t =
-(* INVARIANT: we suppose that t is not another occurrence of Meta(n,_),
- otherwise the occur check does not make sense *)
-
-(*
- debug_print (lazy ("sto deliftando il termine " ^ (CicPp.ppterm t) ^ " rispetto
- al contesto locale " ^ (CicPp.ppterm (Cic.Meta(0,l)))));
-*)
-
- let module S = CicSubstitution in
- let l =
- let (_, canonical_context, _) = CicUtil.lookup_meta n metasenv in
- List.map2 (fun ct lt ->
- match (ct, lt) with
- | None, _ -> None
- | Some _, _ -> lt)
- canonical_context l
- in
- let to_be_restricted = ref [] in
- let rec deliftaux k =
- let module C = Cic in
- function
- C.Rel m ->
- if m <=k then
- C.Rel m (*CSC: che succede se c'e' un Def? Dovrebbe averlo gia' *)
- (*CSC: deliftato la regola per il LetIn *)
- (*CSC: FALSO! La regola per il LetIn non lo fa *)
- else
- (try
- match List.nth context (m-k-1) with
- Some (_,C.Def (t,_)) ->
- (*CSC: Hmmm. This bit of reduction is not in the spirit of *)
- (*CSC: first order unification. Does it help or does it harm? *)
- deliftaux k (S.lift m t)
- | Some (_,C.Decl t) ->
- C.Rel ((position (m-k) l) + k)
- | None -> raise (MetaSubstFailure (lazy "RelToHiddenHypothesis"))
- with
- Failure _ ->
- raise (MetaSubstFailure (lazy "Unbound variable found in deliftaux"))
- )
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,deliftaux k t) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i, l1) as t ->
- (try
- let (_,t,_) = CicUtil.lookup_subst i subst in
- deliftaux k (CicSubstitution.subst_meta l1 t)
- with CicUtil.Subst_not_found _ ->
- (* see the top level invariant *)
- if (i = n) then
- raise (MetaSubstFailure (lazy (sprintf
- "Cannot unify the metavariable ?%d with a term that has as subterm %s in which the same metavariable occurs (occur check)"
- i (ppterm subst t))))
- else
- begin
- (* I do not consider the term associated to ?i in subst since *)
- (* in this way I can restrict if something goes wrong. *)
- let rec deliftl j =
- function
- [] -> []
- | None::tl -> None::(deliftl (j+1) tl)
- | (Some t)::tl ->
- let l1' = (deliftl (j+1) tl) in
- try
- Some (deliftaux k t)::l1'
- with
- NotInTheList
- | MetaSubstFailure _ ->
- to_be_restricted :=
- (i,j)::!to_be_restricted ; None::l1'
- in
- let l' = deliftl 1 l1 in
- C.Meta(i,l')
- end)
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (deliftaux k te, deliftaux k ty)
- | C.Prod (n,s,t) -> C.Prod (n, deliftaux k s, deliftaux (k+1) t)
- | C.Lambda (n,s,t) -> C.Lambda (n, deliftaux k s, deliftaux (k+1) t)
- | C.LetIn (n,s,t) -> C.LetIn (n, deliftaux k s, deliftaux (k+1) t)
- | C.Appl l -> C.Appl (List.map (deliftaux k) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,deliftaux k t) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,typeno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,deliftaux k t) exp_named_subst
- in
- C.MutInd (uri,typeno,exp_named_subst')
- | C.MutConstruct (uri,typeno,consno,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,deliftaux k t) exp_named_subst
- in
- C.MutConstruct (uri,typeno,consno,exp_named_subst')
- | C.MutCase (sp,i,outty,t,pl) ->
- C.MutCase (sp, i, deliftaux k outty, deliftaux k t,
- List.map (deliftaux k) pl)
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, i, ty, bo) ->
- (name, i, deliftaux k ty, deliftaux (k+len) bo))
- fl
- in
- C.Fix (i, liftedfl)
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl =
- List.map
- (fun (name, ty, bo) -> (name, deliftaux k ty, deliftaux (k+len) bo))
- fl
- in
- C.CoFix (i, liftedfl)
- in
- let res =
- try
- deliftaux 0 t
- with
- NotInTheList ->
- (* This is the case where we fail even first order unification. *)
- (* The reason is that our delift function is weaker than first *)
- (* order (in the sense of alpha-conversion). See comment above *)
- (* related to the delift function. *)
-(* debug_print (lazy "First Order UnificationFailure during delift") ;
-debug_print(lazy (sprintf
- "Error trying to abstract %s over [%s]: the algorithm only tried to abstract over bound variables"
- (ppterm subst t)
- (String.concat "; "
- (List.map
- (function Some t -> ppterm subst t | None -> "_") l
- )))); *)
- raise (Uncertain (lazy (sprintf
- "Error trying to abstract %s over [%s]: the algorithm only tried to abstract over bound variables"
- (ppterm subst t)
- (String.concat "; "
- (List.map
- (function Some t -> ppterm subst t | None -> "_")
- l)))))
- in
- let (metasenv, subst) = restrict subst !to_be_restricted metasenv in
- res, metasenv, subst
-;;
-
-(* delifts a term t of n levels strating from k, that is changes (Rel m)
- * to (Rel (m - n)) when m > (k + n). if k <= m < k + n delift fails
- *)
-let delift_rels_from subst metasenv k n =
- let rec liftaux subst metasenv k =
- let module C = Cic in
- function
- C.Rel m ->
- if m < k then
- C.Rel m, subst, metasenv
- else if m < k + n then
- raise DeliftingARelWouldCaptureAFreeVariable
- else
- C.Rel (m - n), subst, metasenv
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst',subst,metasenv =
- List.fold_right
- (fun (uri,t) (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- (uri,t')::l,subst,metasenv) exp_named_subst ([],subst,metasenv)
- in
- C.Var (uri,exp_named_subst'),subst,metasenv
- | C.Meta (i,l) ->
- (try
- let (_, t,_) = lookup_subst i subst in
- liftaux subst metasenv k (CicSubstitution.subst_meta l t)
- with CicUtil.Subst_not_found _ ->
- let l',to_be_restricted,subst,metasenv =
- let rec aux con l subst metasenv =
- match l with
- [] -> [],[],subst,metasenv
- | he::tl ->
- let tl',to_be_restricted,subst,metasenv =
- aux (con + 1) tl subst metasenv in
- let he',more_to_be_restricted,subst,metasenv =
- match he with
- None -> None,[],subst,metasenv
- | Some t ->
- try
- let t',subst,metasenv = liftaux subst metasenv k t in
- Some t',[],subst,metasenv
- with
- DeliftingARelWouldCaptureAFreeVariable ->
- None,[i,con],subst,metasenv
- in
- he'::tl',more_to_be_restricted@to_be_restricted,subst,metasenv
- in
- aux 1 l subst metasenv in
- let metasenv,subst = restrict subst to_be_restricted metasenv in
- C.Meta(i,l'),subst,metasenv)
- | C.Sort _ as t -> t,subst,metasenv
- | C.Implicit _ as t -> t,subst,metasenv
- | C.Cast (te,ty) ->
- let te',subst,metasenv = liftaux subst metasenv k te in
- let ty',subst,metasenv = liftaux subst metasenv k ty in
- C.Cast (te',ty'),subst,metasenv
- | C.Prod (n,s,t) ->
- let s',subst,metasenv = liftaux subst metasenv k s in
- let t',subst,metasenv = liftaux subst metasenv (k+1) t in
- C.Prod (n,s',t'),subst,metasenv
- | C.Lambda (n,s,t) ->
- let s',subst,metasenv = liftaux subst metasenv k s in
- let t',subst,metasenv = liftaux subst metasenv (k+1) t in
- C.Lambda (n,s',t'),subst,metasenv
- | C.LetIn (n,s,t) ->
- let s',subst,metasenv = liftaux subst metasenv k s in
- let t',subst,metasenv = liftaux subst metasenv (k+1) t in
- C.LetIn (n,s',t'),subst,metasenv
- | C.Appl l ->
- let l',subst,metasenv =
- List.fold_right
- (fun t (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- t'::l,subst,metasenv) l ([],subst,metasenv) in
- C.Appl l',subst,metasenv
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst',subst,metasenv =
- List.fold_right
- (fun (uri,t) (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- (uri,t')::l,subst,metasenv) exp_named_subst ([],subst,metasenv)
- in
- C.Const (uri,exp_named_subst'),subst,metasenv
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let exp_named_subst',subst,metasenv =
- List.fold_right
- (fun (uri,t) (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- (uri,t')::l,subst,metasenv) exp_named_subst ([],subst,metasenv)
- in
- C.MutInd (uri,tyno,exp_named_subst'),subst,metasenv
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let exp_named_subst',subst,metasenv =
- List.fold_right
- (fun (uri,t) (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- (uri,t')::l,subst,metasenv) exp_named_subst ([],subst,metasenv)
- in
- C.MutConstruct (uri,tyno,consno,exp_named_subst'),subst,metasenv
- | C.MutCase (sp,i,outty,t,pl) ->
- let outty',subst,metasenv = liftaux subst metasenv k outty in
- let t',subst,metasenv = liftaux subst metasenv k t in
- let pl',subst,metasenv =
- List.fold_right
- (fun t (l,subst,metasenv) ->
- let t',subst,metasenv = liftaux subst metasenv k t in
- t'::l,subst,metasenv) pl ([],subst,metasenv)
- in
- C.MutCase (sp,i,outty',t',pl'),subst,metasenv
- | C.Fix (i, fl) ->
- let len = List.length fl in
- let liftedfl,subst,metasenv =
- List.fold_right
- (fun (name, i, ty, bo) (l,subst,metasenv) ->
- let ty',subst,metasenv = liftaux subst metasenv k ty in
- let bo',subst,metasenv = liftaux subst metasenv (k+len) bo in
- (name,i,ty',bo')::l,subst,metasenv
- ) fl ([],subst,metasenv)
- in
- C.Fix (i, liftedfl),subst,metasenv
- | C.CoFix (i, fl) ->
- let len = List.length fl in
- let liftedfl,subst,metasenv =
- List.fold_right
- (fun (name, ty, bo) (l,subst,metasenv) ->
- let ty',subst,metasenv = liftaux subst metasenv k ty in
- let bo',subst,metasenv = liftaux subst metasenv (k+len) bo in
- (name,ty',bo')::l,subst,metasenv
- ) fl ([],subst,metasenv)
- in
- C.CoFix (i, liftedfl),subst,metasenv
- in
- liftaux subst metasenv k
-
-let delift_rels subst metasenv n t =
- delift_rels_from subst metasenv 1 n t
-
-
-(**** END OF DELIFT ****)
-
-
-(** {2 Format-like pretty printers} *)
-
-let fpp_gen ppf s =
- Format.pp_print_string ppf s;
- Format.pp_print_newline ppf ();
- Format.pp_print_flush ppf ()
-
-let fppsubst ppf subst = fpp_gen ppf (ppsubst subst)
-let fppterm ppf term = fpp_gen ppf (CicPp.ppterm term)
-let fppmetasenv ppf metasenv = fpp_gen ppf (ppmetasenv [] metasenv)
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception MetaSubstFailure of string Lazy.t
-exception Uncertain of string Lazy.t
-exception AssertFailure of string Lazy.t
-exception DeliftingARelWouldCaptureAFreeVariable;;
-
-(* The entry (i,t) in a substitution means that *)
-(* (META i) have been instantiated with t. *)
-(* type substitution = (int * (Cic.context * Cic.term)) list *)
-
- (** @raise SubstNotFound *)
-
-(* apply_subst subst t *)
-(* applies the substitution [subst] to [t] *)
-(* [subst] must be already unwinded *)
-
-val apply_subst : Cic.substitution -> Cic.term -> Cic.term
-val apply_subst_context : Cic.substitution -> Cic.context -> Cic.context
-val apply_subst_metasenv: Cic.substitution -> Cic.metasenv -> Cic.metasenv
-
-(*** delifting ***)
-
-val delift :
- int -> Cic.substitution -> Cic.context -> Cic.metasenv ->
- (Cic.term option) list -> Cic.term ->
- Cic.term * Cic.metasenv * Cic.substitution
-val restrict :
- Cic.substitution -> (int * int) list -> Cic.metasenv ->
- Cic.metasenv * Cic.substitution
-
-(** delifts the Rels in t of n
- * @raise DeliftingARelWouldCaptureAFreeVariable
- *)
-val delift_rels :
- Cic.substitution -> Cic.metasenv -> int -> Cic.term ->
- Cic.term * Cic.substitution * Cic.metasenv
-
-(** {2 Pretty printers} *)
-
-val ppsubst_unfolded: Cic.substitution -> string
-val ppsubst: Cic.substitution -> string
-val ppterm: Cic.substitution -> Cic.term -> string
-val ppcontext: ?sep: string -> Cic.substitution -> Cic.context -> string
-val ppterm_in_name_context:
- Cic.substitution -> Cic.term -> (Cic.name option) list -> string
-val ppterm_in_context:
- Cic.substitution -> Cic.term -> Cic.context -> string
-val ppmetasenv: ?sep: string -> Cic.substitution -> Cic.metasenv -> string
-
-(** {2 Format-like pretty printers}
- * As above with prototypes suitable for toplevel/ocamldebug printers. No
- * subsitutions are applied here since such printers are required to be invoked
- * with only one argument.
- *)
-
-val fppsubst: Format.formatter -> Cic.substitution -> unit
-val fppterm: Format.formatter -> Cic.term -> unit
-val fppmetasenv: Format.formatter -> Cic.metasenv -> unit
-
-(*
-(* DEBUG *)
-val print_counters: unit -> unit
-val reset_counters: unit -> unit
-*)
-
-(* val clean_up_meta :
- Cic.substitution -> Cic.metasenv -> Cic.term -> Cic.term
-*)
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* identity_relocation_list_for_metavariable i canonical_context *)
-(* returns the identity relocation list, which is the list [1 ; ... ; n] *)
-(* where n = List.length [canonical_context] *)
-(*CSC: ma mi basta la lunghezza del contesto canonico!!!*)
-let identity_relocation_list_for_metavariable ?(start = 1) canonical_context =
- let rec aux =
- function
- (_,[]) -> []
- | (n,None::tl) -> None::(aux ((n+1),tl))
- | (n,_::tl) -> (Some (Cic.Rel n))::(aux ((n+1),tl))
- in
- aux (start,canonical_context)
-
-(* Returns the first meta whose number is above the *)
-(* number of the higher meta. *)
-let new_meta metasenv subst =
- let rec aux =
- function
- None, [] -> 1
- | Some n, [] -> n
- | None, n::tl -> aux (Some n,tl)
- | Some m, n::tl -> if n > m then aux (Some n,tl) else aux (Some m,tl)
- in
- let indexes =
- (List.map (fun (i, _, _) -> i) metasenv) @ (List.map fst subst)
- in
- 1 + aux (None, indexes)
-
-(* let apply_subst_context = CicMetaSubst.apply_subst_context;; *)
-(* questa o la precedente sembrano essere equivalenti come tempi *)
-let apply_subst_context _ context = context ;;
-
-let mk_implicit metasenv subst context =
- let newmeta = new_meta metasenv subst in
- let newuniv = CicUniv.fresh () in
- let irl = identity_relocation_list_for_metavariable context in
- (* in the following mk_* functions we apply substitution to canonical
- * context since we have the invariant that the metasenv has already been
- * instantiated with subst *)
- let context = apply_subst_context subst context in
- ([ newmeta, [], Cic.Sort (Cic.Type newuniv) ;
- (* TASSI: ?? *)
- newmeta + 1, context, Cic.Meta (newmeta, []);
- newmeta + 2, context, Cic.Meta (newmeta + 1,irl) ] @ metasenv,
- newmeta + 2)
-
-let mk_implicit_type metasenv subst context =
- let newmeta = new_meta metasenv subst in
- let newuniv = CicUniv.fresh () in
- let context = apply_subst_context subst context in
- ([ newmeta, [], Cic.Sort (Cic.Type newuniv);
- (* TASSI: ?? *)
- newmeta + 1, context, Cic.Meta (newmeta, []) ] @metasenv,
- newmeta + 1)
-
-let mk_implicit_sort metasenv subst =
- let newmeta = new_meta metasenv subst in
- let newuniv = CicUniv.fresh () in
- ([ newmeta, [], Cic.Sort (Cic.Type newuniv)] @ metasenv, newmeta)
- (* TASSI: ?? *)
-
-let n_fresh_metas metasenv subst context n =
- if n = 0 then metasenv, []
- else
- let irl = identity_relocation_list_for_metavariable context in
- let context = apply_subst_context subst context in
- let newmeta = new_meta metasenv subst in
- let newuniv = CicUniv.fresh () in
- let rec aux newmeta n =
- if n = 0 then metasenv, []
- else
- let metasenv', l = aux (newmeta + 3) (n-1) in
- (* TASSI: ?? *)
- (newmeta, context, Cic.Sort (Cic.Type newuniv))::
- (newmeta + 1, context, Cic.Meta (newmeta, irl))::
- (newmeta + 2, context, Cic.Meta (newmeta + 1,irl))::metasenv',
- Cic.Meta(newmeta+2,irl)::l in
- aux newmeta n
-
-let fresh_subst metasenv subst context uris =
- let irl = identity_relocation_list_for_metavariable context in
- let context = apply_subst_context subst context in
- let newmeta = new_meta metasenv subst in
- let newuniv = CicUniv.fresh () in
- let rec aux newmeta = function
- [] -> metasenv, []
- | uri::tl ->
- let metasenv', l = aux (newmeta + 3) tl in
- (* TASSI: ?? *)
- (newmeta, context, Cic.Sort (Cic.Type newuniv))::
- (newmeta + 1, context, Cic.Meta (newmeta, irl))::
- (newmeta + 2, context, Cic.Meta (newmeta + 1,irl))::metasenv',
- (uri,Cic.Meta(newmeta+2,irl))::l in
- aux newmeta uris
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-
-(* identity_relocation_list_for_metavariable i canonical_context *)
-(* returns the identity relocation list, which is the list *)
-(* [Rel 1 ; ... ; Rel n] where n = List.length [canonical_context] *)
-val identity_relocation_list_for_metavariable :
- ?start: int -> 'a option list -> Cic.term option list
-
-(* Returns the first meta whose number is above the *)
-(* number of the higher meta. *)
-val new_meta : Cic.metasenv -> Cic.substitution -> int
-
-(** [mk_implicit metasenv context]
- * add a fresh metavariable to the given metasenv, using given context
- * @return the new metasenv and the index of the added conjecture *)
-val mk_implicit: Cic.metasenv -> Cic.substitution -> Cic.context -> Cic.metasenv * int
-
-(** as above, but the fresh metavariable represents a type *)
-val mk_implicit_type: Cic.metasenv -> Cic.substitution -> Cic.context -> Cic.metasenv * int
-
-(** as above, but the fresh metavariable represents a sort *)
-val mk_implicit_sort: Cic.metasenv -> Cic.substitution -> Cic.metasenv * int
-
-(** [mk_implicit metasenv context] create n fresh metavariables *)
-val n_fresh_metas:
- Cic.metasenv -> Cic.substitution -> Cic.context -> int -> Cic.metasenv * Cic.term list
-
-(** [fresh_subst metasenv context uris] takes in input a list of uri and
-creates a fresh explicit substitution *)
-val fresh_subst:
- Cic.metasenv ->
- Cic.substitution ->
- Cic.context ->
- UriManager.uri list ->
- Cic.metasenv * (Cic.term Cic.explicit_named_substitution)
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf
-
-exception RefineFailure of string Lazy.t;;
-exception Uncertain of string Lazy.t;;
-exception AssertFailure of string Lazy.t;;
-
-let debug_print = fun _ -> ()
-
-let profiler = HExtlib.profile "CicRefine.fo_unif"
-
-let fo_unif_subst subst context metasenv t1 t2 ugraph =
- try
-let foo () =
- CicUnification.fo_unif_subst subst context metasenv t1 t2 ugraph
-in profiler.HExtlib.profile foo ()
- with
- (CicUnification.UnificationFailure msg) -> raise (RefineFailure msg)
- | (CicUnification.Uncertain msg) -> raise (Uncertain msg)
-;;
-
-let enrich f =
- function
- RefineFailure msg -> raise (RefineFailure (f msg))
- | Uncertain msg -> raise (Uncertain (f msg))
- | _ -> assert false
-
-let rec split l n =
- match (l,n) with
- (l,0) -> ([], l)
- | (he::tl, n) -> let (l1,l2) = split tl (n-1) in (he::l1,l2)
- | (_,_) -> raise (AssertFailure (lazy "split: list too short"))
-;;
-
-let exp_impl metasenv subst context term =
- let rec aux metasenv context = function
- | (Cic.Rel _) as t -> metasenv, t
- | (Cic.Sort _) as t -> metasenv, t
- | Cic.Const (uri, subst) ->
- let metasenv', subst' = do_subst metasenv context subst in
- metasenv', Cic.Const (uri, subst')
- | Cic.Var (uri, subst) ->
- let metasenv', subst' = do_subst metasenv context subst in
- metasenv', Cic.Var (uri, subst')
- | Cic.MutInd (uri, i, subst) ->
- let metasenv', subst' = do_subst metasenv context subst in
- metasenv', Cic.MutInd (uri, i, subst')
- | Cic.MutConstruct (uri, i, j, subst) ->
- let metasenv', subst' = do_subst metasenv context subst in
- metasenv', Cic.MutConstruct (uri, i, j, subst')
- | Cic.Meta (n,l) ->
- let metasenv', l' = do_local_context metasenv context l in
- metasenv', Cic.Meta (n, l')
- | Cic.Implicit (Some `Type) ->
- let (metasenv', idx) = CicMkImplicit.mk_implicit_type metasenv subst context in
- let irl = CicMkImplicit.identity_relocation_list_for_metavariable context in
- metasenv', Cic.Meta (idx, irl)
- | Cic.Implicit (Some `Closed) ->
- let (metasenv', idx) = CicMkImplicit.mk_implicit metasenv subst [] in
- metasenv', Cic.Meta (idx, [])
- | Cic.Implicit None ->
- let (metasenv', idx) = CicMkImplicit.mk_implicit metasenv subst context in
- let irl = CicMkImplicit.identity_relocation_list_for_metavariable context in
- metasenv', Cic.Meta (idx, irl)
- | Cic.Implicit _ -> assert false
- | Cic.Cast (te, ty) ->
- let metasenv', ty' = aux metasenv context ty in
- let metasenv'', te' = aux metasenv' context te in
- metasenv'', Cic.Cast (te', ty')
- | Cic.Prod (name, s, t) ->
- let metasenv', s' = aux metasenv context s in
- metasenv', Cic.Prod (name, s', t)
- | Cic.Lambda (name, s, t) ->
- let metasenv', s' = aux metasenv context s in
- metasenv', Cic.Lambda (name, s', t)
- | Cic.LetIn (name, s, t) ->
- let metasenv', s' = aux metasenv context s in
- metasenv', Cic.LetIn (name, s', t)
- | Cic.Appl l when List.length l > 1 ->
- let metasenv', l' =
- List.fold_right
- (fun term (metasenv, terms) ->
- let new_metasenv, term = aux metasenv context term in
- new_metasenv, term :: terms)
- l (metasenv, [])
- in
- metasenv', Cic.Appl l'
- | Cic.Appl _ -> assert false
- | Cic.MutCase (uri, i, outtype, term, patterns) ->
- let metasenv', l' =
- List.fold_right
- (fun term (metasenv, terms) ->
- let new_metasenv, term = aux metasenv context term in
- new_metasenv, term :: terms)
- (outtype :: term :: patterns) (metasenv, [])
- in
- let outtype', term', patterns' =
- match l' with
- | outtype' :: term' :: patterns' -> outtype', term', patterns'
- | _ -> assert false
- in
- metasenv', Cic.MutCase (uri, i, outtype', term', patterns')
- | Cic.Fix (i, funs) ->
- let metasenv', types =
- List.fold_right
- (fun (name, _, typ, _) (metasenv, types) ->
- let new_metasenv, new_type = aux metasenv context typ in
- (new_metasenv, (name, new_type) :: types))
- funs (metasenv, [])
- in
- let rec combine = function
- | ((name, index, _, body) :: funs_tl),
- ((_, typ) :: typ_tl) ->
- (name, index, typ, body) :: combine (funs_tl, typ_tl)
- | [], [] -> []
- | _ -> assert false
- in
- let funs' = combine (funs, types) in
- metasenv', Cic.Fix (i, funs')
- | Cic.CoFix (i, funs) ->
- let metasenv', types =
- List.fold_right
- (fun (name, typ, _) (metasenv, types) ->
- let new_metasenv, new_type = aux metasenv context typ in
- (new_metasenv, (name, new_type) :: types))
- funs (metasenv, [])
- in
- let rec combine = function
- | ((name, _, body) :: funs_tl),
- ((_, typ) :: typ_tl) ->
- (name, typ, body) :: combine (funs_tl, typ_tl)
- | [], [] -> []
- | _ -> assert false
- in
- let funs' = combine (funs, types) in
- metasenv', Cic.CoFix (i, funs')
- and do_subst metasenv context subst =
- List.fold_right
- (fun (uri, term) (metasenv, substs) ->
- let metasenv', term' = aux metasenv context term in
- (metasenv', (uri, term') :: substs))
- subst (metasenv, [])
- and do_local_context metasenv context local_context =
- List.fold_right
- (fun term (metasenv, local_context) ->
- let metasenv', term' =
- match term with
- | None -> metasenv, None
- | Some term ->
- let metasenv', term' = aux metasenv context term in
- metasenv', Some term'
- in
- metasenv', term' :: local_context)
- local_context (metasenv, [])
- in
- aux metasenv context term
-;;
-
-let rec type_of_constant uri ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let _ = CicTypeChecker.typecheck uri in
- let obj,u =
- try
- CicEnvironment.get_cooked_obj ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.Constant (_,_,ty,_,_) -> ty,u
- | C.CurrentProof (_,_,_,ty,_,_) -> ty,u
- | _ ->
- raise
- (RefineFailure (lazy ("Unknown constant definition " ^ U.string_of_uri uri)))
-
-and type_of_variable uri ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let _ = CicTypeChecker.typecheck uri in
- let obj,u =
- try
- CicEnvironment.get_cooked_obj ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.Variable (_,_,ty,_,_) -> ty,u
- | _ ->
- raise
- (RefineFailure
- (lazy ("Unknown variable definition " ^ UriManager.string_of_uri uri)))
-
-and type_of_mutual_inductive_defs uri i ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let _ = CicTypeChecker.typecheck uri in
- let obj,u =
- try
- CicEnvironment.get_cooked_obj ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,arity,_) = List.nth dl i in
- arity,u
- | _ ->
- raise
- (RefineFailure
- (lazy ("Unknown mutual inductive definition " ^ U.string_of_uri uri)))
-
-and type_of_mutual_inductive_constr uri i j ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let _ = CicTypeChecker.typecheck uri in
- let obj,u =
- try
- CicEnvironment.get_cooked_obj ugraph uri
- with Not_found -> assert false
- in
- match obj with
- C.InductiveDefinition (dl,_,_,_) ->
- let (_,_,_,cl) = List.nth dl i in
- let (_,ty) = List.nth cl (j-1) in
- ty,u
- | _ ->
- raise
- (RefineFailure
- (lazy
- ("Unkown mutual inductive definition " ^ U.string_of_uri uri)))
-
-
-(* type_of_aux' is just another name (with a different scope) for type_of_aux *)
-
-(* the check_branch function checks if a branch of a case is refinable.
- It returns a pair (outype_instance,args), a subst and a metasenv.
- outype_instance is the expected result of applying the case outtype
- to args.
- The problem is that outype is in general unknown, and we should
- try to synthesize it from the above information, that is in general
- a second order unification problem. *)
-
-and check_branch n context metasenv subst left_args_no actualtype term expectedtype ugraph =
- let module C = Cic in
- (* let module R = CicMetaSubst in *)
- let module R = CicReduction in
- match R.whd ~subst context expectedtype with
- C.MutInd (_,_,_) ->
- (n,context,actualtype, [term]), subst, metasenv, ugraph
- | C.Appl (C.MutInd (_,_,_)::tl) ->
- let (_,arguments) = split tl left_args_no in
- (n,context,actualtype, arguments@[term]), subst, metasenv, ugraph
- | C.Prod (name,so,de) ->
- (* we expect that the actual type of the branch has the due
- number of Prod *)
- (match R.whd ~subst context actualtype with
- C.Prod (name',so',de') ->
- let subst, metasenv, ugraph1 =
- fo_unif_subst subst context metasenv so so' ugraph in
- let term' =
- (match CicSubstitution.lift 1 term with
- C.Appl l -> C.Appl (l@[C.Rel 1])
- | t -> C.Appl [t ; C.Rel 1]) in
- (* we should also check that the name variable is anonymous in
- the actual type de' ?? *)
- check_branch (n+1)
- ((Some (name,(C.Decl so)))::context)
- metasenv subst left_args_no de' term' de ugraph1
- | _ -> raise (AssertFailure (lazy "Wrong number of arguments")))
- | _ -> raise (AssertFailure (lazy "Prod or MutInd expected"))
-
-and type_of_aux' metasenv context t ugraph =
- let metasenv, t = exp_impl metasenv [] context t in
- let rec type_of_aux subst metasenv context t ugraph =
- let module C = Cic in
- let module S = CicSubstitution in
- let module U = UriManager in
- (* this stops on binders, so we have to call it every time *)
- match t with
- (* function *)
- C.Rel n ->
- (try
- match List.nth context (n - 1) with
- Some (_,C.Decl ty) ->
- t,S.lift n ty,subst,metasenv, ugraph
- | Some (_,C.Def (_,Some ty)) ->
- t,S.lift n ty,subst,metasenv, ugraph
- | Some (_,C.Def (bo,None)) ->
- let ty,ugraph =
- (* if it is in the context it must be already well-typed*)
- CicTypeChecker.type_of_aux' ~subst metasenv context
- (S.lift n bo) ugraph
- in
- t,ty,subst,metasenv,ugraph
- | None -> raise (RefineFailure (lazy "Rel to hidden hypothesis"))
- with
- _ -> raise (RefineFailure (lazy "Not a close term")))
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst',subst',metasenv',ugraph1 =
- check_exp_named_subst
- subst metasenv context exp_named_subst ugraph
- in
- let ty_uri,ugraph1 = type_of_variable uri ugraph in
- let ty =
- CicSubstitution.subst_vars exp_named_subst' ty_uri
- in
- C.Var (uri,exp_named_subst'),ty,subst',metasenv',ugraph1
- | C.Meta (n,l) ->
- (try
- let (canonical_context, term,ty) =
- CicUtil.lookup_subst n subst
- in
- let l',subst',metasenv',ugraph1 =
- check_metasenv_consistency n subst metasenv context
- canonical_context l ugraph
- in
- (* trust or check ??? *)
- C.Meta (n,l'),CicSubstitution.subst_meta l' ty,
- subst', metasenv', ugraph1
- (* type_of_aux subst metasenv
- context (CicSubstitution.subst_meta l term) *)
- with CicUtil.Subst_not_found _ ->
- let (_,canonical_context,ty) = CicUtil.lookup_meta n metasenv in
- let l',subst',metasenv', ugraph1 =
- check_metasenv_consistency n subst metasenv context
- canonical_context l ugraph
- in
- C.Meta (n,l'),CicSubstitution.subst_meta l' ty,
- subst', metasenv',ugraph1)
- | C.Sort (C.Type tno) ->
- let tno' = CicUniv.fresh() in
- let ugraph1 = CicUniv.add_gt tno' tno ugraph in
- t,(C.Sort (C.Type tno')),subst,metasenv,ugraph1
- | C.Sort _ ->
- t,C.Sort (C.Type (CicUniv.fresh())),subst,metasenv,ugraph
- | C.Implicit _ -> raise (AssertFailure (lazy "21"))
- | C.Cast (te,ty) ->
- let ty',_,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context ty ugraph
- in
- let te',inferredty,subst'',metasenv'',ugraph2 =
- type_of_aux subst' metasenv' context te ugraph1
- in
- let subst''',metasenv''',ugraph3 =
- fo_unif_subst subst'' context metasenv''
- inferredty ty' ugraph2
- in
- C.Cast (te',ty'),ty',subst''',metasenv''',ugraph3
- | C.Prod (name,s,t) ->
- let carr t subst context = CicMetaSubst.apply_subst subst t in
- let coerce_to_sort
- in_source tgt_sort t type_to_coerce subst ctx metasenv uragph
- =
- let coercion_src = carr type_to_coerce subst ctx in
- match coercion_src with
- | Cic.Sort _ ->
- t,type_to_coerce,subst,metasenv,ugraph
-(*
- | Cic.Meta _ as meta when not in_source ->
- let coercion_tgt = carr (Cic.Sort tgt_sort) subst ctx in
- let subst, metasenv, ugraph =
- fo_unif_subst
- subst ctx metasenv meta coercion_tgt ugraph
- in
- t, Cic.Sort tgt_sort, subst, metasenv, ugraph
-*)
- | Cic.Meta _ as meta ->
- t, meta, subst, metasenv, ugraph
- | Cic.Cast _ as cast ->
- t, cast, subst, metasenv, ugraph
- | term ->
- let coercion_tgt = carr (Cic.Sort tgt_sort) subst ctx in
- let search = CoercGraph.look_for_coercion in
- let boh = search coercion_src coercion_tgt in
- (match boh with
- | CoercGraph.NoCoercion
- | CoercGraph.NotHandled _ ->
- raise
- (RefineFailure (lazy (CicMetaSubst.ppterm subst coercion_src ^ " is not a sort and cannoted be coerced to a sort")))
- | CoercGraph.NotMetaClosed ->
- raise
- (Uncertain (lazy (CicMetaSubst.ppterm subst coercion_src ^ " is not a sort and cannoted be coerced to a sort")))
- | CoercGraph.SomeCoercion c ->
- Cic.Appl [c;t],Cic.Sort tgt_sort,subst, metasenv, ugraph)
- in
- let s',sort1,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context s ugraph
- in
- let s',sort1,subst', metasenv',ugraph1 =
- coerce_to_sort true (Cic.Type(CicUniv.fresh()))
- s' sort1 subst' context metasenv' ugraph1
- in
- let context_for_t = ((Some (name,(C.Decl s')))::context) in
- let metasenv',t = exp_impl metasenv' subst' context_for_t t in
- let t',sort2,subst'',metasenv'',ugraph2 =
- type_of_aux subst' metasenv'
- context_for_t t ugraph1
- in
- let t',sort2,subst'',metasenv'',ugraph2 =
- coerce_to_sort false (Cic.Type(CicUniv.fresh()))
- t' sort2 subst'' context_for_t metasenv'' ugraph2
- in
- let sop,subst''',metasenv''',ugraph3 =
- sort_of_prod subst'' metasenv''
- context (name,s') (sort1,sort2) ugraph2
- in
- C.Prod (name,s',t'),sop,subst''',metasenv''',ugraph3
- | C.Lambda (n,s,t) ->
-
- let s',sort1,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context s ugraph in
- let s',sort1 =
- match CicReduction.whd ~subst:subst' context sort1 with
- C.Meta _
- | C.Sort _ -> s',sort1
- | coercion_src ->
- let coercion_tgt = Cic.Sort (Cic.Type (CicUniv.fresh ())) in
- let search = CoercGraph.look_for_coercion in
- let boh = search coercion_src coercion_tgt in
- match boh with
- | CoercGraph.SomeCoercion c ->
- Cic.Appl [c;s'], coercion_tgt
- | CoercGraph.NoCoercion
- | CoercGraph.NotHandled _
- | CoercGraph.NotMetaClosed ->
- raise (RefineFailure (lazy (sprintf
- "Not well-typed lambda-abstraction: the source %s should be a type; instead it is a term of type %s" (CicPp.ppterm s) (CicPp.ppterm sort1))))
- in
- let context_for_t = ((Some (n,(C.Decl s')))::context) in
- let metasenv',t = exp_impl metasenv' subst' context_for_t t in
- let t',type2,subst'',metasenv'',ugraph2 =
- type_of_aux subst' metasenv' context_for_t t ugraph1
- in
- C.Lambda (n,s',t'),C.Prod (n,s',type2),
- subst'',metasenv'',ugraph2
- | C.LetIn (n,s,t) ->
- (* only to check if s is well-typed *)
- let s',ty,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context s ugraph
- in
- let context_for_t = ((Some (n,(C.Def (s',Some ty))))::context) in
- let metasenv',t = exp_impl metasenv' subst' context_for_t t in
-
- let t',inferredty,subst'',metasenv'',ugraph2 =
- type_of_aux subst' metasenv'
- context_for_t t ugraph1
- in
- (* One-step LetIn reduction.
- * Even faster than the previous solution.
- * Moreover the inferred type is closer to the expected one.
- *)
- C.LetIn (n,s',t'),CicSubstitution.subst s' inferredty,
- subst'',metasenv'',ugraph2
- | C.Appl (he::((_::_) as tl)) ->
- let he',hetype,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context he ugraph
- in
- let tlbody_and_type,subst'',metasenv'',ugraph2 =
- List.fold_right
- (fun x (res,subst,metasenv,ugraph) ->
- let x',ty,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context x ugraph
- in
- (x', ty)::res,subst',metasenv',ugraph1
- ) tl ([],subst',metasenv',ugraph1)
- in
- let tl',applty,subst''',metasenv''',ugraph3 =
- try
- eat_prods true subst'' metasenv'' context
- hetype tlbody_and_type ugraph2
- with
- exn ->
- enrich
- (fun msg ->
- lazy ("The application " ^
- CicMetaSubst.ppterm_in_context subst'' t context ^
- " is not well typed:\n" ^ Lazy.force msg)) exn
- in
- C.Appl (he'::tl'), applty,subst''',metasenv''',ugraph3
- | C.Appl _ -> raise (RefineFailure (lazy "Appl: no arguments"))
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst',subst',metasenv',ugraph1 =
- check_exp_named_subst subst metasenv context
- exp_named_subst ugraph in
- let ty_uri,ugraph2 = type_of_constant uri ugraph1 in
- let cty =
- CicSubstitution.subst_vars exp_named_subst' ty_uri
- in
- C.Const (uri,exp_named_subst'),cty,subst',metasenv',ugraph2
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst',subst',metasenv',ugraph1 =
- check_exp_named_subst subst metasenv context
- exp_named_subst ugraph
- in
- let ty_uri,ugraph2 = type_of_mutual_inductive_defs uri i ugraph1 in
- let cty =
- CicSubstitution.subst_vars exp_named_subst' ty_uri in
- C.MutInd (uri,i,exp_named_subst'),cty,subst',metasenv',ugraph2
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst',subst',metasenv',ugraph1 =
- check_exp_named_subst subst metasenv context
- exp_named_subst ugraph
- in
- let ty_uri,ugraph2 =
- type_of_mutual_inductive_constr uri i j ugraph1
- in
- let cty =
- CicSubstitution.subst_vars exp_named_subst' ty_uri
- in
- C.MutConstruct (uri,i,j,exp_named_subst'),cty,subst',
- metasenv',ugraph2
- | C.MutCase (uri, i, outtype, term, pl) ->
- (* first, get the inductive type (and noparams)
- * in the environment *)
- let (_,b,arity,constructors), expl_params, no_left_params,ugraph =
- let _ = CicTypeChecker.typecheck uri in
- let obj,u = CicEnvironment.get_cooked_obj ugraph uri in
- match obj with
- C.InductiveDefinition (l,expl_params,parsno,_) ->
- List.nth l i , expl_params, parsno, u
- | _ ->
- raise
- (RefineFailure
- (lazy ("Unkown mutual inductive definition " ^
- U.string_of_uri uri)))
- in
- let rec count_prod t =
- match CicReduction.whd ~subst context t with
- C.Prod (_, _, t) -> 1 + (count_prod t)
- | _ -> 0
- in
- let no_args = count_prod arity in
- (* now, create a "generic" MutInd *)
- let metasenv,left_args =
- CicMkImplicit.n_fresh_metas metasenv subst context no_left_params
- in
- let metasenv,right_args =
- let no_right_params = no_args - no_left_params in
- if no_right_params < 0 then assert false
- else CicMkImplicit.n_fresh_metas
- metasenv subst context no_right_params
- in
- let metasenv,exp_named_subst =
- CicMkImplicit.fresh_subst metasenv subst context expl_params in
- let expected_type =
- if no_args = 0 then
- C.MutInd (uri,i,exp_named_subst)
- else
- C.Appl
- (C.MutInd (uri,i,exp_named_subst)::(left_args @ right_args))
- in
- (* check consistency with the actual type of term *)
- let term',actual_type,subst,metasenv,ugraph1 =
- type_of_aux subst metasenv context term ugraph in
- let expected_type',_, subst, metasenv,ugraph2 =
- type_of_aux subst metasenv context expected_type ugraph1
- in
- let actual_type = CicReduction.whd ~subst context actual_type in
- let subst,metasenv,ugraph3 =
- fo_unif_subst subst context metasenv
- expected_type' actual_type ugraph2
- in
- let rec instantiate_prod t =
- function
- [] -> t
- | he::tl ->
- match CicReduction.whd ~subst context t with
- C.Prod (_,_,t') ->
- instantiate_prod (CicSubstitution.subst he t') tl
- | _ -> assert false
- in
- let arity_instantiated_with_left_args =
- instantiate_prod arity left_args in
- (* TODO: check if the sort elimination
- * is allowed: [(I q1 ... qr)|B] *)
- let (pl',_,outtypeinstances,subst,metasenv,ugraph4) =
- List.fold_left
- (fun (pl,j,outtypeinstances,subst,metasenv,ugraph) p ->
- let constructor =
- if left_args = [] then
- (C.MutConstruct (uri,i,j,exp_named_subst))
- else
- (C.Appl
- (C.MutConstruct (uri,i,j,exp_named_subst)::left_args))
- in
- let p',actual_type,subst,metasenv,ugraph1 =
- type_of_aux subst metasenv context p ugraph
- in
- let constructor',expected_type, subst, metasenv,ugraph2 =
- type_of_aux subst metasenv context constructor ugraph1
- in
- let outtypeinstance,subst,metasenv,ugraph3 =
- check_branch 0 context metasenv subst no_left_params
- actual_type constructor' expected_type ugraph2
- in
- (pl @ [p'],j+1,
- outtypeinstance::outtypeinstances,subst,metasenv,ugraph3))
- ([],1,[],subst,metasenv,ugraph3) pl
- in
-
- (* we are left to check that the outype matches his instances.
- The easy case is when the outype is specified, that amount
- to a trivial check. Otherwise, we should guess a type from
- its instances
- *)
-
- (match outtype with
- | C.Meta (n,l) ->
- (let candidate,ugraph5,metasenv,subst =
- let exp_name_subst, metasenv =
- let o,_ =
- CicEnvironment.get_cooked_obj CicUniv.empty_ugraph uri
- in
- let uris = CicUtil.params_of_obj o in
- List.fold_right (
- fun uri (acc,metasenv) ->
- let metasenv',new_meta =
- CicMkImplicit.mk_implicit metasenv subst context
- in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable
- context
- in
- (uri, Cic.Meta(new_meta,irl))::acc, metasenv'
- ) uris ([],metasenv)
- in
- let ty =
- match left_args,right_args with
- [],[] -> Cic.MutInd(uri, i, exp_name_subst)
- | _,_ ->
- let rec mk_right_args =
- function
- 0 -> []
- | n -> (Cic.Rel n)::(mk_right_args (n - 1))
- in
- let right_args_no = List.length right_args in
- let lifted_left_args =
- List.map (CicSubstitution.lift right_args_no) left_args
- in
- Cic.Appl (Cic.MutInd(uri,i,exp_name_subst)::
- (lifted_left_args @ mk_right_args right_args_no))
- in
- let fresh_name =
- FreshNamesGenerator.mk_fresh_name ~subst metasenv
- context Cic.Anonymous ~typ:ty
- in
- match outtypeinstances with
- | [] ->
- let extended_context =
- let rec add_right_args =
- function
- Cic.Prod (name,ty,t) ->
- Some (name,Cic.Decl ty)::(add_right_args t)
- | _ -> []
- in
- (Some (fresh_name,Cic.Decl ty))::
- (List.rev
- (add_right_args arity_instantiated_with_left_args))@
- context
- in
- let metasenv,new_meta =
- CicMkImplicit.mk_implicit metasenv subst extended_context
- in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable
- extended_context
- in
- let rec add_lambdas b =
- function
- Cic.Prod (name,ty,t) ->
- Cic.Lambda (name,ty,(add_lambdas b t))
- | _ -> Cic.Lambda (fresh_name, ty, b)
- in
- let candidate =
- add_lambdas (Cic.Meta (new_meta,irl))
- arity_instantiated_with_left_args
- in
- (Some candidate),ugraph4,metasenv,subst
- | (constructor_args_no,_,instance,_)::tl ->
- try
- let instance',subst,metasenv =
- CicMetaSubst.delift_rels subst metasenv
- constructor_args_no instance
- in
- let candidate,ugraph,metasenv,subst =
- List.fold_left (
- fun (candidate_oty,ugraph,metasenv,subst)
- (constructor_args_no,_,instance,_) ->
- match candidate_oty with
- | None -> None,ugraph,metasenv,subst
- | Some ty ->
- try
- let instance',subst,metasenv =
- CicMetaSubst.delift_rels subst metasenv
- constructor_args_no instance
- in
- let subst,metasenv,ugraph =
- fo_unif_subst subst context metasenv
- instance' ty ugraph
- in
- candidate_oty,ugraph,metasenv,subst
- with
- CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable
- | CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ ->
- None,ugraph,metasenv,subst
- ) (Some instance',ugraph4,metasenv,subst) tl
- in
- match candidate with
- | None -> None, ugraph,metasenv,subst
- | Some t ->
- let rec add_lambdas n b =
- function
- Cic.Prod (name,ty,t) ->
- Cic.Lambda (name,ty,(add_lambdas (n + 1) b t))
- | _ ->
- Cic.Lambda (fresh_name, ty,
- CicSubstitution.lift (n + 1) t)
- in
- Some
- (add_lambdas 0 t arity_instantiated_with_left_args),
- ugraph,metasenv,subst
- with CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable ->
- None,ugraph4,metasenv,subst
- in
- match candidate with
- | None -> raise (Uncertain (lazy "can't solve an higher order unification problem"))
- | Some candidate ->
- let subst,metasenv,ugraph =
- fo_unif_subst subst context metasenv
- candidate outtype ugraph5
- in
- C.MutCase (uri, i, outtype, term', pl'),
- CicReduction.head_beta_reduce
- (CicMetaSubst.apply_subst subst
- (Cic.Appl (outtype::right_args@[term']))),
- subst,metasenv,ugraph)
- | _ -> (* easy case *)
- let outtype,outtypety, subst, metasenv,ugraph4 =
- type_of_aux subst metasenv context outtype ugraph4
- in
- let tlbody_and_type,subst,metasenv,ugraph4 =
- List.fold_right
- (fun x (res,subst,metasenv,ugraph) ->
- let x',ty,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context x ugraph
- in
- (x', ty)::res,subst',metasenv',ugraph1
- ) (right_args @ [term']) ([],subst,metasenv,ugraph4)
- in
- let _,_,subst,metasenv,ugraph4 =
- eat_prods false subst metasenv context
- outtypety tlbody_and_type ugraph4
- in
- let _,_, subst, metasenv,ugraph5 =
- type_of_aux subst metasenv context
- (C.Appl ((outtype :: right_args) @ [term'])) ugraph4
- in
- let (subst,metasenv,ugraph6) =
- List.fold_left
- (fun (subst,metasenv,ugraph)
- (constructor_args_no,context,instance,args) ->
- let instance' =
- let appl =
- let outtype' =
- CicSubstitution.lift constructor_args_no outtype
- in
- C.Appl (outtype'::args)
- in
- CicReduction.whd ~subst context appl
- in
- fo_unif_subst subst context metasenv
- instance instance' ugraph)
- (subst,metasenv,ugraph5) outtypeinstances
- in
- C.MutCase (uri, i, outtype, term', pl'),
- CicReduction.head_beta_reduce
- (CicMetaSubst.apply_subst subst
- (C.Appl(outtype::right_args@[term]))),
- subst,metasenv,ugraph6)
- | C.Fix (i,fl) ->
- let fl_ty',subst,metasenv,types,ugraph1 =
- List.fold_left
- (fun (fl,subst,metasenv,types,ugraph) (n,_,ty,_) ->
- let ty',_,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context ty ugraph
- in
- fl @ [ty'],subst',metasenv',
- Some (C.Name n,(C.Decl ty')) :: types, ugraph
- ) ([],subst,metasenv,[],ugraph) fl
- in
- let len = List.length types in
- let context' = types@context in
- let fl_bo',subst,metasenv,ugraph2 =
- List.fold_left
- (fun (fl,subst,metasenv,ugraph) ((name,x,_,bo),ty) ->
- let metasenv, bo = exp_impl metasenv subst context' bo in
- let bo',ty_of_bo,subst,metasenv,ugraph1 =
- type_of_aux subst metasenv context' bo ugraph
- in
- let subst',metasenv',ugraph' =
- fo_unif_subst subst context' metasenv
- ty_of_bo (CicSubstitution.lift len ty) ugraph1
- in
- fl @ [bo'] , subst',metasenv',ugraph'
- ) ([],subst,metasenv,ugraph1) (List.combine fl fl_ty')
- in
- let ty = List.nth fl_ty' i in
- (* now we have the new ty in fl_ty', the new bo in fl_bo',
- * and we want the new fl with bo' and ty' injected in the right
- * place.
- *)
- let rec map3 f l1 l2 l3 =
- match l1,l2,l3 with
- | [],[],[] -> []
- | h1::tl1,h2::tl2,h3::tl3 -> (f h1 h2 h3) :: (map3 f tl1 tl2 tl3)
- | _ -> assert false
- in
- let fl'' = map3 (fun ty' bo' (name,x,ty,bo) -> (name,x,ty',bo') )
- fl_ty' fl_bo' fl
- in
- C.Fix (i,fl''),ty,subst,metasenv,ugraph2
- | C.CoFix (i,fl) ->
- let fl_ty',subst,metasenv,types,ugraph1 =
- List.fold_left
- (fun (fl,subst,metasenv,types,ugraph) (n,ty,_) ->
- let ty',_,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context ty ugraph
- in
- fl @ [ty'],subst',metasenv',
- Some (C.Name n,(C.Decl ty')) :: types, ugraph1
- ) ([],subst,metasenv,[],ugraph) fl
- in
- let len = List.length types in
- let context' = types@context in
- let fl_bo',subst,metasenv,ugraph2 =
- List.fold_left
- (fun (fl,subst,metasenv,ugraph) ((name,_,bo),ty) ->
- let metasenv, bo = exp_impl metasenv subst context' bo in
- let bo',ty_of_bo,subst,metasenv,ugraph1 =
- type_of_aux subst metasenv context' bo ugraph
- in
- let subst',metasenv',ugraph' =
- fo_unif_subst subst context' metasenv
- ty_of_bo (CicSubstitution.lift len ty) ugraph1
- in
- fl @ [bo'],subst',metasenv',ugraph'
- ) ([],subst,metasenv,ugraph1) (List.combine fl fl_ty')
- in
- let ty = List.nth fl_ty' i in
- (* now we have the new ty in fl_ty', the new bo in fl_bo',
- * and we want the new fl with bo' and ty' injected in the right
- * place.
- *)
- let rec map3 f l1 l2 l3 =
- match l1,l2,l3 with
- | [],[],[] -> []
- | h1::tl1,h2::tl2,h3::tl3 -> (f h1 h2 h3) :: (map3 f tl1 tl2 tl3)
- | _ -> assert false
- in
- let fl'' = map3 (fun ty' bo' (name,ty,bo) -> (name,ty',bo') )
- fl_ty' fl_bo' fl
- in
- C.CoFix (i,fl''),ty,subst,metasenv,ugraph2
-
- (* check_metasenv_consistency checks that the "canonical" context of a
- metavariable is consitent - up to relocation via the relocation list l -
- with the actual context *)
- and check_metasenv_consistency
- metano subst metasenv context canonical_context l ugraph
- =
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let lifted_canonical_context =
- let rec aux i =
- function
- [] -> []
- | (Some (n,C.Decl t))::tl ->
- (Some (n,C.Decl (S.subst_meta l (S.lift i t))))::(aux (i+1) tl)
- | (Some (n,C.Def (t,None)))::tl ->
- (Some (n,C.Def ((S.subst_meta l (S.lift i t)),None)))::(aux (i+1) tl)
- | None::tl -> None::(aux (i+1) tl)
- | (Some (n,C.Def (t,Some ty)))::tl ->
- (Some (n,
- C.Def ((S.subst_meta l (S.lift i t)),
- Some (S.subst_meta l (S.lift i ty))))) :: (aux (i+1) tl)
- in
- aux 1 canonical_context
- in
- try
- List.fold_left2
- (fun (l,subst,metasenv,ugraph) t ct ->
- match (t,ct) with
- _,None ->
- l @ [None],subst,metasenv,ugraph
- | Some t,Some (_,C.Def (ct,_)) ->
- let subst',metasenv',ugraph' =
- (try
- fo_unif_subst subst context metasenv t ct ugraph
- with e -> raise (RefineFailure (lazy (sprintf "The local context is not consistent with the canonical context, since %s cannot be unified with %s. Reason: %s" (CicMetaSubst.ppterm subst t) (CicMetaSubst.ppterm subst ct) (match e with AssertFailure msg -> Lazy.force msg | _ -> (Printexc.to_string e))))))
- in
- l @ [Some t],subst',metasenv',ugraph'
- | Some t,Some (_,C.Decl ct) ->
- let t',inferredty,subst',metasenv',ugraph1 =
- type_of_aux subst metasenv context t ugraph
- in
- let subst'',metasenv'',ugraph2 =
- (try
- fo_unif_subst
- subst' context metasenv' inferredty ct ugraph1
- with e -> raise (RefineFailure (lazy (sprintf "The local context is not consistent with the canonical context, since the type %s of %s cannot be unified with the expected type %s. Reason: %s" (CicMetaSubst.ppterm subst' inferredty) (CicMetaSubst.ppterm subst' t) (CicMetaSubst.ppterm subst' ct) (match e with AssertFailure msg -> Lazy.force msg | RefineFailure msg -> Lazy.force msg | _ -> (Printexc.to_string e))))))
- in
- l @ [Some t'], subst'',metasenv'',ugraph2
- | None, Some _ ->
- raise (RefineFailure (lazy (sprintf "Not well typed metavariable instance %s: the local context does not instantiate an hypothesis even if the hypothesis is not restricted in the canonical context %s" (CicMetaSubst.ppterm subst (Cic.Meta (metano, l))) (CicMetaSubst.ppcontext subst canonical_context))))) ([],subst,metasenv,ugraph) l lifted_canonical_context
- with
- Invalid_argument _ ->
- raise
- (RefineFailure
- (lazy (sprintf
- "Not well typed metavariable instance %s: the length of the local context does not match the length of the canonical context %s"
- (CicMetaSubst.ppterm subst (Cic.Meta (metano, l)))
- (CicMetaSubst.ppcontext subst canonical_context))))
-
- and check_exp_named_subst metasubst metasenv context tl ugraph =
- let rec check_exp_named_subst_aux metasubst metasenv substs tl ugraph =
- match tl with
- [] -> [],metasubst,metasenv,ugraph
- | ((uri,t) as subst)::tl ->
- let ty_uri,ugraph1 = type_of_variable uri ugraph in
- let typeofvar =
- CicSubstitution.subst_vars substs ty_uri in
- (* CSC: why was this code here? it is wrong
- (match CicEnvironment.get_cooked_obj ~trust:false uri with
- Cic.Variable (_,Some bo,_,_) ->
- raise
- (RefineFailure (lazy
- "A variable with a body can not be explicit substituted"))
- | Cic.Variable (_,None,_,_) -> ()
- | _ ->
- raise
- (RefineFailure (lazy
- ("Unkown variable definition " ^ UriManager.string_of_uri uri)))
- ) ;
- *)
- let t',typeoft,metasubst',metasenv',ugraph2 =
- type_of_aux metasubst metasenv context t ugraph1
- in
- let metasubst'',metasenv'',ugraph3 =
- try
- fo_unif_subst
- metasubst' context metasenv' typeoft typeofvar ugraph2
- with _ ->
- raise (RefineFailure (lazy
- ("Wrong Explicit Named Substitution: " ^
- CicMetaSubst.ppterm metasubst' typeoft ^
- " not unifiable with " ^
- CicMetaSubst.ppterm metasubst' typeofvar)))
- in
- (* FIXME: no mere tail recursive! *)
- let exp_name_subst, metasubst''', metasenv''', ugraph4 =
- check_exp_named_subst_aux
- metasubst'' metasenv'' (substs@[subst]) tl ugraph3
- in
- ((uri,t')::exp_name_subst), metasubst''', metasenv''', ugraph4
- in
- check_exp_named_subst_aux metasubst metasenv [] tl ugraph
-
-
- and sort_of_prod subst metasenv context (name,s) (t1, t2) ugraph =
- let module C = Cic in
- let context_for_t2 = (Some (name,C.Decl s))::context in
- let t1'' = CicReduction.whd ~subst context t1 in
- let t2'' = CicReduction.whd ~subst context_for_t2 t2 in
- match (t1'', t2'') with
- (C.Sort s1, C.Sort s2)
- when (s2 = C.Prop or s2 = C.Set or s2 = C.CProp) ->
- (* different than Coq manual!!! *)
- C.Sort s2,subst,metasenv,ugraph
- | (C.Sort (C.Type t1), C.Sort (C.Type t2)) ->
- let t' = CicUniv.fresh() in
- let ugraph1 = CicUniv.add_ge t' t1 ugraph in
- let ugraph2 = CicUniv.add_ge t' t2 ugraph1 in
- C.Sort (C.Type t'),subst,metasenv,ugraph2
- | (C.Sort _,C.Sort (C.Type t1)) ->
- C.Sort (C.Type t1),subst,metasenv,ugraph
- | (C.Meta _, C.Sort _) -> t2'',subst,metasenv,ugraph
- | (C.Sort _,C.Meta _) | (C.Meta _,C.Meta _) ->
- (* TODO how can we force the meta to become a sort? If we don't we
- * brake the invariant that refine produce only well typed terms *)
- (* TODO if we check the non meta term and if it is a sort then we
- * are likely to know the exact value of the result e.g. if the rhs
- * is a Sort (Prop | Set | CProp) then the result is the rhs *)
- let (metasenv,idx) =
- CicMkImplicit.mk_implicit_sort metasenv subst in
- let (subst, metasenv,ugraph1) =
- fo_unif_subst subst context_for_t2 metasenv
- (C.Meta (idx,[])) t2'' ugraph
- in
- t2'',subst,metasenv,ugraph1
- | _,_ ->
- raise
- (RefineFailure
- (lazy
- (sprintf
- ("Two sorts were expected, found %s " ^^
- "(that reduces to %s) and %s (that reduces to %s)")
- (CicPp.ppterm t1) (CicPp.ppterm t1'') (CicPp.ppterm t2)
- (CicPp.ppterm t2''))))
-
- and eat_prods
- allow_coercions subst metasenv context hetype tlbody_and_type ugraph
- =
- let rec mk_prod metasenv context =
- function
- [] ->
- let (metasenv, idx) =
- CicMkImplicit.mk_implicit_type metasenv subst context
- in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- metasenv,Cic.Meta (idx, irl)
- | (_,argty)::tl ->
- let (metasenv, idx) =
- CicMkImplicit.mk_implicit_type metasenv subst context
- in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let meta = Cic.Meta (idx,irl) in
- let name =
- (* The name must be fresh for context. *)
- (* Nevertheless, argty is well-typed only in context. *)
- (* Thus I generate a name (name_hint) in context and *)
- (* then I generate a name --- using the hint name_hint *)
- (* --- that is fresh in (context'@context). *)
- let name_hint =
- (* Cic.Name "pippo" *)
- FreshNamesGenerator.mk_fresh_name ~subst metasenv
- (* (CicMetaSubst.apply_subst_metasenv subst metasenv) *)
- (CicMetaSubst.apply_subst_context subst context)
- Cic.Anonymous
- ~typ:(CicMetaSubst.apply_subst subst argty)
- in
- (* [] and (Cic.Sort Cic.prop) are dummy: they will not be used *)
- FreshNamesGenerator.mk_fresh_name ~subst
- [] context name_hint ~typ:(Cic.Sort Cic.Prop)
- in
- let metasenv,target =
- mk_prod metasenv ((Some (name, Cic.Decl meta))::context) tl
- in
- metasenv,Cic.Prod (name,meta,target)
- in
- let metasenv,hetype' = mk_prod metasenv context tlbody_and_type in
- let (subst, metasenv,ugraph1) =
- try
- fo_unif_subst subst context metasenv hetype hetype' ugraph
- with exn ->
- debug_print (lazy (Printf.sprintf "hetype=%s\nhetype'=%s\nmetasenv=%s\nsubst=%s"
- (CicPp.ppterm hetype)
- (CicPp.ppterm hetype')
- (CicMetaSubst.ppmetasenv [] metasenv)
- (CicMetaSubst.ppsubst subst)));
- raise exn
-
- in
- let rec eat_prods metasenv subst context hetype ugraph =
- function
- | [] -> [],metasenv,subst,hetype,ugraph
- | (hete, hety)::tl ->
- (match hetype with
- Cic.Prod (n,s,t) ->
- let arg,subst,metasenv,ugraph1 =
- try
- let subst,metasenv,ugraph1 =
- fo_unif_subst subst context metasenv hety s ugraph
- in
- hete,subst,metasenv,ugraph1
- with exn when allow_coercions ->
- (* we search a coercion from hety to s *)
- let coer =
- let carr t subst context =
- CicMetaSubst.apply_subst subst t
- in
- let c_hety = carr hety subst context in
- let c_s = carr s subst context in
- CoercGraph.look_for_coercion c_hety c_s
- in
- match coer with
- | CoercGraph.NoCoercion
- | CoercGraph.NotHandled _ ->
- let msg e =
- lazy ("The term " ^
- CicMetaSubst.ppterm_in_context subst hete
- context ^ " has type " ^
- CicMetaSubst.ppterm_in_context subst hety
- context ^ " but is here used with type " ^
- CicMetaSubst.ppterm_in_context subst s context
- (* "\nReason: " ^ Lazy.force e*))
- in
- enrich msg exn
- | CoercGraph.NotMetaClosed ->
- raise (Uncertain (lazy "Coercions on meta"))
- | CoercGraph.SomeCoercion c ->
- (Cic.Appl [ c ; hete ]), subst, metasenv, ugraph
- in
- let coerced_args,metasenv',subst',t',ugraph2 =
- eat_prods metasenv subst context
- (CicSubstitution.subst arg t) ugraph1 tl
- in
- arg::coerced_args,metasenv',subst',t',ugraph2
- | _ -> assert false
- )
- in
- let coerced_args,metasenv,subst,t,ugraph2 =
- eat_prods metasenv subst context hetype' ugraph1 tlbody_and_type
- in
- coerced_args,t,subst,metasenv,ugraph2
- in
-
- (* eat prods ends here! *)
-
- let t',ty,subst',metasenv',ugraph1 =
- type_of_aux [] metasenv context t ugraph
- in
- let substituted_t = CicMetaSubst.apply_subst subst' t' in
- let substituted_ty = CicMetaSubst.apply_subst subst' ty in
- (* Andrea: ho rimesso qui l'applicazione della subst al
- metasenv dopo che ho droppato l'invariante che il metsaenv
- e' sempre istanziato *)
- let substituted_metasenv =
- CicMetaSubst.apply_subst_metasenv subst' metasenv' in
- (* metasenv' *)
- (* substituted_t,substituted_ty,substituted_metasenv *)
- (* ANDREA: spostare tutta questa robaccia da un altra parte *)
- let cleaned_t =
- FreshNamesGenerator.clean_dummy_dependent_types substituted_t in
- let cleaned_ty =
- FreshNamesGenerator.clean_dummy_dependent_types substituted_ty in
- let cleaned_metasenv =
- List.map
- (function (n,context,ty) ->
- let ty' = FreshNamesGenerator.clean_dummy_dependent_types ty in
- let context' =
- List.map
- (function
- None -> None
- | Some (n, Cic.Decl t) ->
- Some (n,
- Cic.Decl (FreshNamesGenerator.clean_dummy_dependent_types t))
- | Some (n, Cic.Def (bo,ty)) ->
- let bo' = FreshNamesGenerator.clean_dummy_dependent_types bo in
- let ty' =
- match ty with
- None -> None
- | Some ty ->
- Some (FreshNamesGenerator.clean_dummy_dependent_types ty)
- in
- Some (n, Cic.Def (bo',ty'))
- ) context
- in
- (n,context',ty')
- ) substituted_metasenv
- in
- (cleaned_t,cleaned_ty,cleaned_metasenv,ugraph1)
-;;
-
-let type_of_aux' metasenv context term ugraph =
- try
- type_of_aux' metasenv context term ugraph
- with
- CicUniv.UniverseInconsistency msg -> raise (RefineFailure (lazy msg))
-
-let undebrujin uri typesno tys t =
- snd
- (List.fold_right
- (fun (name,_,_,_) (i,t) ->
- (* here the explicit_named_substituion is assumed to be *)
- (* of length 0 *)
- let t' = Cic.MutInd (uri,i,[]) in
- let t = CicSubstitution.subst t' t in
- i - 1,t
- ) tys (typesno - 1,t))
-
-let map_first_n n start f g l =
- let rec aux acc k l =
- if k < n then
- match l with
- | [] -> raise (Invalid_argument "map_first_n")
- | hd :: tl -> f hd k (aux acc (k+1) tl)
- else
- g acc l
- in
- aux start 0 l
-
-(*CSC: this is a very rough approximation; to be finished *)
-let are_all_occurrences_positive metasenv ugraph uri tys leftno =
- let number_of_types = List.length tys in
- let subst,metasenv,ugraph,tys =
- List.fold_right
- (fun (name,ind,arity,cl) (subst,metasenv,ugraph,acc) ->
- let subst,metasenv,ugraph,cl =
- List.fold_right
- (fun (name,ty) (subst,metasenv,ugraph,acc) ->
- let rec aux ctx k subst = function
- | Cic.Appl((Cic.MutInd (uri',_,_)as hd)::tl) when uri = uri'->
- let subst,metasenv,ugraph,tl =
- map_first_n leftno
- (subst,metasenv,ugraph,[])
- (fun t n (subst,metasenv,ugraph,acc) ->
- let subst,metasenv,ugraph =
- fo_unif_subst
- subst ctx metasenv t (Cic.Rel (k-n)) ugraph
- in
- subst,metasenv,ugraph,(t::acc))
- (fun (s,m,g,acc) tl -> assert(acc=[]);(s,m,g,tl))
- tl
- in
- subst,metasenv,ugraph,(Cic.Appl (hd::tl))
- | Cic.MutInd(uri',_,_) as t when uri = uri'->
- subst,metasenv,ugraph,t
- | Cic.Prod (name,s,t) ->
- let ctx = (Some (name,Cic.Decl s))::ctx in
- let subst,metasenv,ugraph,t = aux ctx (k+1) subst t in
- subst,metasenv,ugraph,Cic.Prod (name,s,t)
- | _ ->
- raise
- (RefineFailure
- (lazy "not well formed constructor type"))
- in
- let subst,metasenv,ugraph,ty = aux [] 0 subst ty in
- subst,metasenv,ugraph,(name,ty) :: acc)
- cl (subst,metasenv,ugraph,[])
- in
- subst,metasenv,ugraph,(name,ind,arity,cl)::acc)
- tys ([],metasenv,ugraph,[])
- in
- let substituted_tys =
- List.map
- (fun (name,ind,arity,cl) ->
- let cl =
- List.map (fun (name, ty) -> name,CicMetaSubst.apply_subst subst ty) cl
- in
- name,ind,CicMetaSubst.apply_subst subst arity,cl)
- tys
- in
- metasenv,ugraph,substituted_tys
-
-let typecheck metasenv uri obj =
- let ugraph = CicUniv.empty_ugraph in
- match obj with
- Cic.Constant (name,Some bo,ty,args,attrs) ->
- let bo',boty,metasenv,ugraph = type_of_aux' metasenv [] bo ugraph in
- let ty',_,metasenv,ugraph = type_of_aux' metasenv [] ty ugraph in
- let subst,metasenv,ugraph = fo_unif_subst [] [] metasenv boty ty' ugraph in
- let bo' = CicMetaSubst.apply_subst subst bo' in
- let ty' = CicMetaSubst.apply_subst subst ty' in
- let metasenv = CicMetaSubst.apply_subst_metasenv subst metasenv in
- Cic.Constant (name,Some bo',ty',args,attrs),metasenv,ugraph
- | Cic.Constant (name,None,ty,args,attrs) ->
- let ty',_,metasenv,ugraph = type_of_aux' metasenv [] ty ugraph in
- Cic.Constant (name,None,ty',args,attrs),metasenv,ugraph
- | Cic.CurrentProof (name,metasenv',bo,ty,args,attrs) ->
- assert (metasenv' = metasenv);
- (* Here we do not check the metasenv for correctness *)
- let bo',boty,metasenv,ugraph = type_of_aux' metasenv [] bo ugraph in
- let ty',sort,metasenv,ugraph = type_of_aux' metasenv [] ty ugraph in
- begin
- match sort with
- Cic.Sort _
- (* instead of raising Uncertain, let's hope that the meta will become
- a sort *)
- | Cic.Meta _ -> ()
- | _ -> raise (RefineFailure (lazy "The term provided is not a type"))
- end;
- let subst,metasenv,ugraph = fo_unif_subst [] [] metasenv boty ty' ugraph in
- let bo' = CicMetaSubst.apply_subst subst bo' in
- let ty' = CicMetaSubst.apply_subst subst ty' in
- let metasenv = CicMetaSubst.apply_subst_metasenv subst metasenv in
- Cic.CurrentProof (name,metasenv,bo',ty',args,attrs),metasenv,ugraph
- | Cic.Variable _ -> assert false (* not implemented *)
- | Cic.InductiveDefinition (tys,args,paramsno,attrs) ->
- (*CSC: this code is greately simplified and many many checks are missing *)
- (*CSC: e.g. the constructors are not required to build their own types, *)
- (*CSC: the arities are not required to have as type a sort, etc. *)
- let uri = match uri with Some uri -> uri | None -> assert false in
- let typesno = List.length tys in
- (* first phase: we fix only the types *)
- let metasenv,ugraph,tys =
- List.fold_right
- (fun (name,b,ty,cl) (metasenv,ugraph,res) ->
- let ty',_,metasenv,ugraph = type_of_aux' metasenv [] ty ugraph in
- metasenv,ugraph,(name,b,ty',cl)::res
- ) tys (metasenv,ugraph,[]) in
- let con_context =
- List.rev_map (fun (name,_,ty,_)-> Some (Cic.Name name,Cic.Decl ty)) tys in
- (* second phase: we fix only the constructors *)
- let metasenv,ugraph,tys =
- List.fold_right
- (fun (name,b,ty,cl) (metasenv,ugraph,res) ->
- let metasenv,ugraph,cl' =
- List.fold_right
- (fun (name,ty) (metasenv,ugraph,res) ->
- let ty = CicTypeChecker.debrujin_constructor uri typesno ty in
- let ty',_,metasenv,ugraph =
- type_of_aux' metasenv con_context ty ugraph in
- let ty' = undebrujin uri typesno tys ty' in
- metasenv,ugraph,(name,ty')::res
- ) cl (metasenv,ugraph,[])
- in
- metasenv,ugraph,(name,b,ty,cl')::res
- ) tys (metasenv,ugraph,[]) in
- (* third phase: we check the positivity condition *)
- let metasenv,ugraph,tys =
- are_all_occurrences_positive metasenv ugraph uri tys paramsno
- in
- Cic.InductiveDefinition (tys,args,paramsno,attrs),metasenv,ugraph
-
-(* DEBUGGING ONLY
-let type_of_aux' metasenv context term =
- try
- let (t,ty,m) =
- type_of_aux' metasenv context term in
- debug_print (lazy
- ("@@@ REFINE SUCCESSFUL: " ^ CicPp.ppterm t ^ " : " ^ CicPp.ppterm ty));
- debug_print (lazy
- ("@@@ REFINE SUCCESSFUL (metasenv):\n" ^ CicMetaSubst.ppmetasenv ~sep:";" m []));
- (t,ty,m)
- with
- | RefineFailure msg as e ->
- debug_print (lazy ("@@@ REFINE FAILED: " ^ msg));
- raise e
- | Uncertain msg as e ->
- debug_print (lazy ("@@@ REFINE UNCERTAIN: " ^ msg));
- raise e
-;; *)
-
-let profiler2 = HExtlib.profile "CicRefine"
-
-let type_of_aux' metasenv context term ugraph =
- profiler2.HExtlib.profile (type_of_aux' metasenv context term) ugraph
-
-let typecheck metasenv uri obj =
- profiler2.HExtlib.profile (typecheck metasenv uri) obj
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception RefineFailure of string Lazy.t;;
-exception Uncertain of string Lazy.t;;
-exception AssertFailure of string Lazy.t;;
-
-(* type_of_aux' metasenv context term graph *)
-(* refines [term] and returns the refined form of [term], *)
-(* its type, the new metasenv and universe graph. *)
-val type_of_aux':
- Cic.metasenv -> Cic.context -> Cic.term -> CicUniv.universe_graph ->
- Cic.term * Cic.term * Cic.metasenv * CicUniv.universe_graph
-
-(* typecheck metasenv uri obj graph *)
-(* refines [obj] and returns the refined form of [obj], *)
-(* the new metasenv and universe graph. *)
-(* the [uri] is required only for inductive definitions *)
-val typecheck :
- Cic.metasenv -> UriManager.uri option -> Cic.obj ->
- Cic.obj * Cic.metasenv * CicUniv.universe_graph
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf
-
-exception UnificationFailure of string Lazy.t;;
-exception Uncertain of string Lazy.t;;
-exception AssertFailure of string Lazy.t;;
-
-let verbose = false;;
-let debug_print = fun _ -> ()
-
-let profiler_toa = HExtlib.profile "fo_unif_subst.type_of_aux'"
-let profiler_beta_expand = HExtlib.profile "fo_unif_subst.beta_expand"
-let profiler_deref = HExtlib.profile "fo_unif_subst.deref'"
-let profiler_are_convertible = HExtlib.profile "fo_unif_subst.are_convertible"
-
-let type_of_aux' metasenv subst context term ugraph =
-let foo () =
- try
- CicTypeChecker.type_of_aux' ~subst metasenv context term ugraph
- with
- CicTypeChecker.TypeCheckerFailure msg ->
- let msg =
- lazy
- (sprintf
- "Kernel Type checking error:
-%s\n%s\ncontext=\n%s\nmetasenv=\n%s\nsubstitution=\n%s\nException:\n%s.\nToo bad."
- (CicMetaSubst.ppterm subst term)
- (CicMetaSubst.ppterm [] term)
- (CicMetaSubst.ppcontext subst context)
- (CicMetaSubst.ppmetasenv subst metasenv)
- (CicMetaSubst.ppsubst subst) (Lazy.force msg)) in
- raise (AssertFailure msg)
- | CicTypeChecker.AssertFailure msg ->
- let msg = lazy
- (sprintf
- "Kernel Type checking assertion failure:
-%s\n%s\ncontext=\n%s\nmetasenv=\n%s\nsubstitution=\n%s\nException:\n%s.\nToo bad."
- (CicMetaSubst.ppterm subst term)
- (CicMetaSubst.ppterm [] term)
- (CicMetaSubst.ppcontext subst context)
- (CicMetaSubst.ppmetasenv subst metasenv)
- (CicMetaSubst.ppsubst subst) (Lazy.force msg)) in
- raise (AssertFailure msg)
-in profiler_toa.HExtlib.profile foo ()
-;;
-
-let exists_a_meta l =
- List.exists (function Cic.Meta _ -> true | _ -> false) l
-
-let rec deref subst t =
- let snd (_,a,_) = a in
- match t with
- Cic.Meta(n,l) ->
- (try
- deref subst
- (CicSubstitution.subst_meta
- l (snd (CicUtil.lookup_subst n subst)))
- with
- CicUtil.Subst_not_found _ -> t)
- | Cic.Appl(Cic.Meta(n,l)::args) ->
- (match deref subst (Cic.Meta(n,l)) with
- | Cic.Lambda _ as t ->
- deref subst (CicReduction.head_beta_reduce (Cic.Appl(t::args)))
- | r -> Cic.Appl(r::args))
- | Cic.Appl(((Cic.Lambda _) as t)::args) ->
- deref subst (CicReduction.head_beta_reduce (Cic.Appl(t::args)))
- | t -> t
-;;
-
-let deref subst t =
- let foo () = deref subst t
- in profiler_deref.HExtlib.profile foo ()
-
-exception WrongShape;;
-let eta_reduce after_beta_expansion after_beta_expansion_body
- before_beta_expansion
- =
- try
- match before_beta_expansion,after_beta_expansion_body with
- Cic.Appl l, Cic.Appl l' ->
- let rec all_but_last check_last =
- function
- [] -> assert false
- | [Cic.Rel 1] -> []
- | [_] -> if check_last then raise WrongShape else []
- | he::tl -> he::(all_but_last check_last tl)
- in
- let all_but_last check_last l =
- match all_but_last check_last l with
- [] -> assert false
- | [he] -> he
- | l -> Cic.Appl l
- in
- let t = CicSubstitution.subst (Cic.Rel (-1)) (all_but_last true l') in
- let all_but_last = all_but_last false l in
- (* here we should test alpha-equivalence; however we know by
- construction that here alpha_equivalence is equivalent to = *)
- if t = all_but_last then
- all_but_last
- else
- after_beta_expansion
- | _,_ -> after_beta_expansion
- with
- WrongShape -> after_beta_expansion
-
-let rec beta_expand test_equality_only metasenv subst context t arg ugraph =
- let module S = CicSubstitution in
- let module C = Cic in
-let foo () =
- let rec aux metasenv subst n context t' ugraph =
- try
-
- let subst,metasenv,ugraph1 =
- fo_unif_subst test_equality_only subst context metasenv
- (CicSubstitution.lift n arg) t' ugraph
-
- in
- subst,metasenv,C.Rel (1 + n),ugraph1
- with
- Uncertain _
- | UnificationFailure _ ->
- match t' with
- | C.Rel m -> subst,metasenv,
- (if m <= n then C.Rel m else C.Rel (m+1)),ugraph
- | C.Var (uri,exp_named_subst) ->
- let subst,metasenv,exp_named_subst',ugraph1 =
- aux_exp_named_subst metasenv subst n context exp_named_subst ugraph
- in
- subst,metasenv,C.Var (uri,exp_named_subst'),ugraph1
- | C.Meta (i,l) ->
- (* andrea: in general, beta_expand can create badly typed
- terms. This happens quite seldom in practice, UNLESS we
- iterate on the local context. For this reason, we renounce
- to iterate and just lift *)
- let l =
- List.map
- (function
- Some t -> Some (CicSubstitution.lift 1 t)
- | None -> None) l in
- subst, metasenv, C.Meta (i,l), ugraph
- | C.Sort _
- | C.Implicit _ as t -> subst,metasenv,t,ugraph
- | C.Cast (te,ty) ->
- let subst,metasenv,te',ugraph1 =
- aux metasenv subst n context te ugraph in
- let subst,metasenv,ty',ugraph2 =
- aux metasenv subst n context ty ugraph1 in
- (* TASSI: sure this is in serial? *)
- subst,metasenv,(C.Cast (te', ty')),ugraph2
- | C.Prod (nn,s,t) ->
- let subst,metasenv,s',ugraph1 =
- aux metasenv subst n context s ugraph in
- let subst,metasenv,t',ugraph2 =
- aux metasenv subst (n+1) ((Some (nn, C.Decl s))::context) t
- ugraph1
- in
- (* TASSI: sure this is in serial? *)
- subst,metasenv,(C.Prod (nn, s', t')),ugraph2
- | C.Lambda (nn,s,t) ->
- let subst,metasenv,s',ugraph1 =
- aux metasenv subst n context s ugraph in
- let subst,metasenv,t',ugraph2 =
- aux metasenv subst (n+1) ((Some (nn, C.Decl s))::context) t ugraph1
- in
- (* TASSI: sure this is in serial? *)
- subst,metasenv,(C.Lambda (nn, s', t')),ugraph2
- | C.LetIn (nn,s,t) ->
- let subst,metasenv,s',ugraph1 =
- aux metasenv subst n context s ugraph in
- let subst,metasenv,t',ugraph2 =
- aux metasenv subst (n+1) ((Some (nn, C.Def (s,None)))::context) t
- ugraph1
- in
- (* TASSI: sure this is in serial? *)
- subst,metasenv,(C.LetIn (nn, s', t')),ugraph2
- | C.Appl l ->
- let subst,metasenv,revl',ugraph1 =
- List.fold_left
- (fun (subst,metasenv,appl,ugraph) t ->
- let subst,metasenv,t',ugraph1 =
- aux metasenv subst n context t ugraph in
- subst,metasenv,(t'::appl),ugraph1
- ) (subst,metasenv,[],ugraph) l
- in
- subst,metasenv,(C.Appl (List.rev revl')),ugraph1
- | C.Const (uri,exp_named_subst) ->
- let subst,metasenv,exp_named_subst',ugraph1 =
- aux_exp_named_subst metasenv subst n context exp_named_subst ugraph
- in
- subst,metasenv,(C.Const (uri,exp_named_subst')),ugraph1
- | C.MutInd (uri,i,exp_named_subst) ->
- let subst,metasenv,exp_named_subst',ugraph1 =
- aux_exp_named_subst metasenv subst n context exp_named_subst ugraph
- in
- subst,metasenv,(C.MutInd (uri,i,exp_named_subst')),ugraph1
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let subst,metasenv,exp_named_subst',ugraph1 =
- aux_exp_named_subst metasenv subst n context exp_named_subst ugraph
- in
- subst,metasenv,(C.MutConstruct (uri,i,j,exp_named_subst')),ugraph1
- | C.MutCase (sp,i,outt,t,pl) ->
- let subst,metasenv,outt',ugraph1 =
- aux metasenv subst n context outt ugraph in
- let subst,metasenv,t',ugraph2 =
- aux metasenv subst n context t ugraph1 in
- let subst,metasenv,revpl',ugraph3 =
- List.fold_left
- (fun (subst,metasenv,pl,ugraph) t ->
- let subst,metasenv,t',ugraph1 =
- aux metasenv subst n context t ugraph in
- subst,metasenv,(t'::pl),ugraph1
- ) (subst,metasenv,[],ugraph2) pl
- in
- subst,metasenv,(C.MutCase (sp,i,outt', t', List.rev revpl')),ugraph3
- (* TASSI: not sure this is serial *)
- | C.Fix (i,fl) ->
-(*CSC: not implemented
- let tylen = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, aux n ty, aux (n+tylen) bo))
- fl
- in
- C.Fix (i, substitutedfl)
-*)
- subst,metasenv,(CicSubstitution.lift 1 t' ),ugraph
- | C.CoFix (i,fl) ->
-(*CSC: not implemented
- let tylen = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, aux n ty, aux (n+tylen) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
-
-*)
- subst,metasenv,(CicSubstitution.lift 1 t'), ugraph
-
- and aux_exp_named_subst metasenv subst n context ens ugraph =
- List.fold_right
- (fun (uri,t) (subst,metasenv,l,ugraph) ->
- let subst,metasenv,t',ugraph1 = aux metasenv subst n context t ugraph in
- subst,metasenv,((uri,t')::l),ugraph1) ens (subst,metasenv,[],ugraph)
- in
- let argty,ugraph1 = type_of_aux' metasenv subst context arg ugraph in
- let fresh_name =
- FreshNamesGenerator.mk_fresh_name ~subst
- metasenv context (Cic.Name "Hbeta") ~typ:argty
- in
- let subst,metasenv,t',ugraph2 = aux metasenv subst 0 context t ugraph1 in
- let t'' = eta_reduce (C.Lambda (fresh_name,argty,t')) t' t in
- subst, metasenv, t'', ugraph2
-in profiler_beta_expand.HExtlib.profile foo ()
-
-
-and beta_expand_many test_equality_only metasenv subst context t args ugraph =
- let subst,metasenv,hd,ugraph =
- List.fold_right
- (fun arg (subst,metasenv,t,ugraph) ->
- let subst,metasenv,t,ugraph1 =
- beta_expand test_equality_only
- metasenv subst context t arg ugraph
- in
- subst,metasenv,t,ugraph1
- ) args (subst,metasenv,t,ugraph)
- in
- subst,metasenv,hd,ugraph
-
-
-(* NUOVA UNIFICAZIONE *)
-(* A substitution is a (int * Cic.term) list that associates a
- metavariable i with its body.
- A metaenv is a (int * Cic.term) list that associate a metavariable
- i with is type.
- fo_unif_new takes a metasenv, a context, two terms t1 and t2 and gives back
- a new substitution which is _NOT_ unwinded. It must be unwinded before
- applying it. *)
-
-and fo_unif_subst test_equality_only subst context metasenv t1 t2 ugraph =
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let t1 = deref subst t1 in
- let t2 = deref subst t2 in
- let b,ugraph =
-let foo () =
- R.are_convertible ~subst ~metasenv context t1 t2 ugraph
-in profiler_are_convertible.HExtlib.profile foo ()
- in
- if b then
- subst, metasenv, ugraph
- else
- match (t1, t2) with
- | (C.Meta (n,ln), C.Meta (m,lm)) when n=m ->
- let _,subst,metasenv,ugraph1 =
- (try
- List.fold_left2
- (fun (j,subst,metasenv,ugraph) t1 t2 ->
- match t1,t2 with
- None,_
- | _,None -> j+1,subst,metasenv,ugraph
- | Some t1', Some t2' ->
- (* First possibility: restriction *)
- (* Second possibility: unification *)
- (* Third possibility: convertibility *)
- let b, ugraph1 =
- R.are_convertible
- ~subst ~metasenv context t1' t2' ugraph
- in
- if b then
- j+1,subst,metasenv, ugraph1
- else
- (try
- let subst,metasenv,ugraph2 =
- fo_unif_subst
- test_equality_only
- subst context metasenv t1' t2' ugraph
- in
- j+1,subst,metasenv,ugraph2
- with
- Uncertain _
- | UnificationFailure _ ->
-debug_print (lazy ("restringo Meta n." ^ (string_of_int n) ^ "on variable n." ^ (string_of_int j)));
- let metasenv, subst =
- CicMetaSubst.restrict
- subst [(n,j)] metasenv in
- j+1,subst,metasenv,ugraph1)
- ) (1,subst,metasenv,ugraph) ln lm
- with
- Exit ->
- raise
- (UnificationFailure (lazy "1"))
- (*
- (sprintf
- "Error trying to unify %s with %s: the algorithm tried to check whether the two substitutions are convertible; if they are not, it tried to unify the two substitutions. No restriction was attempted."
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))) *)
- | Invalid_argument _ ->
- raise
- (UnificationFailure (lazy "2")))
- (*
- (sprintf
- "Error trying to unify %s with %s: the lengths of the two local contexts do not match."
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2)))) *)
- in subst,metasenv,ugraph1
- | (C.Meta (n,_), C.Meta (m,_)) when n>m ->
- fo_unif_subst test_equality_only subst context metasenv t2 t1 ugraph
- | (C.Meta (n,l), t)
- | (t, C.Meta (n,l)) ->
- let swap =
- match t1,t2 with
- C.Meta (n,_), C.Meta (m,_) when n < m -> false
- | _, C.Meta _ -> false
- | _,_ -> true
- in
- let lower = fun x y -> if swap then y else x in
- let upper = fun x y -> if swap then x else y in
- let fo_unif_subst_ordered
- test_equality_only subst context metasenv m1 m2 ugraph =
- fo_unif_subst test_equality_only subst context metasenv
- (lower m1 m2) (upper m1 m2) ugraph
- in
- begin
- let subst,metasenv,ugraph1 =
- let (_,_,meta_type) = CicUtil.lookup_meta n metasenv in
- (try
- let tyt,ugraph1 =
- type_of_aux' metasenv subst context t ugraph
- in
- fo_unif_subst
- test_equality_only
- subst context metasenv tyt (S.subst_meta l meta_type) ugraph1
- with
- UnificationFailure _ as e -> raise e
- | Uncertain msg -> raise (UnificationFailure msg)
- | AssertFailure _ ->
- debug_print (lazy "siamo allo huge hack");
- (* TODO huge hack!!!!
- * we keep on unifying/refining in the hope that
- * the problem will be eventually solved.
- * In the meantime we're breaking a big invariant:
- * the terms that we are unifying are no longer well
- * typed in the current context (in the worst case
- * we could even diverge) *)
- (subst, metasenv,ugraph)) in
- let t',metasenv,subst =
- try
- CicMetaSubst.delift n subst context metasenv l t
- with
- (CicMetaSubst.MetaSubstFailure msg)->
- raise (UnificationFailure msg)
- | (CicMetaSubst.Uncertain msg) -> raise (Uncertain msg)
- in
- let t'',ugraph2 =
- match t' with
- C.Sort (C.Type u) when not test_equality_only ->
- let u' = CicUniv.fresh () in
- let s = C.Sort (C.Type u') in
- let ugraph2 =
- CicUniv.add_ge (upper u u') (lower u u') ugraph1
- in
- s,ugraph2
- | _ -> t',ugraph1
- in
- (* Unifying the types may have already instantiated n. Let's check *)
- try
- let (_, oldt,_) = CicUtil.lookup_subst n subst in
- let lifted_oldt = S.subst_meta l oldt in
- fo_unif_subst_ordered
- test_equality_only subst context metasenv t lifted_oldt ugraph2
- with
- CicUtil.Subst_not_found _ ->
- let (_, context, ty) = CicUtil.lookup_meta n metasenv in
- let subst = (n, (context, t'',ty)) :: subst in
- let metasenv =
- List.filter (fun (m,_,_) -> not (n = m)) metasenv in
- subst, metasenv, ugraph2
- end
- | (C.Var (uri1,exp_named_subst1),C.Var (uri2,exp_named_subst2))
- | (C.Const (uri1,exp_named_subst1),C.Const (uri2,exp_named_subst2)) ->
- if UriManager.eq uri1 uri2 then
- fo_unif_subst_exp_named_subst test_equality_only subst context metasenv
- exp_named_subst1 exp_named_subst2 ugraph
- else
- raise (UnificationFailure (lazy
- (sprintf
- "Can't unify %s with %s due to different constants"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))))
- | C.MutInd (uri1,i1,exp_named_subst1),C.MutInd (uri2,i2,exp_named_subst2) ->
- if UriManager.eq uri1 uri2 && i1 = i2 then
- fo_unif_subst_exp_named_subst
- test_equality_only
- subst context metasenv exp_named_subst1 exp_named_subst2 ugraph
- else
- raise (UnificationFailure (lazy "4"))
- (* (sprintf
- "Can't unify %s with %s due to different inductive principles"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))) *)
- | C.MutConstruct (uri1,i1,j1,exp_named_subst1),
- C.MutConstruct (uri2,i2,j2,exp_named_subst2) ->
- if UriManager.eq uri1 uri2 && i1 = i2 && j1 = j2 then
- fo_unif_subst_exp_named_subst
- test_equality_only
- subst context metasenv exp_named_subst1 exp_named_subst2 ugraph
- else
- raise (UnificationFailure (lazy "5"))
- (* (sprintf
- "Can't unify %s with %s due to different inductive constructors"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))) *)
- | (C.Implicit _, _) | (_, C.Implicit _) -> assert false
- | (C.Cast (te,ty), t2) -> fo_unif_subst test_equality_only
- subst context metasenv te t2 ugraph
- | (t1, C.Cast (te,ty)) -> fo_unif_subst test_equality_only
- subst context metasenv t1 te ugraph
- | (C.Prod (n1,s1,t1), C.Prod (_,s2,t2)) ->
- let subst',metasenv',ugraph1 =
- fo_unif_subst true subst context metasenv s1 s2 ugraph
- in
- fo_unif_subst test_equality_only
- subst' ((Some (n1,(C.Decl s1)))::context) metasenv' t1 t2 ugraph1
- | (C.Lambda (n1,s1,t1), C.Lambda (_,s2,t2)) ->
- let subst',metasenv',ugraph1 =
- fo_unif_subst test_equality_only subst context metasenv s1 s2 ugraph
- in
- fo_unif_subst test_equality_only
- subst' ((Some (n1,(C.Decl s1)))::context) metasenv' t1 t2 ugraph1
- | (C.LetIn (_,s1,t1), t2)
- | (t2, C.LetIn (_,s1,t1)) ->
- fo_unif_subst
- test_equality_only subst context metasenv t2 (S.subst s1 t1) ugraph
- | (C.Appl l1, C.Appl l2) ->
- (* andrea: this case should be probably rewritten in the
- spirit of deref *)
- (match l1,l2 with
- | C.Meta (i,_)::args1, C.Meta (j,_)::args2 when i = j ->
- (try
- List.fold_left2
- (fun (subst,metasenv,ugraph) t1 t2 ->
- fo_unif_subst
- test_equality_only subst context metasenv t1 t2 ugraph)
- (subst,metasenv,ugraph) l1 l2
- with (Invalid_argument msg) ->
- raise (UnificationFailure (lazy msg)))
- | C.Meta (i,l)::args, _ when not(exists_a_meta args) ->
- (* we verify that none of the args is a Meta,
- since beta expanding with respoect to a metavariable
- makes no sense *)
- (*
- (try
- let (_,t,_) = CicUtil.lookup_subst i subst in
- let lifted = S.subst_meta l t in
- let reduced = CicReduction.head_beta_reduce (Cic.Appl (lifted::args)) in
- fo_unif_subst
- test_equality_only
- subst context metasenv reduced t2 ugraph
- with CicUtil.Subst_not_found _ -> *)
- let subst,metasenv,beta_expanded,ugraph1 =
- beta_expand_many
- test_equality_only metasenv subst context t2 args ugraph
- in
- fo_unif_subst test_equality_only subst context metasenv
- (C.Meta (i,l)) beta_expanded ugraph1
- | _, C.Meta (i,l)::args when not(exists_a_meta args) ->
- (* (try
- let (_,t,_) = CicUtil.lookup_subst i subst in
- let lifted = S.subst_meta l t in
- let reduced = CicReduction.head_beta_reduce (Cic.Appl (lifted::args)) in
- fo_unif_subst
- test_equality_only
- subst context metasenv t1 reduced ugraph
- with CicUtil.Subst_not_found _ -> *)
- let subst,metasenv,beta_expanded,ugraph1 =
- beta_expand_many
- test_equality_only
- metasenv subst context t1 args ugraph
- in
- fo_unif_subst test_equality_only subst context metasenv
- (C.Meta (i,l)) beta_expanded ugraph1
- | _,_ ->
- let lr1 = List.rev l1 in
- let lr2 = List.rev l2 in
- let rec
- fo_unif_l test_equality_only subst metasenv (l1,l2) ugraph =
- match (l1,l2) with
- [],_
- | _,[] -> assert false
- | ([h1],[h2]) ->
- fo_unif_subst
- test_equality_only subst context metasenv h1 h2 ugraph
- | ([h],l)
- | (l,[h]) ->
- fo_unif_subst test_equality_only subst context metasenv
- h (C.Appl (List.rev l)) ugraph
- | ((h1::l1),(h2::l2)) ->
- let subst', metasenv',ugraph1 =
- fo_unif_subst
- test_equality_only
- subst context metasenv h1 h2 ugraph
- in
- fo_unif_l
- test_equality_only subst' metasenv' (l1,l2) ugraph1
- in
- fo_unif_l
- test_equality_only subst metasenv (lr1, lr2) ugraph)
- | (C.MutCase (_,_,outt1,t1',pl1), C.MutCase (_,_,outt2,t2',pl2))->
- let subst', metasenv',ugraph1 =
- fo_unif_subst test_equality_only subst context metasenv outt1 outt2
- ugraph in
- let subst'',metasenv'',ugraph2 =
- fo_unif_subst test_equality_only subst' context metasenv' t1' t2'
- ugraph1 in
- (try
- List.fold_left2
- (fun (subst,metasenv,ugraph) t1 t2 ->
- fo_unif_subst
- test_equality_only subst context metasenv t1 t2 ugraph
- ) (subst'',metasenv'',ugraph2) pl1 pl2
- with
- Invalid_argument _ ->
- raise (UnificationFailure (lazy "6.1")))
- (* (sprintf
- "Error trying to unify %s with %s: the number of branches is not the same."
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2)))) *)
- | (C.Rel _, _) | (_, C.Rel _) ->
- if t1 = t2 then
- subst, metasenv,ugraph
- else
- raise (UnificationFailure (lazy
- (sprintf
- "Can't unify %s with %s because they are not convertible"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))))
- | (C.Appl (C.Meta(i,l)::args),t2) when not(exists_a_meta args) ->
- let subst,metasenv,beta_expanded,ugraph1 =
- beta_expand_many
- test_equality_only metasenv subst context t2 args ugraph
- in
- fo_unif_subst test_equality_only subst context metasenv
- (C.Meta (i,l)) beta_expanded ugraph1
- | (t1,C.Appl (C.Meta(i,l)::args)) when not(exists_a_meta args) ->
- let subst,metasenv,beta_expanded,ugraph1 =
- beta_expand_many
- test_equality_only metasenv subst context t1 args ugraph
- in
- fo_unif_subst test_equality_only subst context metasenv
- beta_expanded (C.Meta (i,l)) ugraph1
- | (C.Sort _ ,_) | (_, C.Sort _)
- | (C.Const _, _) | (_, C.Const _)
- | (C.MutInd _, _) | (_, C.MutInd _)
- | (C.MutConstruct _, _) | (_, C.MutConstruct _)
- | (C.Fix _, _) | (_, C.Fix _)
- | (C.CoFix _, _) | (_, C.CoFix _) ->
- if t1 = t2 then
- subst, metasenv, ugraph
- else
- let b,ugraph1 =
- R.are_convertible ~subst ~metasenv context t1 t2 ugraph
- in
- if b then
- subst, metasenv, ugraph1
- else
- raise
- (UnificationFailure (lazy (sprintf
- "Can't unify %s with %s because they are not convertible"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))))
- | (C.Prod _, t2) ->
- let t2' = R.whd ~subst context t2 in
- (match t2' with
- C.Prod _ ->
- fo_unif_subst test_equality_only
- subst context metasenv t1 t2' ugraph
- | _ -> raise (UnificationFailure (lazy "8")))
- | (t1, C.Prod _) ->
- let t1' = R.whd ~subst context t1 in
- (match t1' with
- C.Prod _ ->
- fo_unif_subst test_equality_only
- subst context metasenv t1' t2 ugraph
- | _ -> (* raise (UnificationFailure "9")) *)
- raise
- (UnificationFailure (lazy (sprintf
- "Can't unify %s with %s because they are not convertible"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2)))))
- | (_,_) ->
- raise (UnificationFailure (lazy "10"))
- (* (sprintf
- "Can't unify %s with %s because they are not convertible"
- (CicMetaSubst.ppterm subst t1)
- (CicMetaSubst.ppterm subst t2))) *)
-
-and fo_unif_subst_exp_named_subst test_equality_only subst context metasenv
- exp_named_subst1 exp_named_subst2 ugraph
-=
- try
- List.fold_left2
- (fun (subst,metasenv,ugraph) (uri1,t1) (uri2,t2) ->
- assert (uri1=uri2) ;
- fo_unif_subst test_equality_only subst context metasenv t1 t2 ugraph
- ) (subst,metasenv,ugraph) exp_named_subst1 exp_named_subst2
- with
- Invalid_argument _ ->
- let print_ens ens =
- String.concat " ; "
- (List.map
- (fun (uri,t) ->
- UriManager.string_of_uri uri ^ " := " ^ (CicMetaSubst.ppterm subst t)
- ) ens)
- in
- raise (UnificationFailure (lazy (sprintf
- "Error trying to unify the two explicit named substitutions (local contexts) %s and %s: their lengths is different." (print_ens exp_named_subst1) (print_ens exp_named_subst2))))
-
-(* A substitution is a (int * Cic.term) list that associates a *)
-(* metavariable i with its body. *)
-(* metasenv is of type Cic.metasenv *)
-(* fo_unif takes a metasenv, a context, two terms t1 and t2 and gives back *)
-(* a new substitution which is already unwinded and ready to be applied and *)
-(* a new metasenv in which some hypothesis in the contexts of the *)
-(* metavariables may have been restricted. *)
-let fo_unif metasenv context t1 t2 ugraph =
- fo_unif_subst false [] context metasenv t1 t2 ugraph ;;
-
-let enrich_msg msg subst context metasenv t1 t2 ugraph =
- lazy (
- if verbose then
- sprintf "[Verbose] Unification error unifying %s of type %s with %s of type %s in context\n%s\nand metasenv\n%s\nand substitution\n%s\nbecause %s"
- (CicMetaSubst.ppterm subst t1)
- (try
- let ty_t1,_ = type_of_aux' metasenv subst context t1 ugraph in
- CicPp.ppterm ty_t1
- with
- | UnificationFailure s
- | Uncertain s
- | AssertFailure s -> sprintf "MALFORMED(t1): \n<BEGIN>%s\n<END>" (Lazy.force s))
- (CicMetaSubst.ppterm subst t2)
- (try
- let ty_t2,_ = type_of_aux' metasenv subst context t2 ugraph in
- CicPp.ppterm ty_t2
- with
- | UnificationFailure s
- | Uncertain s
- | AssertFailure s -> sprintf "MALFORMED(t2): \n<BEGIN>%s\n<END>" (Lazy.force s))
- (CicMetaSubst.ppcontext subst context)
- (CicMetaSubst.ppmetasenv subst metasenv)
- (CicMetaSubst.ppsubst subst) (Lazy.force msg)
- else
- sprintf "Unification error unifying %s of type %s with %s of type %s in context\n%s\nand metasenv\n%s\nbecause %s"
- (CicMetaSubst.ppterm_in_context subst t1 context)
- (try
- let ty_t1,_ = type_of_aux' metasenv subst context t1 ugraph in
- CicMetaSubst.ppterm_in_context subst ty_t1 context
- with
- | UnificationFailure s
- | Uncertain s
- | AssertFailure s -> sprintf "MALFORMED(t1): \n<BEGIN>%s\n<END>" (Lazy.force s))
- (CicMetaSubst.ppterm_in_context subst t2 context)
- (try
- let ty_t2,_ = type_of_aux' metasenv subst context t2 ugraph in
- CicMetaSubst.ppterm_in_context subst ty_t2 context
- with
- | UnificationFailure s
- | Uncertain s
- | AssertFailure s -> sprintf "MALFORMED(t2): \n<BEGIN>%s\n<END>" (Lazy.force s))
- (CicMetaSubst.ppcontext subst context)
- (CicMetaSubst.ppmetasenv subst metasenv)
- (Lazy.force msg)
- )
-
-let fo_unif_subst subst context metasenv t1 t2 ugraph =
- try
- fo_unif_subst false subst context metasenv t1 t2 ugraph
- with
- | AssertFailure msg ->
- raise (AssertFailure (enrich_msg msg subst context metasenv t1 t2 ugraph))
- | UnificationFailure msg ->
- raise (UnificationFailure (enrich_msg msg subst context metasenv t1 t2 ugraph))
-;;
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception UnificationFailure of string Lazy.t;;
-exception Uncertain of string Lazy.t;;
-exception AssertFailure of string Lazy.t;;
-
-(* fo_unif metasenv context t1 t2 *)
-(* unifies [t1] and [t2] in a context [context]. *)
-(* Only the metavariables declared in [metasenv] *)
-(* can be used in [t1] and [t2]. *)
-(* The returned substitution can be directly *)
-(* withouth first unwinding it. *)
-val fo_unif :
- Cic.metasenv -> Cic.context ->
- Cic.term -> Cic.term -> CicUniv.universe_graph ->
- Cic.substitution * Cic.metasenv * CicUniv.universe_graph
-
-(* fo_unif_subst metasenv subst context t1 t2 *)
-(* unifies [t1] and [t2] in a context [context] *)
-(* and with [subst] as the current substitution *)
-(* (i.e. unifies ([subst] [t1]) and *)
-(* ([subst] [t2]) in a context *)
-(* ([subst] [context]) using the metasenv *)
-(* ([subst] [metasenv]) *)
-(* Only the metavariables declared in [metasenv] *)
-(* can be used in [t1] and [t2]. *)
-(* [subst] and the substitution returned are not *)
-(* unwinded. *)
-(*CSC: fare un tipo unione Unwinded o ToUnwind e fare gestire la
- cosa all'apply_subst!!!*)
-val fo_unif_subst :
- Cic.substitution -> Cic.context -> Cic.metasenv ->
- Cic.term -> Cic.term -> CicUniv.universe_graph ->
- Cic.substitution * Cic.metasenv * CicUniv.universe_graph
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type coerc_carr = Uri of UriManager.uri | Sort of Cic.sort | Term of Cic.term
-exception EqCarrNotImplemented of string Lazy.t
-exception EqCarrOnNonMetaClosed
-
-let db = ref []
-let use_coercions = ref true
-
-let coerc_carr_of_term t =
- try
- Uri (CicUtil.uri_of_term t)
- with Invalid_argument _ ->
- match t with
- | Cic.Sort s -> Sort s
- | t -> Term t
-;;
-
-let eq_carr src tgt =
- match src, tgt with
- | Uri src, Uri tgt -> UriManager.eq src tgt
- | Sort (Cic.Type _), Sort (Cic.Type _) -> true
- | Sort src, Sort tgt when src = tgt -> true
- | Term t1, Term t2 ->
- if CicUtil.is_meta_closed t1 && CicUtil.is_meta_closed t2 then
- raise
- (EqCarrNotImplemented
- (lazy ("Unsupported carr for coercions: " ^
- CicPp.ppterm t1 ^ " or " ^ CicPp.ppterm t2)))
- else raise EqCarrOnNonMetaClosed
- | _, _ -> false
-
-let name_of_carr = function
- | Uri u -> UriManager.name_of_uri u
- | Sort s -> CicPp.ppsort s
- | Term t -> CicPp.ppterm t
-
-
-let to_list () =
- !db
-
-let add_coercion c =
- db := c :: !db
-
-let remove_coercion p =
- db := List.filter (fun u -> not(p u)) !db
-
-let find_coercion f =
- if !use_coercions then
- List.map (fun (_,_,x) -> x) (List.filter (fun (s,t,_) -> f (s,t)) !db)
- else []
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (** XXX WARNING: non-reentrant *)
-type coerc_carr = Uri of UriManager.uri | Sort of Cic.sort | Term of Cic.term
-exception EqCarrNotImplemented of string Lazy.t
-exception EqCarrOnNonMetaClosed
-val eq_carr: coerc_carr -> coerc_carr -> bool
-val coerc_carr_of_term: Cic.term -> coerc_carr
-val name_of_carr: coerc_carr -> string
-
-val use_coercions: bool ref (** initial status is true *)
-
-val to_list:
- unit ->
- (coerc_carr * coerc_carr * UriManager.uri) list
-
-val add_coercion:
- coerc_carr * coerc_carr * UriManager.uri -> unit
-
-val remove_coercion:
- (coerc_carr * coerc_carr * UriManager.uri -> bool) -> unit
-
-val find_coercion:
- (coerc_carr * coerc_carr -> bool) -> UriManager.uri list
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf;;
-
-type coercion_search_result =
- | SomeCoercion of Cic.term
- | NoCoercion
- | NotMetaClosed
- | NotHandled of string Lazy.t
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s) else ()
-
-
-(* searches a coercion fron src to tgt in the !coercions list *)
-let look_for_coercion src tgt =
- try
- let l =
- CoercDb.find_coercion
- (fun (s,t) -> CoercDb.eq_carr s src && CoercDb.eq_carr t tgt)
- in
- match l with
- | [] ->
- debug_print
- (lazy
- (sprintf ":-( coercion non trovata da %s a %s"
- (CoercDb.name_of_carr src)
- (CoercDb.name_of_carr tgt)));
- NoCoercion
- | [u] ->
- debug_print (lazy (
- sprintf ":-) TROVATA 1 coercion da %s a %s: %s"
- (CoercDb.name_of_carr src)
- (CoercDb.name_of_carr tgt)
- (UriManager.name_of_uri u)));
- SomeCoercion (CicUtil.term_of_uri u)
- | u::_ ->
- debug_print (lazy (
- sprintf ":-/ TROVATE %d coercion(s) da %s a %s, prendo la prima: %s"
- (List.length l)
- (CoercDb.name_of_carr src)
- (CoercDb.name_of_carr tgt)
- (UriManager.name_of_uri u)));
- SomeCoercion (CicUtil.term_of_uri u)
- with
- | CoercDb.EqCarrNotImplemented s -> NotHandled s
- | CoercDb.EqCarrOnNonMetaClosed -> NotMetaClosed
-;;
-
-let look_for_coercion src tgt =
- let src_uri = CoercDb.coerc_carr_of_term src in
- let tgt_uri = CoercDb.coerc_carr_of_term tgt in
- look_for_coercion src_uri tgt_uri
-
-(* given the new coercion uri from src to tgt returns the list
- * of new coercions to create. hte list elements are
- * (source, list of coercions to follow, target)
- *)
-let get_closure_coercions src tgt uri coercions =
- let eq_carr s t =
- try
- CoercDb.eq_carr s t
- with
- | CoercDb.EqCarrNotImplemented _ | CoercDb.EqCarrOnNonMetaClosed -> false
- in
- match src,tgt with
- | CoercDb.Uri _, CoercDb.Uri _ ->
- let c_from_tgt =
- List.filter (fun (f,_,_) -> eq_carr f tgt) coercions
- in
- let c_to_src =
- List.filter (fun (_,t,_) -> eq_carr t src) coercions
- in
- (List.map (fun (_,t,u) -> src,[uri; u],t) c_from_tgt) @
- (List.map (fun (s,_,u) -> s,[u; uri],tgt) c_to_src) @
- (List.fold_left (
- fun l (s,_,u1) ->
- ((List.map (fun (_,t,u2) ->
- (s,[u1;uri;u2],t)
- )c_from_tgt)@l) )
- [] c_to_src)
- | _ -> [] (* do not close in case source or target is not an indty ?? *)
-;;
-
-let obj_attrs = [`Class `Coercion; `Generated]
-
-(* generate_composite_closure (c2 (c1 s)) in the universe graph univ *)
-let generate_composite_closure c1 c2 univ =
- let c1_ty,univ = CicTypeChecker.type_of_aux' [] [] c1 univ in
- let rec mk_rels n =
- match n with
- | 0 -> []
- | _ -> (Cic.Rel n) :: (mk_rels (n-1))
- in
- let rec compose k =
- function
- | Cic.Prod (name,src,tgt) ->
- let name =
- match name with
- | Cic.Anonymous -> Cic.Name "x"
- | _ -> name
- in
- Cic.Lambda (name,src,compose (k+1) tgt)
- | Cic.Appl (he::tl) ->
- Cic.Appl (c2 :: tl @ [Cic.Appl (c1 :: (mk_rels k)) ])
- | _ -> Cic.Appl (c2 :: [Cic.Appl (c1 :: (mk_rels k)) ])
- in
- let c = compose 0 c1_ty in
- let c_ty,univ =
- try
- CicTypeChecker.type_of_aux' [] [] c univ
- with CicTypeChecker.TypeCheckerFailure s as exn ->
- debug_print (lazy (sprintf "Generated composite coercion:\n%s\n%s"
- (CicPp.ppterm c) (Lazy.force s)));
- raise exn
- in
- let cleaned_ty =
- FreshNamesGenerator.clean_dummy_dependent_types c_ty
- in
- let obj = Cic.Constant ("xxxx",Some c,cleaned_ty,[],obj_attrs) in
- obj,univ
-;;
-
-(* removes from l the coercions that are in !coercions *)
-let filter_duplicates l coercions =
- List.filter (
- fun (src,_,tgt) ->
- not (List.exists (fun (s,t,u) ->
- CoercDb.eq_carr s src &&
- CoercDb.eq_carr t tgt)
- coercions))
- l
-
-let term_of_carr = function
- | CoercDb.Uri u -> CicUtil.term_of_uri u
- | CoercDb.Sort _ -> assert false
- | CoercDb.Term _ -> assert false
-
-(* given a new coercion uri from src to tgt returns
- * a list of (new coercion uri, coercion obj, universe graph)
- *)
-let close_coercion_graph src tgt uri =
- (* check if the coercion already exists *)
- let coercions = CoercDb.to_list () in
- let todo_list = get_closure_coercions src tgt uri coercions in
- let todo_list = filter_duplicates todo_list coercions in
- let new_coercions, new_coercions_obj =
- List.split (
- List.map (
- fun (src, l , tgt) ->
- match l with
- | [] -> assert false
- | he :: tl ->
- let first_step =
- Cic.Constant ("",
- Some (term_of_carr (CoercDb.Uri he)), Cic.Sort Cic.Prop, [], obj_attrs)
- in
- let o,u =
- List.fold_left (fun (o,univ) coer ->
- match o with
- | Cic.Constant (_,Some c,_,[],_) ->
- generate_composite_closure c (term_of_carr (CoercDb.Uri
- coer)) univ
- | _ -> assert false
- ) (first_step, CicUniv.empty_ugraph) tl
- in
- let name_src = CoercDb.name_of_carr src in
- let name_tgt = CoercDb.name_of_carr tgt in
- let name = name_tgt ^ "_of_" ^ name_src in
- let buri = UriManager.buri_of_uri uri in
- let c_uri =
- UriManager.uri_of_string (buri ^ "/" ^ name ^ ".con")
- in
- let named_obj =
- match o with
- | Cic.Constant (_,bo,ty,vl,attrs) ->
- Cic.Constant (name,bo,ty,vl,attrs)
- | _ -> assert false
- in
- ((src,tgt,c_uri),(c_uri,named_obj,u))
- ) todo_list)
- in
- List.iter CoercDb.add_coercion (new_coercions @ [src,tgt,uri]);
- new_coercions_obj
-;;
-
-(* EOF *)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type coercion_search_result =
- | SomeCoercion of Cic.term
- | NoCoercion
- | NotMetaClosed
- | NotHandled of string Lazy.t
-
-val look_for_coercion :
- Cic.term -> Cic.term -> coercion_search_result
-
-(* also adds them to the Db *)
-val close_coercion_graph:
- CoercDb.coerc_carr -> CoercDb.coerc_carr -> UriManager.uri ->
- (UriManager.uri * Cic.obj * CicUniv.universe_graph) list
-
+++ /dev/null
-AC_INIT(Makefile.in)
-
-AC_CHECK_PROG(HAVE_OCAMLC, ocamlc, yes, no)
-if test $HAVE_OCAMLC = "no"; then
- AC_MSG_ERROR(could not find ocamlc in PATH, please make sure ocaml is installed)
-fi
-
-AC_CHECK_PROG(HAVE_OCAMLFIND, ocamlfind, yes, no)
-if test $HAVE_OCAMLFIND = "no"; then
- AC_MSG_ERROR(could not find ocamlfind in PATH, please make sure findlib is installed)
-else
- OCAMLFIND=ocamlfind
-fi
-
-OCAMLFIND_COMMANDS=""
-AC_CHECK_PROG(HAVE_OCAMLC_OPT, ocamlc.opt, yes, no)
-if test $HAVE_OCAMLC_OPT = "yes"; then
- if test "$OCAMLFIND_COMMANDS" = ""; then
- OCAMLFIND_COMMANDS="ocamlc=ocamlc.opt"
- else
- OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlc=ocamlc.opt"
- fi
-fi
-AC_CHECK_PROG(HAVE_OCAMLOPT_OPT, ocamlopt.opt, yes, no)
-if test $HAVE_OCAMLOPT_OPT = "yes"; then
- if test "$OCAMLFIND_COMMANDS" = ""; then
- OCAMLFIND_COMMANDS="ocamlopt=ocamlopt.opt"
- else
- OCAMLFIND_COMMANDS="$OCAMLFIND_COMMANDS ocamlopt=ocamlopt.opt"
- fi
-fi
-if test "$OCAMLFIND_COMMANDS" != ""; then
- OCAMLFIND="OCAMLFIND_COMMANDS='$OCAMLFIND_COMMANDS' $OCAMLFIND"
-fi
-
-AC_MSG_CHECKING("where to install the library")
-OCAMLFIND_DEST_DIR="/public/sacerdot/prova"
-AC_MSG_RESULT($OCAMLFIND_DEST_DIR)
-
-AC_MSG_CHECKING("where to install the META files")
-OCAMLFIND_META_DIR=`pwd`/METAS
-AC_MSG_RESULT($OCAMLFIND_META_DIR)
-
-AC_SUBST(OCAMLFIND)
-AC_SUBST(OCAMLFIND_DEST_DIR)
-AC_SUBST(OCAMLFIND_META_DIR)
-
-AC_OUTPUT([
- Makefile
- Makefile.common
-])
-
+++ /dev/null
-*.cm[iaox]
-*.cmxa
+++ /dev/null
-hExtlib.cmo: hExtlib.cmi
-hExtlib.cmx: hExtlib.cmi
+++ /dev/null
-PACKAGE = extlib
-REQUIRES = unix
-PREDICATES =
-
-INTERFACE_FILES = \
- hExtlib.mli
-IMPLEMENTATION_FILES = \
- $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-
-(** PROFILING *)
-
-(* we should use a key in te registry, but we can't see the registry.. *)
-let profiling_enabled = true
-
-let profiling_printings = ref (fun () -> true)
-let set_profiling_printings f = profiling_printings := f
-
-type profiler = { profile : 'a 'b. ('a -> 'b) -> 'a -> 'b }
-let profile ?(enable = true) =
- if profiling_enabled && enable then
- function s ->
- let total = ref 0.0 in
- let profile f x =
- let before = Unix.gettimeofday () in
- try
- let res = f x in
- let after = Unix.gettimeofday () in
- total := !total +. (after -. before);
- res
- with
- exc ->
- let after = Unix.gettimeofday () in
- total := !total +. (after -. before);
- raise exc
- in
- at_exit
- (fun () ->
- if !profiling_printings () then
- prerr_endline
- ("!! TOTAL TIME SPENT IN " ^ s ^ ": " ^ string_of_float !total));
- { profile = profile }
- else
- function _ -> { profile = fun f x -> f x }
-
-(** {2 Optional values} *)
-
-let map_option f = function None -> None | Some v -> Some (f v)
-let iter_option f = function None -> () | Some v -> f v
-let unopt = function None -> failwith "unopt: None" | Some v -> v
-
-(** {2 String processing} *)
-
-let split ?(sep = ' ') s =
- let pieces = ref [] in
- let rec aux idx =
- match (try Some (String.index_from s idx sep) with Not_found -> None) with
- | Some pos ->
- pieces := String.sub s idx (pos - idx) :: !pieces;
- aux (pos + 1)
- | None -> pieces := String.sub s idx (String.length s - idx) :: !pieces
- in
- aux 0;
- List.rev !pieces
-
-let trim_blanks s =
- let rec find_left idx =
- match s.[idx] with
- | ' ' | '\t' | '\r' | '\n' -> find_left (idx + 1)
- | _ -> idx
- in
- let rec find_right idx =
- match s.[idx] with
- | ' ' | '\t' | '\r' | '\n' -> find_right (idx - 1)
- | _ -> idx
- in
- let s_len = String.length s in
- let left, right = find_left 0, find_right (s_len - 1) in
- String.sub s left (right - left + 1)
-
-(** {2 Char processing} *)
-
-let is_alpha c =
- let code = Char.code c in
- (code >= 65 && code <= 90) || (code >= 97 && code <= 122)
-
-let is_digit c =
- let code = Char.code c in
- code >= 48 && code <= 57
-
-let is_blank c =
- let code = Char.code c in
- code = 9 || code = 10 || code = 13 || code = 32
-
-let is_alphanum c = is_alpha c || is_digit c
-
-(** {2 List processing} *)
-
-let rec list_uniq ?(eq=(=)) = function
- | [] -> []
- | h::[] -> [h]
- | h1::h2::tl when eq h1 h2 -> list_uniq ~eq (h2 :: tl)
- | h1::tl (* when h1 <> h2 *) -> h1 :: list_uniq ~eq tl
-
-let rec filter_map f =
- function
- | [] -> []
- | hd :: tl ->
- (match f hd with
- | None -> filter_map f tl
- | Some v -> v :: filter_map f tl)
-
-let list_concat ?(sep = []) =
- let rec aux acc =
- function
- | [] -> []
- | [ last ] -> List.flatten (List.rev (last :: acc))
- | hd :: tl -> aux ([sep; hd] @ acc) tl
- in
- aux []
-
-(** {2 File predicates} *)
-
-let is_dir fname =
- try
- (Unix.stat fname).Unix.st_kind = Unix.S_DIR
- with Unix.Unix_error _ -> false
-
-let is_regular fname =
- try
- (Unix.stat fname).Unix.st_kind = Unix.S_REG
- with Unix.Unix_error _ -> false
-
-let mkdir path =
- let components = split ~sep:'/' path in
- let rec aux where = function
- | [] -> ()
- | piece::tl ->
- let path = where ^ "/" ^ piece in
- (try
- Unix.mkdir path 0o755
- with
- | Unix.Unix_error (Unix.EEXIST,_,_) -> ()
- | Unix.Unix_error (e,_,_) ->
- raise
- (Failure
- ("Unix.mkdir " ^ path ^ " 0o755 :" ^ (Unix.error_message e))));
- aux path tl
- in
- aux "" components
-
-(** {2 Filesystem} *)
-
-let input_file fname =
- let size = (Unix.stat fname).Unix.st_size in
- let buf = Buffer.create size in
- let ic = open_in fname in
- Buffer.add_channel buf ic size;
- close_in ic;
- Buffer.contents buf
-
-let input_all ic =
- let size = 10240 in
- let buf = Buffer.create size in
- let s = String.create size in
- (try
- while true do
- let bytes = input ic s 0 size in
- if bytes = 0 then raise End_of_file
- else Buffer.add_substring buf s 0 bytes
- done
- with End_of_file -> ());
- Buffer.contents buf
-
-let output_file ~filename ~text =
- let oc = open_out filename in
- output_string oc text;
- close_out oc
-
-let blank_split s =
- let len = String.length s in
- let buf = Buffer.create 0 in
- let rec aux acc i =
- if i >= len
- then begin
- if Buffer.length buf > 0
- then List.rev (Buffer.contents buf :: acc)
- else List.rev acc
- end else begin
- if is_blank s.[i] then
- if Buffer.length buf > 0 then begin
- let s = Buffer.contents buf in
- Buffer.clear buf;
- aux (s :: acc) (i + 1)
- end else
- aux acc (i + 1)
- else begin
- Buffer.add_char buf s.[i];
- aux acc (i + 1)
- end
- end
- in
- aux [] 0
-
- (* Rules: * "~name" -> home dir of "name"
- * "~" -> value of $HOME if defined, home dir of the current user otherwise *)
-let tilde_expand s =
- let get_home login = (Unix.getpwnam login).Unix.pw_dir in
- let expand_one s =
- let len = String.length s in
- if len > 0 && s.[0] = '~' then begin
- let login_len = ref 1 in
- while !login_len < len && is_alphanum (s.[!login_len]) do
- incr login_len
- done;
- let login = String.sub s 1 (!login_len - 1) in
- try
- let home =
- if login = "" then
- try Sys.getenv "HOME" with Not_found -> get_home (Unix.getlogin ())
- else
- get_home login
- in
- home ^ String.sub s !login_len (len - !login_len)
- with Not_found | Invalid_argument _ -> s
- end else
- s
- in
- String.concat " " (List.map expand_one (blank_split s))
-
-let find ?(test = fun _ -> true) path =
- let rec aux acc todo =
- match todo with
- | [] -> acc
- | path :: tl ->
- try
- let handle = Unix.opendir path in
- let dirs = ref [] in
- let matching_files = ref [] in
- (try
- while true do
- match Unix.readdir handle with
- | "." | ".." -> ()
- | entry ->
- let qentry = path ^ "/" ^ entry in
- (try
- if is_dir qentry then
- dirs := qentry :: !dirs
- else if test qentry then
- matching_files := qentry :: !matching_files;
- with Unix.Unix_error _ -> ())
- done
- with End_of_file -> Unix.closedir handle);
- aux (!matching_files @ acc) (!dirs @ tl)
- with Unix.Unix_error _ -> aux acc tl
- in
- aux [] [path]
-
-(** {2 Exception handling} *)
-
-let finally at_end f arg =
- let res =
- try f arg
- with exn -> at_end (); raise exn
- in
- at_end ();
- res
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Optional values} *)
-
-val map_option: ('a -> 'b) -> 'a option -> 'b option
-val iter_option: ('a -> unit) -> 'a option -> unit
-val unopt: 'a option -> 'a (** @raise Failure *)
-
-(** {2 Filesystem} *)
-
-val is_dir: string -> bool (** @return true if file is a directory *)
-val is_regular: string -> bool (** @return true if file is a regular file *)
-val mkdir: string -> unit (** create dir and parents. @raise Failure *)
-val tilde_expand: string -> string (** bash-like (head) tilde expansion *)
-
- (** find all _files_ matching test under a filesystem root *)
-val find: ?test:(string -> bool) -> string -> string list
-
-(** {2 File I/O} *)
-
-val input_file: string -> string (** read all the contents of file to string *)
-val input_all: in_channel -> string (** read all the contents of a channel *)
-val output_file: filename:string -> text:string -> unit (** other way round *)
-
-(** {2 Exception handling} *)
-
-val finally: (unit -> unit) -> ('a -> 'b) -> 'a -> 'b
-
-(** {2 Char processing} *)
-
-val is_alpha: char -> bool
-val is_blank: char -> bool
-val is_digit: char -> bool
-val is_alphanum: char -> bool (** is_alpha || is_digit *)
-
-(** {2 String processing} *)
-
-val split: ?sep:char -> string -> string list (** @param sep defaults to ' ' *)
-val trim_blanks: string -> string (** strip heading and trailing blanks *)
-
-(** {2 List processing} *)
-
-val list_uniq:
- ?eq:('a->'a->bool) -> 'a list -> 'a list (** uniq unix filter on lists *)
-val filter_map: ('a -> 'b option) -> 'a list -> 'b list (** filter + map *)
-val list_concat: ?sep:'a list -> 'a list list -> 'a list (**String.concat-like*)
-
-(** {2 Debugging & Profiling} *)
-
-type profiler = { profile : 'a 'b. ('a -> 'b) -> 'a -> 'b }
-
- (** @return a profiling function; [s] is used for labelling the total time at
- * the end of the execution *)
-val profile : ?enable:bool -> string -> profiler
-val set_profiling_printings : (unit -> bool) -> unit
-
+++ /dev/null
-*.cm[iaox] *.cmxa
-test
+++ /dev/null
-http_getter_common.cmi: http_getter_types.cmo
-http_getter.cmi: http_getter_types.cmo
-http_getter_wget.cmo: http_getter_types.cmo http_getter_wget.cmi
-http_getter_wget.cmx: http_getter_types.cmx http_getter_wget.cmi
-http_getter_logger.cmo: http_getter_logger.cmi
-http_getter_logger.cmx: http_getter_logger.cmi
-http_getter_misc.cmo: http_getter_logger.cmi http_getter_misc.cmi
-http_getter_misc.cmx: http_getter_logger.cmx http_getter_misc.cmi
-http_getter_const.cmo: http_getter_const.cmi
-http_getter_const.cmx: http_getter_const.cmi
-http_getter_env.cmo: http_getter_types.cmo http_getter_misc.cmi \
- http_getter_logger.cmi http_getter_const.cmi http_getter_env.cmi
-http_getter_env.cmx: http_getter_types.cmx http_getter_misc.cmx \
- http_getter_logger.cmx http_getter_const.cmx http_getter_env.cmi
-http_getter_storage.cmo: http_getter_wget.cmi http_getter_types.cmo \
- http_getter_misc.cmi http_getter_env.cmi http_getter_storage.cmi
-http_getter_storage.cmx: http_getter_wget.cmx http_getter_types.cmx \
- http_getter_misc.cmx http_getter_env.cmx http_getter_storage.cmi
-http_getter_common.cmo: http_getter_types.cmo http_getter_misc.cmi \
- http_getter_logger.cmi http_getter_env.cmi http_getter_common.cmi
-http_getter_common.cmx: http_getter_types.cmx http_getter_misc.cmx \
- http_getter_logger.cmx http_getter_env.cmx http_getter_common.cmi
-http_getter.cmo: http_getter_wget.cmi http_getter_types.cmo \
- http_getter_storage.cmi http_getter_misc.cmi http_getter_logger.cmi \
- http_getter_env.cmi http_getter_const.cmi http_getter_common.cmi \
- http_getter.cmi
-http_getter.cmx: http_getter_wget.cmx http_getter_types.cmx \
- http_getter_storage.cmx http_getter_misc.cmx http_getter_logger.cmx \
- http_getter_env.cmx http_getter_const.cmx http_getter_common.cmx \
- http_getter.cmi
+++ /dev/null
-#use "topfind";;
-#require "helm-getter";;
-Helm_registry.load_from "sample.conf.xml";;
+++ /dev/null
-
-PACKAGE = getter
-
-REQUIRES = \
- http unix pcre zip \
- helm-xml helm-logger helm-urimanager helm-registry
-
-INTERFACE_FILES = \
- http_getter_wget.mli \
- http_getter_logger.mli \
- http_getter_misc.mli \
- http_getter_const.mli \
- http_getter_env.mli \
- http_getter_storage.mli \
- http_getter_common.mli \
- http_getter.mli \
- $(NULL)
-
-IMPLEMENTATION_FILES = \
- http_getter_types.ml \
- $(INTERFACE_FILES:%.mli=%.ml)
-
-include ../Makefile.common
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open Http_getter_common
-open Http_getter_misc
-open Http_getter_types
-
-exception Not_implemented of string
-exception UnexpectedGetterOutput
-
-type resolve_result =
- | Unknown
- | Exception of exn
- | Resolved of string
-
-type logger_callback = HelmLogger.html_tag -> unit
-
-let stdout_logger tag = print_string (HelmLogger.string_of_html_tag tag)
-
-let not_implemented s = raise (Not_implemented ("Http_getter." ^ s))
-
-let index_line_sep_RE = Pcre.regexp "[ \t]+"
-let index_sep_RE = Pcre.regexp "\r\n|\r|\n"
-let trailing_types_RE = Pcre.regexp "\\.types$"
-let heading_cic_RE = Pcre.regexp "^cic:"
-let heading_theory_RE = Pcre.regexp "^theory:"
-let heading_nuprl_RE = Pcre.regexp "^nuprl:"
-let types_RE = Pcre.regexp "\\.types$"
-let types_ann_RE = Pcre.regexp "\\.types\\.ann$"
-let body_RE = Pcre.regexp "\\.body$"
-let body_ann_RE = Pcre.regexp "\\.body\\.ann$"
-let proof_tree_RE = Pcre.regexp "\\.proof_tree$"
-let proof_tree_ann_RE = Pcre.regexp "\\.proof_tree\\.ann$"
-let theory_RE = Pcre.regexp "\\.theory$"
-let basepart_RE = Pcre.regexp
- "^([^.]*\\.[^.]*)((\\.body)|(\\.proof_tree)|(\\.types))?(\\.ann)?$"
-let slash_RE = Pcre.regexp "/"
-let pipe_RE = Pcre.regexp "\\|"
-let til_slash_RE = Pcre.regexp "^.*/"
-let no_slashes_RE = Pcre.regexp "^[^/]*$"
-let fix_regexp_RE = Pcre.regexp ("^" ^ (Pcre.quote "(cic|theory)"))
-let showable_file_RE =
- Pcre.regexp "(\\.con|\\.ind|\\.var|\\.body|\\.types|\\.proof_tree)$"
-
-let xml_suffix = ".xml"
-let theory_suffix = ".theory"
-
- (* global maps, shared by all threads *)
-
-let ends_with_slash s =
- try
- s.[String.length s - 1] = '/'
- with Invalid_argument _ -> false
-
- (* should we use a remote getter or not *)
-let remote () =
- try
- Helm_registry.get "getter.mode" = "remote"
- with Helm_registry.Key_not_found _ -> false
-
-let getter_url () = Helm_registry.get "getter.url"
-
-(* Remote interface: getter methods implemented using a remote getter *)
-
- (* <TODO> *)
-let getxml_remote uri = not_implemented "getxml_remote"
-let getxslt_remote uri = not_implemented "getxslt_remote"
-let getdtd_remote uri = not_implemented "getdtd_remote"
-let clean_cache_remote () = not_implemented "clean_cache_remote"
-let list_servers_remote () = not_implemented "list_servers_remote"
-let add_server_remote ~logger ~position name =
- not_implemented "add_server_remote"
-let remove_server_remote ~logger position =
- not_implemented "remove_server_remote"
-let getalluris_remote () = not_implemented "getalluris_remote"
-let ls_remote lsuri = not_implemented "ls_remote"
-let exists_remote uri = not_implemented "exists_remote"
- (* </TODO> *)
-
-let resolve_remote uri =
- (* deliver resolve request to http_getter *)
- let doc =
- Http_getter_wget.get (sprintf "%sresolve?uri=%s" (getter_url ()) uri)
- in
- let res = ref Unknown in
- let start_element tag attrs =
- match tag with
- | "url" ->
- (try
- res := Resolved (List.assoc "value" attrs)
- with Not_found -> ())
- | "unresolvable" -> res := Exception (Unresolvable_URI uri)
- | "not_found" -> res := Exception (Key_not_found uri)
- | _ -> ()
- in
- let callbacks = {
- XmlPushParser.default_callbacks with
- XmlPushParser.start_element = Some start_element
- } in
- let xml_parser = XmlPushParser.create_parser callbacks in
- XmlPushParser.parse xml_parser (`String doc);
- XmlPushParser.final xml_parser;
- match !res with
- | Unknown -> raise UnexpectedGetterOutput
- | Exception e -> raise e
- | Resolved url -> url
-
-let deref_index_theory uri =
- if Http_getter_storage.exists (uri ^ xml_suffix) then uri
- else if is_theory_uri uri && Filename.basename uri = "index.theory" then
- strip_trailing_slash (Filename.dirname uri) ^ theory_suffix
- else
- uri
-
-(* API *)
-
-let help () = Http_getter_const.usage_string (Http_getter_env.env_to_string ())
-
-let exists uri =
-(* prerr_endline ("Http_getter.exists " ^ uri); *)
- if remote () then
- exists_remote uri
- else
- let uri = deref_index_theory uri in
- Http_getter_storage.exists (uri ^ xml_suffix)
-
-let resolve uri =
- if remote () then
- resolve_remote uri
- else
- let uri = deref_index_theory uri in
- try
- Http_getter_storage.resolve (uri ^ xml_suffix)
- with Http_getter_storage.Resource_not_found _ -> raise (Key_not_found uri)
-
-let getxml uri =
- if remote () then getxml_remote uri
- else begin
- let uri' = deref_index_theory uri in
- (try
- Http_getter_storage.filename (uri' ^ xml_suffix)
- with Http_getter_storage.Resource_not_found _ -> raise (Key_not_found uri))
- end
-
-let getxslt uri =
- if remote () then getxslt_remote uri
- else Http_getter_storage.filename ~find:true ("xslt:/" ^ uri)
-
-let getdtd uri =
- if remote () then
- getdtd_remote uri
- else begin
- let fname = Lazy.force Http_getter_env.dtd_dir ^ "/" ^ uri in
- if not (Sys.file_exists fname) then raise (Dtd_not_found uri);
- fname
- end
-
-let clean_cache () =
- if remote () then
- clean_cache_remote ()
- else
- Http_getter_storage.clean_cache ()
-
-let (++) (oldann, oldtypes, oldbody, oldtree)
- (newann, newtypes, newbody, newtree) =
- ((if newann > oldann then newann else oldann),
- (if newtypes > oldtypes then newtypes else oldtypes),
- (if newbody > oldbody then newbody else oldbody),
- (if newtree > oldtree then newtree else oldtree))
-
-let store_obj tbl o =
-(* prerr_endline ("Http_getter.store_obj " ^ o); *)
- if Pcre.pmatch ~rex:showable_file_RE o then begin
- let basepart = Pcre.replace ~rex:basepart_RE ~templ:"$1" o in
- let no_flags = false, No, No, No in
- let oldflags =
- try
- Hashtbl.find tbl basepart
- with Not_found -> (* no ann, no types, no body, no proof tree *)
- no_flags
- in
- let newflags =
- match o with
- | s when Pcre.pmatch ~rex:types_RE s -> (false, Yes, No, No)
- | s when Pcre.pmatch ~rex:types_ann_RE s -> (true, Ann, No, No)
- | s when Pcre.pmatch ~rex:body_RE s -> (false, No, Yes, No)
- | s when Pcre.pmatch ~rex:body_ann_RE s -> (true, No, Ann, No)
- | s when Pcre.pmatch ~rex:proof_tree_RE s -> (false, No, No, Yes)
- | s when Pcre.pmatch ~rex:proof_tree_ann_RE s -> (true, No, No, Ann)
- | s -> no_flags
- in
- Hashtbl.replace tbl basepart (oldflags ++ newflags)
- end
-
-let store_dir set_ref d =
- set_ref := StringSet.add (List.hd (Pcre.split ~rex:slash_RE d)) !set_ref
-
-let collect_ls_items dirs_set objs_tbl =
- let items = ref [] in
- StringSet.iter (fun dir -> items := Ls_section dir :: !items) dirs_set;
- Http_getter_misc.hashtbl_sorted_iter
- (fun uri (annflag, typesflag, bodyflag, treeflag) ->
- items :=
- Ls_object {
- uri = uri; ann = annflag;
- types = typesflag; body = bodyflag; proof_tree = treeflag
- } :: !items)
- objs_tbl;
- List.rev !items
-
-let contains_object = (<>) []
-
- (** non regexp-aware version of ls *)
-let rec dumb_ls uri_prefix =
-(* prerr_endline ("Http_getter.dumb_ls " ^ uri_prefix); *)
- if is_cic_obj_uri uri_prefix then begin
- let dirs = ref StringSet.empty in
- let objs = Hashtbl.create 17 in
- List.iter
- (fun fname ->
- if ends_with_slash fname then
- store_dir dirs fname
- else
- try
- store_obj objs (strip_suffix ~suffix:xml_suffix fname)
- with Invalid_argument _ -> ())
- (Http_getter_storage.ls uri_prefix);
- collect_ls_items !dirs objs
- end else if is_theory_uri uri_prefix then begin
- let items = ref [] in
- let add_theory fname =
- items :=
- Ls_object {
- uri = fname; ann = false; types = No; body = No; proof_tree = No }
- :: !items
- in
- let cic_uri_prefix =
- Pcre.replace_first ~rex:heading_theory_RE ~templ:"cic:" uri_prefix
- in
- List.iter
- (fun fname ->
- if ends_with_slash fname then
- items := Ls_section (strip_trailing_slash fname) :: !items
- else
- try
- let fname = strip_suffix ~suffix:xml_suffix fname in
- let theory_name = strip_suffix ~suffix:theory_suffix fname in
- let sub_theory = normalize_dir cic_uri_prefix ^ theory_name ^ "/" in
- if is_empty_theory sub_theory then add_theory fname
- with Invalid_argument _ -> ())
- (Http_getter_storage.ls uri_prefix);
- (try
- if contains_object (dumb_ls cic_uri_prefix)
- && exists (strip_trailing_slash uri_prefix ^ theory_suffix)
- then
- add_theory "index.theory";
- with Unresolvable_URI _ -> ());
- !items
- end else
- raise (Invalid_URI uri_prefix)
-
-and is_empty_theory uri_prefix =
-(* prerr_endline ("is_empty_theory " ^ uri_prefix); *)
- not (contains_object (dumb_ls uri_prefix))
-
- (* handle simple regular expressions of the form "...(..|..|..)..." on cic
- * uris, not meant to be a real implementation of regexp. The only we use is
- * "(cic|theory):/..." *)
-let explode_ls_regexp regexp =
- try
- let len = String.length regexp in
- let lparen_idx = String.index regexp '(' in
- let rparen_idx = String.index_from regexp lparen_idx ')' in
- let choices_str = (* substring between parens, parens excluded *)
- String.sub regexp (lparen_idx + 1) (rparen_idx - lparen_idx - 1)
- in
- let choices = Pcre.split ~rex:pipe_RE choices_str in
- let prefix = String.sub regexp 0 lparen_idx in
- let suffix = String.sub regexp (rparen_idx + 1) (len - (rparen_idx + 1)) in
- List.map (fun choice -> prefix ^ choice ^ suffix) choices
- with Not_found -> [regexp]
-
-let merge_results results =
- let rec aux objects_acc dirs_acc = function
- | [] -> dirs_acc @ objects_acc
- | Ls_object _ as obj :: tl -> aux (obj :: objects_acc) dirs_acc tl
- | Ls_section _ as dir :: tl ->
- if List.mem dir dirs_acc then (* filters out dir duplicates *)
- aux objects_acc dirs_acc tl
- else
- aux objects_acc (dir :: dirs_acc) tl
- in
- aux [] [] (List.concat results)
-
-let ls regexp =
- if remote () then
- ls_remote regexp
- else
- let prefixes = explode_ls_regexp regexp in
- merge_results (List.map dumb_ls prefixes)
-
-let getalluris () =
- let rec aux acc = function
- | [] -> acc
- | dir :: todo ->
- let acc', todo' =
- List.fold_left
- (fun (acc, subdirs) result ->
- match result with
- | Ls_object obj -> (dir ^ obj.uri) :: acc, subdirs
- | Ls_section sect -> acc, (dir ^ sect ^ "/") :: subdirs)
- (acc, todo)
- (dumb_ls dir)
- in
- aux acc' todo'
- in
- aux [] ["cic:/"] (* trailing slash required *)
-
-(* Shorthands from now on *)
-
-let getxml' uri = getxml (UriManager.string_of_uri uri)
-let resolve' uri = resolve (UriManager.string_of_uri uri)
-let exists' uri = exists (UriManager.string_of_uri uri)
-
-let tilde_expand_key k =
- try
- Helm_registry.set k (HExtlib.tilde_expand (Helm_registry.get k))
- with Helm_registry.Key_not_found _ -> ()
-
-let init () =
- List.iter tilde_expand_key ["getter.cache_dir"; "getter.dtd_dir"];
- Http_getter_logger.set_log_level
- (Helm_registry.get_opt_default Helm_registry.int ~default:1
- "getter.log_level");
- Http_getter_logger.set_log_file
- (Helm_registry.get_opt Helm_registry.string "getter.log_file")
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Http_getter_types
-
- (** {2 Loggers} *)
-
-type logger_callback = HelmLogger.html_tag -> unit
-
-val stdout_logger: logger_callback
-
- (** {2 Getter Web Service interface as API *)
-
-val help: unit -> string
-
- (** @raise Http_getter_types.Unresolvable_URI _
- * @raise Http_getter_types.Key_not_found _ *)
-val resolve: string -> string (* uri -> url *)
-
-val exists: string -> bool
-
-val getxml : string -> string
-val getxslt : string -> string
-val getdtd : string -> string
-val clean_cache: unit -> unit
-val getalluris: unit -> string list
-
- (** @param baseuri uri to be listed, simple form or regular expressions (a
- * single choice among parens) are permitted *)
-val ls: string -> ls_item list
-
- (** {2 UriManager shorthands} *)
-
-val getxml' : UriManager.uri -> string
-val resolve' : UriManager.uri -> string
-val exists' : UriManager.uri -> bool
-
- (** {2 Misc} *)
-
-val init: unit -> unit
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Http_getter_types;;
-open Printf;;
-
-let string_of_ls_flag = function No -> "NO" | Yes -> "YES" | Ann -> "ANN"
-let string_of_encoding = function
- | `Normal -> "Normal"
- | `Gzipped -> "GZipped"
-
-let is_cic_obj_uri uri = Pcre.pmatch ~pat:"^cic:" uri
-let is_theory_uri uri = Pcre.pmatch ~pat:"^theory:" uri
-let is_cic_uri uri = is_cic_obj_uri uri || is_theory_uri uri
-let is_nuprl_uri uri = Pcre.pmatch ~pat:"^nuprl:" uri
-let is_rdf_uri uri = Pcre.pmatch ~pat:"^helm:rdf(.*):(.*)//(.*)" uri
-let is_xsl_uri uri = Pcre.pmatch ~pat:"^\\w+\\.xsl" uri
-
-let rec uri_of_string = function
- | uri when is_rdf_uri uri ->
- (match Pcre.split ~pat:"//" uri with
- | [ prefix; uri ] ->
- let rest =
- match uri_of_string uri with
- | Cic_uri xmluri -> xmluri
- | _ -> raise (Invalid_URI uri)
- in
- Rdf_uri (prefix, rest)
- | _ -> raise (Invalid_URI uri))
- | uri when is_cic_obj_uri uri -> Cic_uri (Cic (Pcre.replace ~pat:"^cic:" uri))
- | uri when is_nuprl_uri uri -> Nuprl_uri (Pcre.replace ~pat:"^nuprl:" uri)
- | uri when is_theory_uri uri ->
- Cic_uri (Theory (Pcre.replace ~pat:"^theory:" uri))
- | uri -> raise (Invalid_URI uri)
-
-let patch_xsl ?(via_http = true) () =
- fun line ->
- let mk_patch_fun tag line =
- Pcre.replace
- ~pat:(sprintf "%s\\s+href=\"" tag)
- ~templ:(sprintf "%s href=\"%s/getxslt?uri="
- tag (Lazy.force Http_getter_env.my_own_url))
- line
- in
- let (patch_import, patch_include) =
- (mk_patch_fun "xsl:import", mk_patch_fun "xsl:include")
- in
- patch_include (patch_import line)
-
-let patch_system kind ?(via_http = true) () =
- let rex =
- Pcre.regexp (sprintf "%s (.*) SYSTEM\\s+\"((%s)/)?" kind
- (String.concat "|" (Lazy.force Http_getter_env.dtd_base_urls)))
- in
- let templ =
- if via_http then
- sprintf "%s $1 SYSTEM \"%s/getdtd?uri=" kind
- (Lazy.force Http_getter_env.my_own_url)
- else
- sprintf "%s $1 SYSTEM \"file://%s/" kind
- (Lazy.force Http_getter_env.dtd_dir)
- in
- fun line -> Pcre.replace ~rex ~templ line
-
-let patch_entity = patch_system "ENTITY"
-let patch_doctype = patch_system "DOCTYPE"
-
-let patch_xmlbase =
- let rex = Pcre.regexp "^(\\s*<\\w[^ ]*)(\\s|>)" in
- fun xmlbases baseurl baseuri s ->
- let s' =
- Pcre.replace ~rex
- ~templ:(sprintf "$1 xml:base=\"%s\" helm:base=\"%s\"$2" baseurl baseuri)
- s
- in
- if s <> s' then xmlbases := None;
- s'
-
-let patch_dtd = patch_entity
-let patch_xml ?via_http ?xmlbases () =
- let xmlbases = ref xmlbases in
- fun line ->
- match !xmlbases with
- | None -> patch_doctype ?via_http () (patch_entity ?via_http () line)
- | Some (xmlbaseuri, xmlbaseurl) ->
- patch_xmlbase xmlbases xmlbaseurl xmlbaseuri
- (patch_doctype ?via_http () (patch_entity ?via_http () line))
-
-let return_file
- ~fname ?contype ?contenc ?patch_fun ?(gunzip = false) ?(via_http = true)
- ~enc outchan
-=
- if via_http then begin
- let headers =
- match (contype, contenc) with
- | (Some t, Some e) -> ["Content-Encoding", e; "Content-Type", t]
- | (Some t, None) -> ["Content-Type" , t]
- | (None, Some e) -> ["Content-Encoding", e]
- | (None, None) -> []
- in
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan;
- Http_daemon.send_headers headers outchan;
- Http_daemon.send_CRLF outchan
- end;
- match gunzip, patch_fun with
- | true, Some patch_fun ->
- Http_getter_logger.log ~level:2
- "Patch required, uncompress/compress cycle needed :-(";
- (* gunzip needed, uncompress file, apply patch_fun to it, compress the
- * result and sent it to client *)
- let (tmp1, tmp2) =
- (Http_getter_misc.tempfile (), Http_getter_misc.tempfile ())
- in
- (try
- Http_getter_misc.gunzip ~keep:true ~output:tmp1 fname; (* gunzip tmp1 *)
- let new_file = open_out tmp2 in
- Http_getter_misc.iter_file (* tmp2 = patch(tmp1) *)
- (fun line ->
- output_string new_file (patch_fun line ^ "\n");
- flush outchan)
- tmp1;
- close_out new_file;
- Http_getter_misc.gzip ~output:tmp1 tmp2;(* tmp1 = gzip(tmp2); rm tmp2 *)
- Http_getter_misc.iter_file (* send tmp1 to client as is*)
- (fun line -> output_string outchan (line ^ "\n"); flush outchan)
- tmp1;
- Sys.remove tmp1 (* rm tmp1 *)
- with e ->
- Sys.remove tmp1;
- raise e)
- | false, Some patch_fun ->
- (match enc with
- | `Normal ->
- Http_getter_misc.iter_file
- (fun line -> output_string outchan (patch_fun (line ^ "\n")))
- fname
- | `Gzipped -> assert false)
- (* dangerous case, if this happens it needs to be investigated *)
- | _, None -> Http_getter_misc.iter_file_data (output_string outchan) fname
-;;
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Http_getter_types;;
-
-val string_of_ls_flag: ls_flag -> string
-val string_of_encoding: encoding -> string
-
-val is_cic_uri: string -> bool
-val is_cic_obj_uri: string -> bool
-val is_theory_uri: string -> bool
-val is_nuprl_uri: string -> bool
-val is_rdf_uri: string -> bool
-val is_xsl_uri: string -> bool
-
-val uri_of_string: string -> uri
-
- (** @param xmlbases (xml base URI * xml base URL) *)
-val patch_xml :
- ?via_http:bool -> ?xmlbases:(string * string) -> unit -> (string -> string)
-val patch_dtd : ?via_http:bool -> unit -> (string -> string)
- (* TODO via_http not yet supported for patch_xsl *)
-val patch_xsl : ?via_http:bool -> unit -> (string -> string)
-
- (**
- @param fname name of the file to be sent
- @param contype Content-Type header value
- @param contenc Content-Enconding header value
- @param patch_fun function used to patch file contents
- @param gunzip is meaningful only if a patch function is provided. If gunzip
- is true and patch_fun is given (i.e. is not None), then patch_fun is applied
- to the uncompressed version of the file. The file is then compressed again and
- send to client
- @param via_http (default: true) if true http specific communications are used
- (e.g. headers, crlf before body) and sent via outchan, otherwise they're not.
- Set it to false when saving to a local file
- @param outchan output channel over which sent file fname *)
-val return_file:
- fname:string ->
- ?contype:string -> ?contenc:string ->
- ?patch_fun:(string -> string) -> ?gunzip:bool -> ?via_http:bool ->
- enc:encoding ->
- out_channel ->
- unit
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-
-let version = "0.4.0"
-let conffile = "http_getter.conf.xml"
-
-let xhtml_ns = "http://www.w3.org/1999/xhtml"
-let helm_ns = "http://www.cs.unibo.it/helm"
-
- (* TODO provide a better usage string *)
-let usage_string configuration =
- sprintf
-"<?xml version=\"1.0\"?>
-<html xmlns=\"%s\" xmlns:helm=\"%s\">
- <head>
- <title>HTTP Getter's help message</title>
- </head>
- <body>
- <h1>HTTP Getter, version %s</h1>
- <h2>Usage information</h2>
- <p>
- Usage: <kbd>http://hostname:getterport/</kbd><em>command</em>
- </p>
- <p>
- Available commands:
- </p>
- <p>
- <b><kbd><a href=\"/help\">help</a></kbd></b><br />
- display this help message
- </p>
- <p>
- <b><kbd>getxml?uri=URI[&format=(normal|gz)][&patch_dtd=(yes|no)]</kbd></b><br />
- </p>
- <p>
- <b><kbd>resolve?uri=URI</kbd></b><br />
- </p>
- <p>
- <b><kbd>getdtd?uri=URI[&patch_dtd=(yes|no)]</kbd></b><br />
- </p>
- <p>
- <b><kbd>getxslt?uri=URI[&patch_dtd=(yes|no)]</kbd></b><br />
- </p>
- <p>
- <b><kbd><a href=\"/update\">update</a></kbd></b><br />
- </p>
- <p>
- <b><kbd><a href=\"clean_cache\">clean_cache</a></kbd></b><br />
- </p>
- <p>
- <b><kbd>ls?baseuri=regexp&format=(txt|xml)</kbd></b><br />
- </p>
- <p>
- <b><kbd>getalluris?format=(<a href=\"/getalluris?format=txt\">txt</a>|<a href=\"/getalluris?format=xml\">xml</a>)</kbd></b><br />
- </p>
- <p>
- <b><kbd><a href=\"/getempty\">getempty</a></kbd></b><br />
- </p>
- <h2>Current configuration</h2>
- <pre>%s</pre>
- </body>
-</html>
-"
- xhtml_ns helm_ns
- version configuration
-
-let empty_xml =
-"<?xml version=\"1.0\"?>
-<!DOCTYPE empty [
- <!ELEMENT empty EMPTY>
-]>
-<empty />
-"
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val version: string
-val conffile: string
-val empty_xml: string
-
-val helm_ns: string (** helm namespace *)
-val xhtml_ns: string (** xhtml namespace *)
-
- (** @return an HTML usage string including configuration information passed as
- input parameter *)
-val usage_string: string -> string
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open Http_getter_types
-open Http_getter_misc
-
-let version = Http_getter_const.version
-
-let prefix_RE = Pcre.regexp "^\\s*([^\\s]+)\\s+([^\\s]+)\\s*$"
-
-let cache_dir = lazy (normalize_dir (Helm_registry.get "getter.cache_dir"))
-let dtd_dir = lazy (normalize_dir (Helm_registry.get "getter.dtd_dir"))
-let dtd_base_urls = lazy (
- let rex = Pcre.regexp "/*$" in
- let raw_urls =
- match
- Helm_registry.get_list Helm_registry.string "getter.dtd_base_urls"
- with
- | [] -> ["http://helm.cs.unibo.it/dtd"; "http://mowgli.cs.unibo.it/dtd"]
- | urls -> urls
- in
- List.map (Pcre.replace ~rex) raw_urls)
-let port = lazy (
- Helm_registry.get_opt_default Helm_registry.int ~default:58081 "getter.port")
-
-let prefixes = lazy (
- let prefixes = Helm_registry.get_list Helm_registry.string "getter.prefix" in
- List.fold_left
- (fun acc prefix ->
- let subs = Pcre.extract ~rex:prefix_RE prefix in
- try
- (subs.(1), subs.(2)) :: acc
- with Invalid_argument _ ->
- Http_getter_logger.log ("skipping invalid prefix: " ^ prefix);
- acc)
- [] prefixes)
-
-let host = lazy (Http_getter_misc.backtick "hostname -f")
-
-let my_own_url =
- lazy
- (let (host, port) = (Lazy.force host, Lazy.force port) in
- sprintf "http://%s%s" (* without trailing '/' *)
- host (if port = 80 then "" else (sprintf ":%d" port)))
-
-let env_to_string () =
- let pp_prefix (uri_prefix, url_prefix) =
- " " ^ uri_prefix ^ " -- " ^ url_prefix
- in
- let pp_prefixes prefixes =
- match prefixes with
- | [] -> ""
- | l -> "\n" ^ String.concat "\n" (List.map pp_prefix l)
- in
- sprintf
-"HTTP Getter %s
-
-prefixes:%s
-dtd_dir:\t%s
-host:\t\t%s
-port:\t\t%d
-my_own_url:\t%s
-dtd_base_urls:\t%s
-log_file:\t%s
-log_level:\t%d
-"
- version
- (pp_prefixes (Lazy.force prefixes))
- (Lazy.force dtd_dir) (Lazy.force host) (Lazy.force port)
- (Lazy.force my_own_url) (String.concat " " (Lazy.force dtd_base_urls))
- (match Http_getter_logger.get_log_file () with None -> "None" | Some f -> f)
- (Http_getter_logger.get_log_level ())
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** {2 general information} *)
-
-val version : string (* getter version *)
-
- (** {2 environment gathered data} *)
- (** all *_dir values are returned with trailing "/" *)
-
-val cache_dir : string lazy_t (* cache root *)
-val dtd_dir : string lazy_t (* DTDs' root directory *)
-val port : int lazy_t (* port on which getter listens *)
-val dtd_base_urls : string list lazy_t (* base URLs for document patching *)
-val prefixes : (string * string) list lazy_t (* prefix map uri -> url *)
-
- (* {2 derived data} *)
-
-val host : string lazy_t (* host on which getter listens *)
-val my_own_url : string lazy_t (* URL at which contact getter *)
-
- (* {2 misc} *)
-
-val env_to_string : unit -> string (* dump a textual representation of the
- current http_getter settings on an output
- channel *)
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let log_level = ref 1
-let get_log_level () = !log_level
-let set_log_level l = log_level := l
-
-(* invariant: if logfile is set, then logchan is set too *)
-let logfile = ref None
-let logchan = ref None
-
-let set_log_file f =
- (match !logchan with None -> () | Some oc -> close_out oc);
- match f with
- | Some f ->
- logfile := Some f;
- logchan := Some (open_out f)
- | None ->
- logfile := None;
- logchan := None
-
-let get_log_file () = !logfile
-
-let close_log_file () = set_log_file None
-
-let log ?(level = 1) s =
- if level <= !log_level then
- let msg = "[HTTP-Getter] " ^ s in
- match (!logfile, !logchan) with
- | None, _ -> prerr_endline msg
- | Some fname, Some oc ->
- output_string oc msg;
- output_string oc "\n";
- flush oc
- | Some _, None -> assert false
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Debugger and logger} *)
-
- (** log level
- * 0 -> logging disabled
- * 1 -> standard logging
- * >=2 -> verbose logging
- * default is 1 *)
-val get_log_level: unit -> int
-val set_log_level: int -> unit
-
- (** log a message through the logger with a given log level
- * level defaults to 1, higher level denotes more verbose messages which are
- * ignored with the default log_level *)
-val log: ?level: int -> string -> unit
-
- (** if set to Some fname, fname will be used as a logfile, otherwise stderr
- * will be used *)
-val get_log_file: unit -> string option
-val set_log_file: string option -> unit
-val close_log_file: unit -> unit
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let file_scheme_prefix = "file://"
-
-let trailing_dot_gz_RE = Pcre.regexp "\\.gz$" (* for g{,un}zip *)
-let url_RE = Pcre.regexp "^([\\w.-]+)(:(\\d+))?(/.*)?$"
-let http_scheme_RE = Pcre.regexp ~flags:[`CASELESS] "^http://"
-let file_scheme_RE = Pcre.regexp ~flags:[`CASELESS] ("^" ^ file_scheme_prefix)
-let dir_sep_RE = Pcre.regexp "/"
-let heading_slash_RE = Pcre.regexp "^/"
-
-let local_url =
- let rex = Pcre.regexp ("^(" ^ file_scheme_prefix ^ ")(.*)(.gz)$") in
- fun s ->
- try
- Some ((Pcre.extract ~rex s).(2))
- with Not_found -> None
-
-let bufsiz = 16384 (* for file system I/O *)
-let tcp_bufsiz = 4096 (* for TCP I/O *)
-
-let fold_file f init fname =
- let ic = open_in fname in
- let rec aux acc =
- let line = try Some (input_line ic) with End_of_file -> None in
- match line with
- | None -> acc
- | Some line -> aux (f line acc)
- in
- let res = try aux init with e -> close_in ic; raise e in
- close_in ic;
- res
-
-let iter_file f = fold_file (fun line _ -> f line) ()
-
-let iter_buf_size = 10240
-
-let iter_file_data f fname =
- let ic = open_in fname in
- let buf = String.create iter_buf_size in
- try
- while true do
- let bytes = input ic buf 0 iter_buf_size in
- if bytes = 0 then raise End_of_file;
- f (String.sub buf 0 bytes)
- done
- with End_of_file -> close_in ic
-
-let hashtbl_sorted_fold f tbl init =
- let sorted_keys =
- List.sort compare (Hashtbl.fold (fun key _ keys -> key::keys) tbl [])
- in
- List.fold_left (fun acc k -> f k (Hashtbl.find tbl k) acc) init sorted_keys
-
-let hashtbl_sorted_iter f tbl =
- let sorted_keys =
- List.sort compare (Hashtbl.fold (fun key _ keys -> key::keys) tbl [])
- in
- List.iter (fun k -> f k (Hashtbl.find tbl k)) sorted_keys
-
-let cp src dst =
- try
- let ic = open_in src in
- try
- let oc = open_out dst in
- let buf = String.create bufsiz in
- (try
- while true do
- let bytes = input ic buf 0 bufsiz in
- if bytes = 0 then raise End_of_file else output oc buf 0 bytes
- done
- with
- End_of_file -> ()
- );
- close_in ic; close_out oc
- with
- Sys_error s ->
- Http_getter_logger.log s;
- close_in ic
- | e ->
- Http_getter_logger.log (Printexc.to_string e);
- close_in ic;
- raise e
- with
- Sys_error s ->
- Http_getter_logger.log s
- | e ->
- Http_getter_logger.log (Printexc.to_string e);
- raise e
-
-let wget ?output url =
- Http_getter_logger.log
- (sprintf "wgetting %s (output: %s)" url
- (match output with None -> "default" | Some f -> f));
- match url with
- | url when Pcre.pmatch ~rex:file_scheme_RE url -> (* file:// *)
- (let src_fname = Pcre.replace ~rex:file_scheme_RE url in
- match output with
- | Some dst_fname -> cp src_fname dst_fname
- | None ->
- let dst_fname = Filename.basename src_fname in
- if src_fname <> dst_fname then
- cp src_fname dst_fname
- else (* src and dst are the same: do nothing *)
- ())
- | url when Pcre.pmatch ~rex:http_scheme_RE url -> (* http:// *)
- (let oc =
- open_out (match output with Some f -> f | None -> Filename.basename url)
- in
- Http_user_agent.get_iter (fun data -> output_string oc data) url;
- close_out oc)
- | scheme -> (* unsupported scheme *)
- failwith ("Http_getter_misc.wget: unsupported scheme: " ^ scheme)
-
-let gzip ?(keep = false) ?output fname =
- let output = match output with None -> fname ^ ".gz" | Some fname -> fname in
- Http_getter_logger.log ~level:3
- (sprintf "gzipping %s (keep: %b, output: %s)" fname keep output);
- let (ic, oc) = (open_in fname, Gzip.open_out output) in
- let buf = String.create bufsiz in
- (try
- while true do
- let bytes = input ic buf 0 bufsiz in
- if bytes = 0 then raise End_of_file else Gzip.output oc buf 0 bytes
- done
- with End_of_file -> ());
- close_in ic; Gzip.close_out oc;
- if not keep then Sys.remove fname
-;;
-
-let gunzip ?(keep = false) ?output fname =
- (* assumption: given file name ends with ".gz" or output is set *)
- let output =
- match output with
- | None ->
- if (Pcre.pmatch ~rex:trailing_dot_gz_RE fname) then
- Pcre.replace ~rex:trailing_dot_gz_RE fname
- else
- failwith
- "Http_getter_misc.gunzip: unable to determine output file name"
- | Some fname -> fname
- in
- Http_getter_logger.log ~level:3
- (sprintf "gunzipping %s (keep: %b, output: %s)" fname keep output);
- (* Open the zipped file manually since Gzip.open_in may
- * leak the descriptor if it raises an exception *)
- let zic = open_in fname in
- begin
- try
- let ic = Gzip.open_in_chan zic in
- let oc = open_out output in
- let buf = String.create bufsiz in
- (try
- while true do
- let bytes = Gzip.input ic buf 0 bufsiz in
- if bytes = 0 then raise End_of_file else Pervasives.output oc buf 0 bytes
- done
- with End_of_file -> ());
- close_out oc;
- Gzip.close_in ic
- with
- e -> close_in zic ; raise e
- end ;
- if not keep then Sys.remove fname
-;;
-
-let tempfile () = Filename.temp_file "http_getter_" ""
-
-exception Mkdir_failure of string * string;; (* dirname, failure reason *)
-let dir_perm = 0o755
-
-let mkdir ?(parents = false) dirname =
- let mkdirhier () =
- let (pieces, hd) =
- let split = Pcre.split ~rex:dir_sep_RE dirname in
- if Pcre.pmatch ~rex:heading_slash_RE dirname then
- (List.tl split, "/")
- else
- (split, "")
- in
- ignore
- (List.fold_left
- (fun pre dir ->
- let next_dir =
- sprintf "%s%s%s" pre (match pre with "/" | "" -> "" | _ -> "/") dir
- in
- (try
- (match (Unix.stat next_dir).Unix.st_kind with
- | Unix.S_DIR -> () (* dir component already exists, go on! *)
- | _ -> (* dir component already exists but isn't a dir, abort! *)
- raise
- (Mkdir_failure (dirname,
- sprintf "'%s' already exists but is not a dir" next_dir)))
- with Unix.Unix_error (Unix.ENOENT, "stat", _) ->
- (* dir component doesn't exists, create it and go on! *)
- Unix.mkdir next_dir dir_perm);
- next_dir)
- hd pieces)
- in
- if parents then mkdirhier () else Unix.mkdir dirname dir_perm
-
-let string_of_proc_status = function
- | Unix.WEXITED code -> sprintf "[Exited: %d]" code
- | Unix.WSIGNALED sg -> sprintf "[Killed: %d]" sg
- | Unix.WSTOPPED sg -> sprintf "[Stopped: %d]" sg
-
-let http_get url =
- if Pcre.pmatch ~rex:file_scheme_RE url then begin
- (* file:// URL. Read data from file system *)
- let fname = Pcre.replace ~rex:file_scheme_RE url in
- try
- let size = (Unix.stat fname).Unix.st_size in
- let buf = String.create size in
- let ic = open_in fname in
- really_input ic buf 0 size ;
- close_in ic;
- Some buf
- with Unix.Unix_error (Unix.ENOENT, "stat", _) -> None
- end else (* other URL, pass it to Http_user_agent *)
- try
- Some (Http_user_agent.get url)
- with e ->
- Http_getter_logger.log (sprintf
- "Warning: Http_user_agent failed on url %s with exception: %s"
- url (Printexc.to_string e));
- None
-
-let is_blank_line =
- let blank_line_RE = Pcre.regexp "(^#)|(^\\s*$)" in
- fun line ->
- Pcre.pmatch ~rex:blank_line_RE line
-
-let normalize_dir s = (* append "/" if missing *)
- let len = String.length s in
- try
- if s.[len - 1] = '/' then s
- else s ^ "/"
- with Invalid_argument _ -> (* string is empty *) "/"
-
-let strip_trailing_slash s =
- try
- let len = String.length s in
- if s.[len - 1] = '/' then String.sub s 0 (len - 1)
- else s
- with Invalid_argument _ -> s
-
-let strip_suffix ~suffix s =
- try
- let s_len = String.length s in
- let suffix_len = String.length suffix in
- let suffix_sub = String.sub s (s_len - suffix_len) suffix_len in
- if suffix_sub <> suffix then raise (Invalid_argument "");
- String.sub s 0 (s_len - suffix_len)
- with Invalid_argument _ ->
- raise (Invalid_argument "Http_getter_misc.strip_suffix")
-
-let rec list_uniq = function
- | [] -> []
- | h::[] -> [h]
- | h1::h2::tl when h1 = h2 -> list_uniq (h2 :: tl)
- | h1::tl (* when h1 <> h2 *) -> h1 :: list_uniq tl
-
-let extension s =
- try
- let idx = String.rindex s '.' in
- String.sub s idx (String.length s - idx)
- with Not_found -> ""
-
-let temp_file_of_uri uri =
- let flat_string s s' c =
- let cs = String.copy s in
- for i = 0 to (String.length s) - 1 do
- if String.contains s' s.[i] then cs.[i] <- c
- done;
- cs
- in
- let user = try Unix.getlogin () with _ -> "" in
- Filename.open_temp_file (user ^ flat_string uri ".-=:;!?/&" '_') ""
-
-let backtick cmd =
- let ic = Unix.open_process_in cmd in
- let res = input_line ic in
- ignore (Unix.close_process_in ic);
- res
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** 'mkdir' failed, arguments are: name of the directory to be created and
- failure reason *)
-exception Mkdir_failure of string * string
-
- (** @return Some localpart for URI belonging to the "file://" scheme, None for
- * other URIs
- * removes trailing ".gz", if any
- * e.g.: local_url "file:///etc/passwd.gz" = Some "/etc/passwd"
- * local_url "http://...." = None *)
-val local_url: string -> string option
-
- (** "fold_left" like function on file lines, trailing newline is not passed to
- the given function *)
-val fold_file : (string -> 'a -> 'a) -> 'a -> string -> 'a
-
- (* "iter" like function on file lines, trailing newline is not passed to the
- given function *)
-val iter_file : (string -> unit) -> string -> unit
-
- (* "iter" like function on file data chunks of fixed size *)
-val iter_file_data: (string -> unit) -> string -> unit
-
- (** like Hashtbl.fold but keys are processed ordered *)
-val hashtbl_sorted_fold :
- ('a -> 'b -> 'c -> 'c) -> ('a, 'b) Hashtbl.t -> 'c -> 'c
- (** like Hashtbl.iter but keys are processed ordered *)
-val hashtbl_sorted_iter : ('a -> 'b -> unit) -> ('a, 'b) Hashtbl.t -> unit
-
-val list_uniq: 'a list -> 'a list (* uniq unix filter on lists *)
-
- (** cp frontend *)
-val cp: string -> string -> unit
- (** wget frontend, if output is given it is the destination file, otherwise
- standard wget rules are used. Additionally this function support also the
- "file://" scheme for file system addressing *)
-val wget: ?output: string -> string -> unit
- (** gzip frontend. If keep = true original file will be kept, default is
- false. output is the file on which gzipped data will be saved, default is
- given file with an added ".gz" suffix *)
-val gzip: ?keep: bool -> ?output: string -> string -> unit
- (** gunzip frontend. If keep = true original file will be kept, default is
- false. output is the file on which gunzipped data will be saved, default is
- given file name without trailing ".gz" *)
-val gunzip: ?keep: bool -> ?output: string -> string -> unit
- (** tempfile frontend, return the name of created file. A special purpose
- suffix is used (actually "_http_getter" *)
-val tempfile: unit -> string
- (** mkdir frontend, if parents = true also parent directories will be created.
- If the given directory already exists doesn't act.
- parents defaults to false *)
-val mkdir: ?parents:bool -> string -> unit
-
- (** pretty printer for Unix.process_status values *)
-val string_of_proc_status : Unix.process_status -> string
-
- (** raw URL downloader, return Some the contents of downloaded resource or
- None if an error occured while downloading. This function support also
- "file://" scheme for filesystem resources *)
-val http_get: string -> string option
-
- (** true on blanks-only and #-commented lines, false otherwise *)
-val is_blank_line: string -> bool
-
-val normalize_dir: string -> string (** add trailing "/" if missing *)
-val strip_trailing_slash: string -> string
-val strip_suffix: suffix:string -> string -> string
-
-val extension: string -> string (** @return string part after rightmost "." *)
-
-val temp_file_of_uri: string -> string * out_channel
-
- (** execute a command and return first line of what it prints on stdout *)
-val backtick: string -> string
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open Http_getter_misc
-open Http_getter_types
-
-exception Not_found'
-exception Resource_not_found of string * string (** method, uri *)
-
-let index_fname = "INDEX"
-
-let trailing_slash_RE = Pcre.regexp "/$"
-let relative_RE_raw = "(^[^/]+(/[^/]+)*/?$)"
-let relative_RE = Pcre.regexp relative_RE_raw
-let file_scheme_RE_raw = "(^file://)"
-let extended_file_scheme_RE = Pcre.regexp "(^file:/+)"
-let file_scheme_RE = Pcre.regexp (relative_RE_raw ^ "|" ^ file_scheme_RE_raw)
-let http_scheme_RE = Pcre.regexp "^http://"
-let newline_RE = Pcre.regexp "\\n"
-let cic_scheme_sep_RE = Pcre.regexp ":/"
-let gz_suffix = ".gz"
-let gz_suffix_len = String.length gz_suffix
-
-let path_of_file_url url =
- assert (Pcre.pmatch ~rex:file_scheme_RE url);
- if Pcre.pmatch ~rex:relative_RE url then
- url
- else (* absolute path, add heading "/" if missing *)
- "/" ^ (Pcre.replace ~rex:extended_file_scheme_RE url)
-
- (** associative list regular expressions -> url prefixes
- * sorted with longest prefixes first *)
-let prefix_map = lazy (
- let map_w_length =
- List.map
- (fun (uri_prefix, url_prefix) ->
- let uri_prefix = normalize_dir uri_prefix in
- let url_prefix = normalize_dir url_prefix in
- let regexp = Pcre.regexp ("^(" ^ Pcre.quote uri_prefix ^ ")") in
- (regexp, String.length uri_prefix, uri_prefix, url_prefix))
- (Lazy.force Http_getter_env.prefixes)
- in
- let decreasing_length (_, len1, _, _) (_, len2, _, _) = compare len2 len1 in
- List.map
- (fun (regexp, len, uri_prefix, url_prefix) ->
- (regexp, strip_trailing_slash uri_prefix, url_prefix))
- (List.fast_sort decreasing_length map_w_length))
-
-let resolve_prefix uri =
- let matches =
- List.filter (fun (rex, _, _) -> Pcre.pmatch ~rex uri)
- (Lazy.force prefix_map)
- in
- match matches with
- | (rex, _, url_prefix) :: _ -> Pcre.replace_first ~rex ~templ:url_prefix uri
- | [] -> raise (Unresolvable_URI uri)
-
-let resolve_prefixes uri =
- let matches =
- List.filter (fun (rex, _, _) -> Pcre.pmatch ~rex uri)
- (Lazy.force prefix_map)
- in
- if matches = [] then raise (Unresolvable_URI uri);
- List.map
- (fun (rex, _, url_prefix) -> Pcre.replace_first ~rex ~templ:url_prefix uri)
- matches
-
-let exists_http _ url =
- Http_getter_wget.exists (url ^ gz_suffix) || Http_getter_wget.exists url
-
-let exists_file _ fname =
- Sys.file_exists (fname ^ gz_suffix) || Sys.file_exists fname
-
-let resolve_http _ url =
- try
- List.find Http_getter_wget.exists [ url ^ gz_suffix; url ]
- with Not_found -> raise Not_found'
-
-let resolve_file _ fname =
- try
- List.find Sys.file_exists [ fname ^ gz_suffix; fname ]
- with Not_found -> raise Not_found'
-
-let strip_gz_suffix fname =
- if extension fname = gz_suffix then
- String.sub fname 0 (String.length fname - gz_suffix_len)
- else
- fname
-
-let remove_duplicates l =
- Http_getter_misc.list_uniq (List.fast_sort Pervasives.compare l)
-
-let ls_file_single _ path_prefix =
- let is_dir fname = (Unix.stat fname).Unix.st_kind = Unix.S_DIR in
- let is_useless dir = try dir.[0] = '.' with _ -> false in
- let entries = ref [] in
- try
- let dir_handle = Unix.opendir path_prefix in
- (try
- while true do
- let entry = Unix.readdir dir_handle in
- if is_useless entry then
- ()
- else if is_dir (path_prefix ^ "/" ^ entry) then
- entries := normalize_dir entry :: !entries
- else
- entries := strip_gz_suffix entry :: !entries
- done
- with End_of_file -> Unix.closedir dir_handle);
- remove_duplicates !entries
- with Unix.Unix_error (_, "opendir", _) -> []
-
-let ls_http_single _ url_prefix =
- try
- let index = Http_getter_wget.get (normalize_dir url_prefix ^ index_fname) in
- Pcre.split ~rex:newline_RE index
- with Http_client_error _ -> raise Not_found'
-
-let get_file _ path =
- if Sys.file_exists (path ^ gz_suffix) then
- path ^ gz_suffix
- else if Sys.file_exists path then
- path
- else
- raise Not_found'
-
-let get_http uri url =
- let scheme, path =
- match Pcre.split ~rex:cic_scheme_sep_RE uri with
- | [scheme; path] -> scheme, path
- | _ -> assert false
- in
- let cache_name =
- sprintf "%s%s/%s" (Lazy.force Http_getter_env.cache_dir) scheme path
- in
- if Sys.file_exists (cache_name ^ gz_suffix) then
- cache_name ^ gz_suffix
- else if Sys.file_exists cache_name then
- cache_name
- else begin (* fill cache *)
- Http_getter_misc.mkdir ~parents:true (Filename.dirname cache_name);
- (try
- Http_getter_wget.get_and_save (url ^ gz_suffix) (cache_name ^ gz_suffix);
- cache_name ^ gz_suffix
- with Http_client_error _ ->
- (try
- Http_getter_wget.get_and_save url cache_name;
- cache_name
- with Http_client_error _ ->
- raise Not_found'))
- end
-
-let remove_file _ path =
- if Sys.file_exists (path ^ gz_suffix) then Sys.remove (path ^ gz_suffix);
- if Sys.file_exists path then Sys.remove path
-
-let remove_http _ _ =
- prerr_endline "Http_getter_storage.remove: not implemented for HTTP scheme";
- assert false
-
-type 'a storage_method = {
- name: string;
- file: string -> string -> 'a; (* unresolved uri, resolved uri *)
- http: string -> string -> 'a; (* unresolved uri, resolved uri *)
-}
-
-let normalize_root uri = (* add trailing slash to roots *)
- try
- if uri.[String.length uri - 1] = ':' then uri ^ "/"
- else uri
- with Invalid_argument _ -> uri
-
-let invoke_method storage_method uri url =
- try
- if Pcre.pmatch ~rex:file_scheme_RE url then
- storage_method.file uri (path_of_file_url url)
- else if Pcre.pmatch ~rex:http_scheme_RE url then
- storage_method.http uri url
- else
- raise (Unsupported_scheme url)
- with Not_found' -> raise (Resource_not_found (storage_method.name, uri))
-
-let dispatch_single storage_method uri =
- assert (extension uri <> gz_suffix);
- let uri = normalize_root uri in
- let url = resolve_prefix uri in
- invoke_method storage_method uri url
-
-let dispatch_multi storage_method uri =
- let urls = resolve_prefixes uri in
- let rec aux = function
- | [] -> raise (Resource_not_found (storage_method.name, uri))
- | url :: tl ->
- (try
- invoke_method storage_method uri url
- with Resource_not_found _ -> aux tl)
- in
- aux urls
-
-let exists =
- dispatch_single { name = "exists"; file = exists_file; http = exists_http }
-
-let resolve =
- dispatch_single { name = "resolve"; file = resolve_file; http = resolve_http }
-
-let ls_single =
- dispatch_single { name = "ls"; file = ls_file_single; http = ls_http_single }
-
-let remove =
- dispatch_single { name = "remove"; file = remove_file; http = remove_http }
-
-let filename ?(find = false) =
- if find then
- dispatch_multi { name = "filename"; file = get_file; http = get_http }
- else
- dispatch_single { name = "filename"; file = get_file; http = get_http }
-
- (* ls_single performs ls only below a single prefix, but prefixes which have
- * common prefix (sorry) with a given one may need to be considered as well
- * for example: when doing "ls cic:/" we would like to see the "cic:/matita"
- * directory *)
-let ls uri_prefix =
-(* prerr_endline ("Http_getter_storage.ls " ^ uri_prefix); *)
- let direct_results = ls_single uri_prefix in
- List.fold_left
- (fun results (_, uri_prefix', _) ->
- if Filename.dirname uri_prefix' = strip_trailing_slash uri_prefix then
- (Filename.basename uri_prefix' ^ "/") :: results
- else
- results)
- direct_results
- (Lazy.force prefix_map)
-
-let clean_cache () =
- ignore (Sys.command
- (sprintf "rm -rf %s/" (Lazy.force Http_getter_env.cache_dir)))
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** Transparent handling of local/remote getter resources.
- * Configuration of this module are prefix mappings (see
- * Http_getter_env.prefixes). All functions of this module take as input an URI,
- * resolve it using mappings and act on the resulting resource which can be
- * local (file:/// scheme or relative path) or remote via HTTP (http:// scheme).
- *
- * Each resource could be either compressed (trailing ".gz") or non-compressed.
- * All functions of this module will first loook for the compressed resource
- * (i.e. the asked one ^ ".gz"), falling back to the non-compressed one.
- *
- * All filenames returned by functions of this module exists on the filesystem
- * after function's return.
- *
- * Almost all functions may raise Resource_not_found, the following invariant
- * holds: that exception is raised iff exists return false on a given resource
- * *)
-
-exception Resource_not_found of string * string (** method, uri *)
-
- (** @return a list of string where dir are returned with a trailing "/" *)
-val ls: string -> string list
-
-
- (** @return the filename of the resource corresponding to a given uri. Handle
- * download and caching for remote resources.
- * @param find if set to true all matching prefixes will be searched for the
- * asked resource, if not only the best matching prefix will be used. Note
- * that the search is performed only if the asked resource is not found in
- * cache (i.e. to perform the find again you need to clean the cache).
- * Defaults to false *)
-val filename: ?find:bool -> string -> string
-
- (** only works for local resources
- * if both compressed and non-compressed versions of a resource exist, both of
- * them are removed *)
-val remove: string -> unit
-
-val exists: string -> bool
-val resolve: string -> string
-
-val clean_cache: unit -> unit
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Bad_request of string
-exception Unresolvable_URI of string
-exception Invalid_URI of string
-exception Invalid_URL of string
-exception Invalid_RDF_class of string
-exception Internal_error of string
-exception Cache_failure of string
-exception Dtd_not_found of string (* dtd's url *)
-exception Key_already_in of string;;
-exception Key_not_found of string;;
-exception Http_client_error of string * string (* url, error message *)
-exception Unsupported_scheme of string (** unsupported url scheme *)
-
-type encoding = [ `Normal | `Gzipped ]
-type answer_format = [ `Text | `Xml ]
-type ls_flag = No | Yes | Ann
-type ls_object =
- {
- uri: string;
- ann: bool;
- types: ls_flag;
- body: ls_flag;
- proof_tree: ls_flag;
- }
-type ls_item =
- | Ls_section of string
- | Ls_object of ls_object
-
-type xml_uri =
- | Cic of string
- | Theory of string
-type rdf_uri = string * xml_uri
-type nuprl_uri = string
-type uri =
- | Cic_uri of xml_uri
- | Nuprl_uri of nuprl_uri
- | Rdf_uri of rdf_uri
-
-module StringSet = Set.Make (String)
-
+++ /dev/null
-(* Copyright (C) 2000-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Http_getter_types
-
-let send cmd =
- try
- ignore (Http_user_agent.get cmd)
- with exn -> raise (Http_client_error (cmd, Printexc.to_string exn))
-
-let get url =
- try
- Http_user_agent.get url
- with exn -> raise (Http_client_error (Printexc.to_string exn, url))
-
-let get_and_save url dest_filename =
- let out_channel = open_out dest_filename in
- (try
- Http_user_agent.get_iter (output_string out_channel) url;
- with exn ->
- close_out out_channel;
- Sys.remove dest_filename;
- raise (Http_client_error (Printexc.to_string exn, url)));
- close_out out_channel
-
-let get_and_save_to_tmp url =
- let flat_string s s' c =
- let cs = String.copy s in
- for i = 0 to (String.length s) - 1 do
- if String.contains s' s.[i] then cs.[i] <- c
- done;
- cs
- in
- let user = try Unix.getlogin () with _ -> "" in
- let tmp_file =
- Filename.temp_file (user ^ flat_string url ".-=:;!?/&" '_') ""
- in
- get_and_save url tmp_file;
- tmp_file
-
-let exists url =
- try
- ignore (Http_user_agent.head url);
- true
- with Http_user_agent.Http_error _ -> false
-
+++ /dev/null
-(* Copyright (C) 2000-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (** try to guess if an HTTP resource exists using HEAD request
- * @return true if HEAD response code = 200 *)
-val exists: string -> bool
-
-val get: string -> string
-val get_and_save: string -> string -> unit
-val get_and_save_to_tmp: string -> string
-
-val send: string -> unit
-
+++ /dev/null
-#!/usr/bin/perl -w
-# To be invoked in a directory where a tree of XML files of the HELM library is
-# rooted. This script will then creates INDEX files in all directories of the
-# tree.
-use strict;
-my $index_fname = "INDEX";
-sub getcwd() {
- my $pwd = `pwd`;
- chomp $pwd;
- return $pwd;
-}
-sub add_trailing_slash($) {
- my ($dir) = @_;
- return $dir if ($dir =~ /\/$/);
- return "$dir/";
-}
-sub indexable($) {
- my ($fname) = @_;
- return 1 if ($fname =~ /\.(ind|types|body|var|theory).xml/);
- return 0;
-}
-my @todo = (getcwd());
-while (my $dir = shift @todo) {
- print "$dir\n";
- chdir $dir or die "Can't chdir to $dir\n";
- open LS, 'ls | sed \'s/\\.gz//\' | sort | uniq |';
- open INDEX, "> $index_fname"
- or die "Can't open $index_fname in " . getcwd() . "\n";
- while (my $entry = <LS>) {
- chomp $entry;
- if (-d $entry) {
- print INDEX add_trailing_slash($entry) . "\n";
- push @todo, getcwd() . "/$entry";
- } else {
- print INDEX "$entry\n" if indexable($entry);
- }
- }
- close INDEX;
- close LS;
-}
+++ /dev/null
-<helm_registry>
- <section name="getter">
- <key name="cache_dir">/tmp/helm/cache</key>
- <key name="dtd_dir">/projects/helm/xml/dtd</key>
- <key name="port">58081</key>
- <key name="log_level">180</key>
- <key name="log_file">http_getter.log</key>
- <key name="prefix">
- theory:/ file:///projects/helm/library/theories/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/stylesheets_ccorn/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/stylesheets_hanane/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/on-line/xslt/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/nuprl/NuPRL/nuprl_stylesheets/
- </key>
- <key name="prefix">
- nuprl:/ http://www.cs.uwyo.edu/~nuprl/helm-library/
- </key>
- <key name="prefix">
- cic:/ file:///projects/helm/library/coq_contribs/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/stylesheets/
- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/stylesheets/generated/
- </key>
- <key name="prefix">
- theory:/residual_theory_in_lambda_calculus/
- http://helm.cs.unibo.it/~sacerdot/huet_lambda_calculus_mowgli/residual_theory_in_lambda_calculus/
- </key>
- <key name="prefix">
- theory:/IDA/
- http://mowgli.cs.unibo.it/~sacerdot/ida/IDA/
- </key>
- </section>
-</helm_registry>
+++ /dev/null
-
-let _ = Helm_registry.load_from "foo.conf.xml"
-let fname = Http_getter.getxml ~format:`Normal ~patch_dtd:true Sys.argv.(1) in
-let ic = open_in fname in
-(try
- while true do
- let line = input_line ic in
- print_endline line
- done
-with End_of_file -> ())
-
+++ /dev/null
-hbugs_client_gui.ml
-hbugs_client_gui.mli
-.generated_tutors.ml
-.tutors.ml
-*.cma
-*.cmi
-*.cmo
-*.cmx
-*.cmxa
+++ /dev/null
-hbugs_common.cmi: hbugs_types.cmi
-hbugs_id_generator.cmi: hbugs_types.cmi
-hbugs_messages.cmi: hbugs_types.cmi
-hbugs_client.cmi: hbugs_types.cmi
-hbugs_misc.cmo: hbugs_misc.cmi
-hbugs_misc.cmx: hbugs_misc.cmi
-hbugs_common.cmo: hbugs_types.cmi hbugs_common.cmi
-hbugs_common.cmx: hbugs_types.cmi hbugs_common.cmi
-hbugs_id_generator.cmo: hbugs_id_generator.cmi
-hbugs_id_generator.cmx: hbugs_id_generator.cmi
-hbugs_messages.cmo: hbugs_types.cmi hbugs_misc.cmi hbugs_messages.cmi
-hbugs_messages.cmx: hbugs_types.cmi hbugs_misc.cmx hbugs_messages.cmi
-hbugs_client_gui.cmo: hbugs_client_gui.cmi
-hbugs_client_gui.cmx: hbugs_client_gui.cmi
-hbugs_client.cmo: hbugs_types.cmi hbugs_misc.cmi hbugs_messages.cmi \
- hbugs_id_generator.cmi hbugs_common.cmi hbugs_client_gui.cmi \
- hbugs_client.cmi
-hbugs_client.cmx: hbugs_types.cmi hbugs_misc.cmx hbugs_messages.cmx \
- hbugs_id_generator.cmx hbugs_common.cmx hbugs_client_gui.cmx \
- hbugs_client.cmi
+++ /dev/null
-
-# Targets description:
-# all (default) -> builds hbugs bytecode library hbugs.cma
-# opt -> builds hbugs native library hbugs.cmxa
-# daemons -> builds hbugs broker and tutors executables
-#
-# start -> starts up broker and tutors
-# stop -> stop broker and tutors
-#
-# broker -> builds broker executable
-# tutors -> builds tutors executables
-# client -> builds hbugs client
-
-PACKAGE = hbugs
-REQUIRES = \
- pcre lablgtk2.glade \
- helm-thread helm-xml helm-pxp helm-tactics helm-registry
-
-IMPLEMENTATION_FILES = \
- hbugs_misc.ml \
- hbugs_common.ml \
- hbugs_id_generator.ml \
- hbugs_messages.ml \
- hbugs_client_gui.ml \
- hbugs_client.ml
-INTERFACE_FILES = \
- hbugs_types.mli \
- $(patsubst %.ml, %.mli, $(IMPLEMENTATION_FILES))
-
-include ../Makefile.common
-include .tutors.ml
-include .generated_tutors.ml
-
-.tutors.ml:
- echo -n "TUTORS_ML = " > $@
- scripts/ls_tutors.ml | xargs >> $@
-.generated_tutors.ml:
- echo -n "GENERATED_TUTORS_ML = " > $@
- scripts/ls_tutors.ml -auto | xargs >> $@
-
-TUTORS = $(patsubst %.ml, %, $(TUTORS_ML))
-TUTORS_OPT = $(patsubst %, %.opt, $(TUTORS))
-GENERATED_TUTORS = $(patsubst %.ml, %, $(GENERATED_TUTORS_ML))
-
-hbugs_client_gui.ml hbugs_client_gui.mli: hbugs_client_gui.glade
- lablgladecc2 $< > hbugs_client_gui.ml
- $(OCAMLC) -i hbugs_client_gui.ml > hbugs_client_gui.mli
-
-clean: clean_mains
-.PHONY: clean_mains
-clean_mains:
- rm -f $(TUTORS) $(TUTORS_OPT) broker{,.opt} client{,.opt}
-distclean: clean
- rm -f $(GENERATED_TUTORS_ML) hbugs_client_gui.ml{,i}
- rm -f .tutors.ml .generated_tutors.ml
-
-MAINS_DEPS = \
- hbugs_misc.cmo \
- hbugs_messages.cmo \
- hbugs_id_generator.cmo
-TUTOR_DEPS = $(MAINS_DEPS) \
- hbugs_tutors.cmo
-BROKER_DEPS = $(MAINS_DEPS) \
- hbugs_broker_registry.cmo
-CLIENT_DEPS = $(MAINS_DEPS) \
- hbugs_client_gui.cmo \
- hbugs_common.cmo \
- hbugs_client.cmo
-TUTOR_DEPS_OPT = $(patsubst %.cmo, %.cmx, $(TUTOR_DEPS))
-BROKER_DEPS_OPT = $(patsubst %.cmo, %.cmx, $(BROKER_DEPS))
-CLIENT_DEPS_OPT = $(patsubst %.cmo, %.cmx, $(CLIENT_DEPS))
-$(GENERATED_TUTORS_ML): scripts/build_tutors.ml data/tutors_index.xml data/hbugs_tutor.TPL.ml
- scripts/build_tutors.ml
-hbugs_tutors.cmo: hbugs_tutors.cmi
-hbugs_broker_registry.cmo: hbugs_broker_registry.cmi
-.PHONY: daemons
-daemons: tutors broker
-.PHONY: tutors
-tutors: all $(TUTORS)
-%_tutor: $(TUTOR_DEPS) %_tutor.ml
- $(OCAMLC) -linkpkg -o $@ $^
-%_tutor.opt: $(TUTOR_DEPS_OPT) %_tutor.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-broker: $(BROKER_DEPS) broker.ml
- $(OCAMLC) -linkpkg -o $@ $^
-broker.opt: $(BROKER_DEPS_OPT) broker.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-client: $(CLIENT_DEPS) client.ml
- $(OCAMLC) -linkpkg -o $@ $^
-client.opt: $(CLIENT_DEPS_OPT) client.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-
-.PHONY: start stop
-start:
- scripts/brokerctl.sh start
- scripts/sabba.sh start
-stop:
- scripts/brokerctl.sh stop
- scripts/sabba.sh stop
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-open Printf;;
-
-let debug = true ;;
-let debug_print s = if debug then prerr_endline (Lazy.force s) ;;
-
-let daemon_name = "H-Bugs Broker" ;;
-let default_port = 49081 ;;
-let port_env_var = "HELM_HBUGS_BROKER_PORT" ;;
-let port =
- try
- int_of_string (Sys.getenv port_env_var)
- with
- | Not_found -> default_port
- | Failure "int_of_string" ->
- prerr_endline "Warning: invalid port, reverting to default";
- default_port
-;;
-let usage_string = "HBugs Broker: usage string not yet written :-(";;
-
-exception Unexpected_msg of message;;
-
-let return_xml_msg body outchan =
- Http_daemon.respond ~headers:["Content-Type", "text/xml"] ~body outchan
-;;
-let parse_musing_id = function
- | Musing_started (_, musing_id) ->
- prerr_endline ("#### Started musing ID: " ^ musing_id);
- musing_id
- | Musing_aborted (_, musing_id) -> musing_id
- | msg ->
- prerr_endline (sprintf "Assertion failed, received msg: %s"
- (Hbugs_messages.string_of_msg msg));
- assert false
-;;
-
-let do_critical =
- let mutex = Mutex.create () in
- fun action ->
- try
-(* debug_print (lazy "Acquiring lock ..."); *)
- Mutex.lock mutex;
-(* debug_print (lazy "Lock Acquired!"); *)
- let res = Lazy.force action in
-(* debug_print (lazy "Releaseing lock ..."); *)
- Mutex.unlock mutex;
-(* debug_print (lazy "Lock released!"); *)
- res
- with e -> Mutex.unlock mutex; raise e
-;;
-
- (* registries *)
-let clients = new Hbugs_broker_registry.clients in
-let tutors = new Hbugs_broker_registry.tutors in
-let musings = new Hbugs_broker_registry.musings in
-let registries =
- [ (clients :> Hbugs_broker_registry.registry);
- (tutors :> Hbugs_broker_registry.registry);
- (musings :> Hbugs_broker_registry.registry) ]
-in
-
-let my_own_id = Hbugs_id_generator.new_broker_id () in
-
- (* debugging: dump broker internal status, used by '/dump' method *)
-let dump_registries () =
- assert debug;
- String.concat "\n" (List.map (fun o -> o#dump) registries)
-in
-
-let handle_msg outchan msg =
- (* messages from clients *)
- (match msg with
-
- | Help ->
- Hbugs_messages.respond_msg (Usage usage_string) outchan
- | Register_client (client_id, client_url) -> do_critical (lazy (
- try
- clients#register client_id client_url;
- Hbugs_messages.respond_msg (Client_registered my_own_id) outchan
- with Hbugs_broker_registry.Client_already_in id ->
- Hbugs_messages.respond_exc "already_registered" id outchan
- ))
- | Unregister_client client_id -> do_critical (lazy (
- if clients#isAuthenticated client_id then begin
- clients#unregister client_id;
- Hbugs_messages.respond_msg (Client_unregistered my_own_id) outchan
- end else
- Hbugs_messages.respond_exc "forbidden" client_id outchan
- ))
- | List_tutors client_id -> do_critical (lazy (
- if clients#isAuthenticated client_id then begin
- Hbugs_messages.respond_msg
- (Tutor_list (my_own_id, tutors#index))
- outchan
- end else
- Hbugs_messages.respond_exc "forbidden" client_id outchan
- ))
- | Subscribe (client_id, tutor_ids) -> do_critical (lazy (
- if clients#isAuthenticated client_id then begin
- if List.length tutor_ids <> 0 then begin (* at least one tutor id *)
- if List.for_all tutors#exists tutor_ids then begin
- clients#subscribe client_id tutor_ids;
- Hbugs_messages.respond_msg
- (Subscribed (my_own_id, tutor_ids)) outchan
- end else (* required subscription to at least one unexistent tutor *)
- let missing_tutors =
- List.filter (fun id -> not (tutors#exists id)) tutor_ids
- in
- Hbugs_messages.respond_exc
- "tutor_not_found" (String.concat " " missing_tutors) outchan
- end else (* no tutor id specified *)
- Hbugs_messages.respond_exc "no_tutor_specified" "" outchan
- end else
- Hbugs_messages.respond_exc "forbidden" client_id outchan
- ))
- | State_change (client_id, new_state) -> do_critical (lazy (
- if clients#isAuthenticated client_id then begin
- let active_musings = musings#getByClientId client_id in
- prerr_endline (sprintf "ACTIVE MUSINGS: %s" (String.concat ", " active_musings));
- if List.length active_musings = 0 then
- prerr_endline ("No active musings for client " ^ client_id);
- prerr_endline "CSC: State change!!!" ;
- let stop_answers =
- List.map (* collect Abort_musing message's responses *)
- (fun id -> (* musing id *)
- let tutor = snd (musings#getByMusingId id) in
- Hbugs_messages.submit_req
- ~url:(tutors#getUrl tutor) (Abort_musing (my_own_id, id)))
- active_musings
- in
- let stopped_musing_ids = List.map parse_musing_id stop_answers in
- List.iter musings#unregister active_musings;
- (match new_state with
- | Some new_state -> (* need to start new musings *)
- let subscriptions = clients#getSubscription client_id in
- if List.length subscriptions = 0 then
- prerr_endline ("No subscriptions for client " ^ client_id);
- let started_musing_ids =
- List.map (* register new musings and collect their ids *)
- (fun tutor_id ->
- let res =
- Hbugs_messages.submit_req
- ~url:(tutors#getUrl tutor_id)
- (Start_musing (my_own_id, new_state))
- in
- let musing_id = parse_musing_id res in
- musings#register musing_id client_id tutor_id;
- musing_id)
- subscriptions
- in
- Hbugs_messages.respond_msg
- (State_accepted (my_own_id, stopped_musing_ids, started_musing_ids))
- outchan
- | None -> (* no need to start new musings *)
- Hbugs_messages.respond_msg
- (State_accepted (my_own_id, stopped_musing_ids, []))
- outchan)
- end else
- Hbugs_messages.respond_exc "forbidden" client_id outchan
- ))
-
- (* messages from tutors *)
-
- | Register_tutor (tutor_id, tutor_url, hint_type, dsc) -> do_critical (lazy (
- try
- tutors#register tutor_id tutor_url hint_type dsc;
- Hbugs_messages.respond_msg (Tutor_registered my_own_id) outchan
- with Hbugs_broker_registry.Tutor_already_in id ->
- Hbugs_messages.respond_exc "already_registered" id outchan
- ))
- | Unregister_tutor tutor_id -> do_critical (lazy (
- if tutors#isAuthenticated tutor_id then begin
- tutors#unregister tutor_id;
- Hbugs_messages.respond_msg (Tutor_unregistered my_own_id) outchan
- end else
- Hbugs_messages.respond_exc "forbidden" tutor_id outchan
- ))
-
- | Musing_completed (tutor_id, musing_id, result) -> do_critical (lazy (
- if not (tutors#isAuthenticated tutor_id) then begin (* unauthorized *)
- Hbugs_messages.respond_exc "forbidden" tutor_id outchan;
- end else if not (musings#isActive musing_id) then begin (* too late *)
- Hbugs_messages.respond_msg (Too_late (my_own_id, musing_id)) outchan;
- end else begin (* all is ok: autorhized and on time *)
- (match result with
- | Sorry -> ()
- | Eureka hint ->
- let client_url =
- clients#getUrl (fst (musings#getByMusingId musing_id))
- in
- let res =
- Hbugs_messages.submit_req ~url:client_url (Hint (my_own_id, hint))
- in
- (match res with
- | Wow _ -> () (* ok: client is happy with our hint *)
- | unexpected_msg ->
- prerr_endline
- (sprintf
- "Warning: unexpected msg from client: %s\nExpected was: Wow"
- (Hbugs_messages.string_of_msg msg))));
- Hbugs_messages.respond_msg (Thanks (my_own_id, musing_id)) outchan;
- musings#unregister musing_id
- end
- ))
-
- | msg -> (* unexpected message *)
- debug_print (lazy "Unknown message!");
- Hbugs_messages.respond_exc
- "unexpected_msg" (Hbugs_messages.string_of_msg msg) outchan)
-in
-(* (* DEBUGGING wrapper around 'handle_msg' *)
-let handle_msg outchan =
- if debug then
- (fun msg -> (* filter handle_msg through a function which dumps input
- messages *)
- debug_print (lazy (Hbugs_messages.string_of_msg msg));
- handle_msg outchan msg)
- else
- handle_msg outchan
-in
-*)
-
- (* thread action *)
-let callback (req: Http_types.request) outchan =
- try
- debug_print (lazy ("Connection from " ^ req#clientAddr));
- debug_print (lazy ("Received request: " ^ req#path));
- (match req#path with
- (* TODO write help message *)
- | "/help" -> return_xml_msg "<help> not yet written </help>" outchan
- | "/act" ->
- let msg = Hbugs_messages.msg_of_string req#body in
- handle_msg outchan msg
- | "/dump" ->
- if debug then
- Http_daemon.respond ~body:(dump_registries ()) outchan
- else
- Http_daemon.respond_error ~code:400 outchan
- | _ -> Http_daemon.respond_error ~code:400 outchan);
- debug_print (lazy "Done!\n")
- with
- | Http_types.Param_not_found attr_name ->
- Hbugs_messages.respond_exc "missing_parameter" attr_name outchan
- | exc ->
- Hbugs_messages.respond_exc
- "uncaught_exception" (Printexc.to_string exc) outchan
-in
-
- (* thread who cleans up ancient client/tutor/musing registrations *)
-let ragman () =
- let delay = 3600.0 in (* 1 hour delay *)
- while true do
- Thread.delay delay;
- List.iter (fun o -> o#purge) registries
- done
-in
-
- (* start daemon *)
-printf "Listening on port %d ...\n" port;
-flush stdout;
-ignore (Thread.create ragman ());
-Http_daemon.start' ~port ~mode:`Thread callback
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_common;;
-open Printf;;
-
-let client =
- new Hbugs_client.hbugsClient
- ~use_hint_callback:
- (fun hint ->
- prerr_endline (sprintf "Using hint: %s" (string_of_hint hint)))
- ~describe_hint_callback:
- (fun hint ->
- prerr_endline (sprintf "Describing hint: %s" (string_of_hint hint)))
- ()
-in
-client#show ();
-GtkThread.main ()
-
+++ /dev/null
-*.environment
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module TutorDescription =
- struct
- let addr = "@ADDR@"
- let port = @PORT@
- let tactic = @TACTIC@
- let hint = @HINT@
- let hint_type = "@HINT_TYPE@"
- let description = "@DESCRIPTION@"
- let environment_file = "@ENVIRONMENT_FILE@"
- end
-;;
-module Tutor = Hbugs_tutors.BuildTutor (TutorDescription) ;;
-Tutor.start () ;;
-
+++ /dev/null
-<!--
- Data used to fill template "hbugs_tutor.TPL.ml"
-
- @ADDR@ tutor ip address
- @PORT@ tutor tcp port
- @TACTIC@ tactic to use (OCaml function, must have type
- ProofEngineTypes.tactic)
- @HINT@ hint to be sent to client (content of Hbugs_types.Eureka
- type constructor, must have type Hbugs_types.hint, see
- hbugs_types.ml)
- @HINT_TYPE@ hint type (3rd argument of Hbugs_types.Register_tutor type
- constructor, must have type Hbugs_types.hint_type)
- @DESCRIPTION@ human readable tutor description
- @ENVIRONMENT_FILE@ file from which restore proof checking environment on boot
-
- "source" attribute corresponding OCaml source file
-
- INVARIANT: XML element name below are lowercase version of @TAGS@ used in
- template
-
- TODO: hint type isn't yet well formalized
--->
-
-<tutors>
-
- <!-- DEBUGGING -->
-<!--
- <tutor source="wait_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50111</port>
- <tactic>Wait.wait_tac</tactic>
- <hint>Hbugs_types.Use_ring_Luke</hint>
- <hint_type>Use Ring Luke</hint_type>
- <description>WAIT FOREVER tutor</description>
- <environment_file>wait.environment</environment_file>
- </tutor>
--->
-
- <tutor source="ring_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50001</port>
- <tactic>Ring.ring_tac</tactic>
- <hint>Hbugs_types.Use_ring_Luke</hint>
- <hint_type>Use Ring Luke</hint_type>
- <description>Ring tutor</description>
- <environment_file>ring.environment</environment_file>
- </tutor>
- <tutor source="fourier_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50002</port>
- <tactic>FourierR.fourier_tac</tactic>
- <hint>Hbugs_types.Use_fourier_Luke</hint>
- <hint_type>Use Fourier Luke</hint_type>
- <description>Fourier tutor</description>
- <environment_file>fourier.environment</environment_file>
- </tutor>
- <tutor source="reflexivity_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50003</port>
- <tactic>EqualityTactics.reflexivity_tac</tactic>
- <hint>Hbugs_types.Use_reflexivity_Luke</hint>
- <hint_type>Use Reflexivity Luke</hint_type>
- <description>Reflexivity tutor</description>
- <environment_file>reflexivity.environment</environment_file>
- </tutor>
- <tutor source="symmetry_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50004</port>
- <tactic>EqualityTactics.symmetry_tac</tactic>
- <hint>Hbugs_types.Use_symmetry_Luke</hint>
- <hint_type>Use Symmetry Luke</hint_type>
- <description>Symmetry tutor</description>
- <environment_file>symmetry.environment</environment_file>
- </tutor>
- <tutor source="assumption_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50005</port>
- <tactic>VariousTactics.assumption_tac</tactic>
- <hint>Hbugs_types.Use_assumption_Luke</hint>
- <hint_type>Use Assumption Luke</hint_type>
- <description>Assumption tutor</description>
- <environment_file>assumption.environment</environment_file>
- </tutor>
- <tutor source="contradiction_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50006</port>
- <tactic>NegationTactics.contradiction_tac</tactic>
- <hint>Hbugs_types.Use_contradiction_Luke</hint>
- <hint_type>Use Contradiction Luke</hint_type>
- <description>Contradiction tutor</description>
- <environment_file>contradiction.environment</environment_file>
- </tutor>
- <tutor source="exists_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50007</port>
- <tactic>IntroductionTactics.exists_tac</tactic>
- <hint>Hbugs_types.Use_exists_Luke</hint>
- <hint_type>Use Exists Luke</hint_type>
- <description>Exists tutor</description>
- <environment_file>exists.environment</environment_file>
- </tutor>
- <tutor source="split_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50008</port>
- <tactic>IntroductionTactics.split_tac</tactic>
- <hint>Hbugs_types.Use_split_Luke</hint>
- <hint_type>Use Split Luke</hint_type>
- <description>Split tutor</description>
- <environment_file>split.environment</environment_file>
- </tutor>
- <tutor source="left_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50009</port>
- <tactic>IntroductionTactics.left_tac</tactic>
- <hint>Hbugs_types.Use_left_Luke</hint>
- <hint_type>Use Left Luke</hint_type>
- <description>Left tutor</description>
- <environment_file>left.environment</environment_file>
- </tutor>
- <tutor source="right_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50010</port>
- <tactic>IntroductionTactics.right_tac</tactic>
- <hint>Hbugs_types.Use_right_Luke</hint>
- <hint_type>Use Right Luke</hint_type>
- <description>Right tutor</description>
- <environment_file>right.environment</environment_file>
- </tutor>
- <tutor source="search_pattern_apply_tutor.ml">
- <no_auto /> <!-- this imply that settings below are not significant -->
- <addr>127.0.0.1</addr>
- <port>50011</port>
- <tactic>PrimitiveTactics.apply_tac</tactic>
- <hint>Hbugs_types.Use_apply_Luke</hint>
- <hint_type>Use Apply Luke (with argument)</hint_type>
- <description>Search pattern apply tutor</description>
- <environment_file>search_pattern_apply.environment</environment_file>
- </tutor>
-</tutors>
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_misc;;
-open Hbugs_types;;
-open Printf;;
-
-exception Client_already_in of client_id;;
-exception Client_not_found of client_id;;
-exception Musing_already_in of musing_id;;
-exception Musing_not_found of musing_id;;
-exception Tutor_already_in of tutor_id;;
-exception Tutor_not_found of tutor_id;;
-
-class type registry =
- object
- method dump: string
- method purge: unit
- end
-
-let expire_time = 1800. (* 30 minutes *)
-
-class clients =
- object (self)
-
- inherit ThreadSafe.threadSafe
-(*
- (* <DEBUGGING> *)
- method private doCritical: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doWriter: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doReader: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- (* </DEBUGGING> *)
-*)
-
- val timetable: (client_id, float) Hashtbl.t = Hashtbl.create 17
- val urls: (client_id, string) Hashtbl.t = Hashtbl.create 17
- val subscriptions: (client_id, tutor_id list) Hashtbl.t = Hashtbl.create 17
-
- (** INVARIANT: each client registered has an entry in 'urls' hash table
- _and_ in 'subscriptions hash table even if it hasn't yet invoked
- 'subscribe' method *)
-
- method register id url = self#doWriter (lazy (
- if Hashtbl.mem urls id then
- raise (Client_already_in id)
- else begin
- Hashtbl.add urls id url;
- Hashtbl.add subscriptions id [];
- Hashtbl.add timetable id (Unix.time ())
- end
- ))
- method private remove id =
- Hashtbl.remove urls id;
- Hashtbl.remove subscriptions id;
- Hashtbl.remove timetable id
- method unregister id = self#doWriter (lazy (
- if Hashtbl.mem urls id then
- self#remove id
- else
- raise (Client_not_found id)
- ))
- method isAuthenticated id = self#doReader (lazy (
- Hashtbl.mem urls id
- ))
- method subscribe client_id tutor_ids = self#doWriter (lazy (
- if Hashtbl.mem urls client_id then
- Hashtbl.replace subscriptions client_id tutor_ids
- else
- raise (Client_not_found client_id)
- ))
- method getUrl id = self#doReader (lazy (
- if Hashtbl.mem urls id then
- Hashtbl.find urls id
- else
- raise (Client_not_found id)
- ))
- method getSubscription id = self#doReader (lazy (
- if Hashtbl.mem urls id then
- Hashtbl.find subscriptions id
- else
- raise (Client_not_found id)
- ))
-
- method dump = self#doReader (lazy (
- "<clients>\n" ^
- (Hashtbl.fold
- (fun id url dump ->
- (dump ^
- (sprintf "<client id=\"%s\" url=\"%s\">\n" id url) ^
- "<subscriptions>\n" ^
- (String.concat "\n" (* id's subscriptions *)
- (List.map
- (fun tutor_id -> sprintf "<tutor id=\"%s\" />\n" tutor_id)
- (Hashtbl.find subscriptions id))) ^
- "</subscriptions>\n</client>\n"))
- urls "") ^
- "</clients>"
- ))
- method purge = self#doWriter (lazy (
- let now = Unix.time () in
- Hashtbl.iter
- (fun id birthday ->
- if now -. birthday > expire_time then
- self#remove id)
- timetable
- ))
-
- end
-
-class tutors =
- object (self)
-
- inherit ThreadSafe.threadSafe
-(*
- (* <DEBUGGING> *)
- method private doCritical: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doWriter: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doReader: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- (* </DEBUGGING> *)
-*)
-
- val timetable: (tutor_id, float) Hashtbl.t = Hashtbl.create 17
- val tbl: (tutor_id, string * hint_type * string) Hashtbl.t =
- Hashtbl.create 17
-
- method register id url hint_type dsc = self#doWriter (lazy (
- if Hashtbl.mem tbl id then
- raise (Tutor_already_in id)
- else begin
- Hashtbl.add tbl id (url, hint_type, dsc);
- Hashtbl.add timetable id (Unix.time ())
- end
- ))
- method private remove id =
- Hashtbl.remove tbl id;
- Hashtbl.remove timetable id
- method unregister id = self#doWriter (lazy (
- if Hashtbl.mem tbl id then
- self#remove id
- else
- raise (Tutor_not_found id)
- ))
- method isAuthenticated id = self#doReader (lazy (
- Hashtbl.mem tbl id
- ))
- method exists id = self#doReader (lazy (
- Hashtbl.mem tbl id
- ))
- method getTutor id = self#doReader (lazy (
- if Hashtbl.mem tbl id then
- Hashtbl.find tbl id
- else
- raise (Tutor_not_found id)
- ))
- method getUrl id =
- let (url, _, _) = self#getTutor id in
- url
- method getHintType id =
- let (_, hint_type, _) = self#getTutor id in
- hint_type
- method getDescription id =
- let (_, _, dsc) = self#getTutor id in
- dsc
- method index = self#doReader (lazy (
- Hashtbl.fold
- (fun id (url, hint_type, dsc) idx -> (id, dsc) :: idx) tbl []
- ))
-
- method dump = self#doReader (lazy (
- "<tutors>\n" ^
- (Hashtbl.fold
- (fun id (url, hint_type, dsc) dump ->
- dump ^
- (sprintf
-"<tutor id=\"%s\" url=\"%s\">\n<hint_type>%s</hint_type>\n<description>%s</description>\n</tutor>"
- id url hint_type dsc))
- tbl "") ^
- "</tutors>"
- ))
- method purge = self#doWriter (lazy (
- let now = Unix.time () in
- Hashtbl.iter
- (fun id birthday ->
- if now -. birthday > expire_time then
- self#remove id)
- timetable
- ))
-
- end
-
-class musings =
- object (self)
-
- inherit ThreadSafe.threadSafe
-(*
- (* <DEBUGGING> *)
- method private doCritical: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doWriter: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- method private doReader: 'a. 'a lazy_t -> 'a = fun act -> Lazy.force act
- (* </DEBUGGING> *)
-*)
-
- val timetable: (musing_id, float) Hashtbl.t = Hashtbl.create 17
- val musings: (musing_id, client_id * tutor_id) Hashtbl.t = Hashtbl.create 17
- val clients: (client_id, musing_id list) Hashtbl.t = Hashtbl.create 17
- val tutors: (tutor_id, musing_id list) Hashtbl.t = Hashtbl.create 17
-
- (** INVARIANT: each registered musing <musing_id, client_id, tutor_id> has
- an entry in 'musings' table, an entry in 'clients' (i.e. one of the
- musings for client_id is musing_id) table, an entry in 'tutors' table
- (i.e. one of the musings for tutor_id is musing_id) and an entry in
- 'timetable' table *)
-
-
- method register musing_id client_id tutor_id = self#doWriter (lazy (
- if Hashtbl.mem musings musing_id then
- raise (Musing_already_in musing_id)
- else begin
- Hashtbl.add musings musing_id (client_id, tutor_id);
- (* now add this musing as the first one of musings list for client and
- tutor *)
- Hashtbl.replace clients client_id
- (musing_id ::
- (try Hashtbl.find clients client_id with Not_found -> []));
- Hashtbl.replace tutors tutor_id
- (musing_id ::
- (try Hashtbl.find tutors tutor_id with Not_found -> []));
- Hashtbl.add timetable musing_id (Unix.time ())
- end
- ))
- method private remove id =
- (* ASSUMPTION: this method is invoked under a 'writer' lock *)
- let (client_id, tutor_id) = self#getByMusingId' id in
- Hashtbl.remove musings id;
- (* now remove this musing from the list of musings for client and tutor
- *)
- Hashtbl.replace clients client_id
- (List.filter ((<>) id)
- (try Hashtbl.find clients client_id with Not_found -> []));
- Hashtbl.replace tutors tutor_id
- (List.filter ((<>) id)
- (try Hashtbl.find tutors tutor_id with Not_found -> []));
- Hashtbl.remove timetable id
- method unregister id = self#doWriter (lazy (
- if Hashtbl.mem musings id then
- self#remove id
- ))
- method private getByMusingId' id =
- (* ASSUMPTION: this method is invoked under a 'reader' lock *)
- try
- Hashtbl.find musings id
- with Not_found -> raise (Musing_not_found id)
- method getByMusingId id = self#doReader (lazy (
- self#getByMusingId' id
- ))
- method getByClientId id = self#doReader (lazy (
- try
- Hashtbl.find clients id
- with Not_found -> []
- ))
- method getByTutorId id = self#doReader (lazy (
- try
- Hashtbl.find tutors id
- with Not_found -> []
- ))
- method isActive id = self#doReader (lazy (
- Hashtbl.mem musings id
- ))
-
- method dump = self#doReader (lazy (
- "<musings>\n" ^
- (Hashtbl.fold
- (fun mid (cid, tid) dump ->
- dump ^
- (sprintf "<musing id=\"%s\" client=\"%s\" tutor=\"%s\" />\n"
- mid cid tid))
- musings "") ^
- "</musings>"
- ))
- method purge = self#doWriter (lazy (
- let now = Unix.time () in
- Hashtbl.iter
- (fun id birthday ->
- if now -. birthday > expire_time then
- self#remove id)
- timetable
- ))
-
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-
-exception Client_already_in of client_id
-exception Client_not_found of client_id
-exception Musing_already_in of musing_id
-exception Musing_not_found of musing_id
-exception Tutor_already_in of tutor_id
-exception Tutor_not_found of tutor_id
-
-class type registry =
- object
- method dump: string
- method purge: unit
- end
-
-class clients:
- object
- (** 'register client_id client_url' *)
- method register: client_id -> string -> unit
- method unregister: client_id -> unit
- method isAuthenticated: client_id -> bool
- (** subcribe a client to a set of tutor removing previous subcriptions *)
- method subscribe: client_id -> tutor_id list -> unit
- method getUrl: client_id -> string
- method getSubscription: client_id -> tutor_id list
-
- method dump: string
- method purge: unit
- end
-
-class tutors:
- object
- method register: tutor_id -> string -> hint_type -> string -> unit
- method unregister: tutor_id -> unit
- method isAuthenticated: tutor_id -> bool
- method exists: tutor_id -> bool
- method getTutor: tutor_id -> string * hint_type * string
- method getUrl: tutor_id -> string
- method getHintType: tutor_id -> hint_type
- method getDescription: tutor_id -> string
- method index: tutor_dsc list
-
- method dump: string
- method purge: unit
- end
-
-class musings:
- object
- method register: musing_id -> client_id -> tutor_id -> unit
- method unregister: musing_id -> unit
- method getByMusingId: musing_id -> client_id * tutor_id
- method getByClientId: client_id -> musing_id list
- method getByTutorId: tutor_id -> musing_id list
- method isActive: musing_id -> bool
-
- method dump: string
- method purge: unit
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_common;;
-open Hbugs_types;;
-open Printf;;
-
-exception Invalid_URL of string;;
-
-let do_nothing _ = ();;
-
-module SmartHbugs_client_gui =
- struct
- class ['a] oneColumnCList gtree_view ~column_type ~column_title
- =
- let obj =
- ((Gobject.unsafe_cast gtree_view#as_widget) : Gtk.tree_view Gtk.obj) in
- let columns = new GTree.column_list in
- let col = columns#add column_type in
- let vcol = GTree.view_column ~title:column_title ()
- ~renderer:(GTree.cell_renderer_text[], ["text",col]) in
- let store = GTree.list_store columns in
- object(self)
- inherit GTree.view obj
- method clear = store#clear
- method append (v : 'a) =
- let row = store#append () in
- store#set ~row ~column:col v;
- method column = col
- initializer
- self#set_model (Some (store :> GTree.model)) ;
- ignore (self#append_column vcol)
- end
-
- class ['a,'b] twoColumnsCList gtree_view ~column1_type ~column2_type
- ~column1_title ~column2_title
- =
- let obj =
- ((Gobject.unsafe_cast gtree_view#as_widget) : Gtk.tree_view Gtk.obj) in
- let columns = new GTree.column_list in
- let col1 = columns#add column1_type in
- let vcol1 = GTree.view_column ~title:column1_title ()
- ~renderer:(GTree.cell_renderer_text[], ["text",col1]) in
- let col2 = columns#add column2_type in
- let vcol2 = GTree.view_column ~title:column2_title ()
- ~renderer:(GTree.cell_renderer_text[], ["text",col2]) in
- let store = GTree.list_store columns in
- object(self)
- inherit GTree.view obj
- method clear = store#clear
- method append (v1 : 'a) (v2 : 'b) =
- let row = store#append () in
- store#set ~row ~column:col1 v1;
- store#set ~row ~column:col2 v2
- method column1 = col1
- method column2 = col2
- initializer
- self#set_model (Some (store :> GTree.model)) ;
- ignore (self#append_column vcol1) ;
- ignore (self#append_column vcol2) ;
- end
-
- class subscribeWindow () =
- object(self)
- inherit Hbugs_client_gui.subscribeWindow ()
- val mutable tutorsSmartCList = None
- method tutorsSmartCList =
- match tutorsSmartCList with
- None -> assert false
- | Some w -> w
- initializer
- tutorsSmartCList <-
- Some
- (new twoColumnsCList self#tutorsCList
- ~column1_type:Gobject.Data.string ~column2_type:Gobject.Data.string
- ~column1_title:"Id" ~column2_title:"Description")
- end
-
- class hbugsMainWindow () =
- object(self)
- inherit Hbugs_client_gui.hbugsMainWindow ()
- val mutable subscriptionSmartCList = None
- val mutable hintsSmartCList = None
- method subscriptionSmartCList =
- match subscriptionSmartCList with
- None -> assert false
- | Some w -> w
- method hintsSmartCList =
- match hintsSmartCList with
- None -> assert false
- | Some w -> w
- initializer
- subscriptionSmartCList <-
- Some
- (new oneColumnCList self#subscriptionCList
- ~column_type:Gobject.Data.string ~column_title:"Description")
- initializer
- hintsSmartCList <-
- Some
- (new oneColumnCList self#hintsCList
- ~column_type:Gobject.Data.string ~column_title:"Description")
- end
-
- end
-;;
-
-class hbugsClient
- ?(use_hint_callback: hint -> unit = do_nothing)
- ?(describe_hint_callback: hint -> unit = do_nothing)
- ?(destroy_callback: unit -> unit = do_nothing)
- ()
- =
-
- let http_url_RE = Pcre.regexp "^(http://)?(.*):(\\d+)" in
- let port_of_http_url url =
- try
- let subs = Pcre.extract ~rex:http_url_RE url in
- int_of_string subs.(3)
- with e -> raise (Invalid_URL url)
- in
-
- object (self)
-
- val mainWindow = new SmartHbugs_client_gui.hbugsMainWindow ()
- val subscribeWindow = new SmartHbugs_client_gui.subscribeWindow ()
- val messageDialog = new Hbugs_client_gui.messageDialog ()
- val myOwnId = Hbugs_id_generator.new_client_id ()
- val mutable use_hint_callback = use_hint_callback
- val mutable myOwnUrl = "localhost:49082"
- val mutable brokerUrl = "localhost:49081"
- val mutable brokerId: broker_id option = None
- (* all available tutors, saved last time a List_tutors message was sent to
- broker *)
- val mutable availableTutors: tutor_dsc list = []
- val mutable statusContext = None
- val mutable subscribeWindowStatusContext = None
- val mutable debug = false (* enable/disable debugging buttons *)
- val mutable hints = [] (* actually available hints *)
-
- initializer
- self#initGui;
- self#startLocalHttpDaemon ();
- self#testLocalHttpDaemon ();
- self#testBroker ();
- self#registerToBroker ();
- self#reconfigDebuggingButtons
-
- method show = mainWindow#hbugsMainWindow#show
- method hide = mainWindow#hbugsMainWindow#misc#hide
-
- method setUseHintCallback callback =
- use_hint_callback <- callback
-
- method private debugButtons =
- List.map
- (fun (b: GButton.button) -> new GObj.misc_ops b#as_widget)
- [ mainWindow#startLocalHttpDaemonButton;
- mainWindow#testLocalHttpDaemonButton; mainWindow#testBrokerButton ]
-
- method private initGui =
-
- (* GUI: main window *)
-
- (* ignore delete events so that hbugs window is closable only using
- menu; on destroy (e.g. while quitting gTopLevel) self#quit is invoked
- *)
-
- ignore (mainWindow#hbugsMainWindow#event#connect#delete (fun _ -> true));
- ignore (mainWindow#hbugsMainWindow#event#connect#destroy
- (fun _ -> self#quit (); false));
-
- (* GUI main window's menu *)
- mainWindow#toggleDebuggingMenuItem#set_active debug;
- ignore (mainWindow#toggleDebuggingMenuItem#connect#toggled
- self#toggleDebug);
-
- (* GUI: local HTTP daemon settings *)
- ignore (mainWindow#clientUrlEntry#connect#changed
- (fun _ -> myOwnUrl <- mainWindow#clientUrlEntry#text));
- mainWindow#clientUrlEntry#set_text myOwnUrl;
- ignore (mainWindow#startLocalHttpDaemonButton#connect#clicked
- self#startLocalHttpDaemon);
- ignore (mainWindow#testLocalHttpDaemonButton#connect#clicked
- self#testLocalHttpDaemon);
-
- (* GUI: broker choice *)
- ignore (mainWindow#brokerUrlEntry#connect#changed
- (fun _ -> brokerUrl <- mainWindow#brokerUrlEntry#text));
- mainWindow#brokerUrlEntry#set_text brokerUrl;
- ignore (mainWindow#testBrokerButton#connect#clicked self#testBroker);
- mainWindow#clientIdLabel#set_text myOwnId;
-
- (* GUI: client registration *)
- ignore (mainWindow#registerClientButton#connect#clicked
- self#registerToBroker);
-
- (* GUI: subscriptions *)
- ignore (mainWindow#showSubscriptionWindowButton#connect#clicked
- (fun () ->
- self#listTutors ();
- subscribeWindow#subscribeWindow#show ()));
-
- let get_selected_row_index () =
- match mainWindow#hintsCList#selection#get_selected_rows with
- [path] ->
- (match GTree.Path.get_indices path with
- [|n|] -> n
- | _ -> assert false)
- | _ -> assert false
- in
- (* GUI: hints list *)
- ignore (
- let event_ops = new GObj.event_ops mainWindow#hintsCList#as_widget in
- event_ops#connect#button_press
- (fun event ->
- if GdkEvent.get_type event = `TWO_BUTTON_PRESS then
- use_hint_callback (self#hint (get_selected_row_index ())) ;
- false));
-
- ignore (mainWindow#hintsCList#selection#connect#changed
- (fun () ->
- describe_hint_callback (self#hint (get_selected_row_index ())))) ;
-
- (* GUI: main status bar *)
- let ctxt = mainWindow#mainWindowStatusBar#new_context "0" in
- statusContext <- Some ctxt;
- ignore (ctxt#push "Ready");
-
- (* GUI: subscription window *)
- subscribeWindow#tutorsCList#selection#set_mode `MULTIPLE;
- ignore (subscribeWindow#subscribeWindow#event#connect#delete
- (fun _ -> subscribeWindow#subscribeWindow#misc#hide (); true));
- ignore (subscribeWindow#listTutorsButton#connect#clicked self#listTutors);
- ignore (subscribeWindow#subscribeButton#connect#clicked
- self#subscribeSelected);
- ignore (subscribeWindow#subscribeAllButton#connect#clicked
- self#subscribeAll);
- (subscribeWindow#tutorsCList#get_column 0)#set_visible false;
- let ctxt = subscribeWindow#subscribeWindowStatusBar#new_context "0" in
- subscribeWindowStatusContext <- Some ctxt;
- ignore (ctxt#push "Ready");
-
- (* GUI: message dialog *)
- ignore (messageDialog#messageDialog#event#connect#delete
- (fun _ -> messageDialog#messageDialog#misc#hide (); true));
- ignore (messageDialog#okDialogButton#connect#clicked
- (fun _ -> messageDialog#messageDialog#misc#hide ()))
-
- (* accessory methods *)
-
- (** pop up a (modal) dialog window showing msg to the user *)
- method private showDialog msg =
- messageDialog#dialogLabel#set_text msg;
- messageDialog#messageDialog#show ()
- (** use showDialog to display an hbugs message to the user *)
- method private showMsgInDialog msg =
- self#showDialog (Hbugs_messages.string_of_msg msg)
-
- (** create a new thread which sends msg to broker, wait for an answer and
- invoke callback passing response message as argument *)
- method private sendReq ?(wait = false) ~msg callback =
- let thread () =
- try
- callback (Hbugs_messages.submit_req ~url:(brokerUrl ^ "/act") msg)
- with
- | (Hbugs_messages.Parse_error (subj, reason)) as e ->
- self#showDialog
- (sprintf
-"Parse_error, unable to fullfill request. Details follow.
-Request: %s
-Error: %s"
- (Hbugs_messages.string_of_msg msg) (Printexc.to_string e));
- | (Unix.Unix_error _) as e ->
- self#showDialog
- (sprintf
-"Can't connect to HBugs Broker
-Url: %s
-Error: %s"
- brokerUrl (Printexc.to_string e))
- | e ->
- self#showDialog
- (sprintf "hbugsClient#sendReq: Uncaught exception: %s"
- (Printexc.to_string e))
- in
- let th = Thread.create thread () in
- if wait then
- Thread.join th
- else ()
-
- (** check if a broker is authenticated using its broker_id
- [ Background: during client registration, client save broker_id of its
- broker, further messages from broker are accepted only if they carry the
- same broker id ] *)
- method private isAuthenticated id =
- match brokerId with
- | None -> false
- | Some broker_id -> (id = broker_id)
-
- (* actions *)
-
- method private startLocalHttpDaemon =
- (* flatten an hint tree to an hint list *)
- let rec flatten_hint = function
- | Hints hints -> List.concat (List.map flatten_hint hints)
- | hint -> [hint]
- in
- fun () ->
- let callback req outchan =
- try
- (match Hbugs_messages.msg_of_string req#body with
- | Help ->
- Hbugs_messages.respond_msg
- (Usage "Local Http Daemon up and running!") outchan
- | Hint (broker_id, hint) ->
- if self#isAuthenticated broker_id then begin
- let received_hints = flatten_hint hint in
- List.iter
- (fun h ->
- (match h with Hints _ -> assert false | _ -> ());
- ignore(mainWindow#hintsSmartCList#append(string_of_hint h)))
- received_hints;
- hints <- hints @ received_hints;
- Hbugs_messages.respond_msg (Wow myOwnId) outchan
- end else (* msg from unauthorized broker *)
- Hbugs_messages.respond_exc "forbidden" broker_id outchan
- | msg ->
- Hbugs_messages.respond_exc
- "unexpected_msg" (Hbugs_messages.string_of_msg msg) outchan)
- with (Hbugs_messages.Parse_error _) as e ->
- Hbugs_messages.respond_exc
- "parse_error" (Printexc.to_string e) outchan
- in
- let addr = "0.0.0.0" in (* TODO actually user specified "My URL" is used
- only as a value to be sent to broker, local HTTP
- daemon will listen on "0.0.0.0", port is parsed
- from My URL though *)
- let httpDaemonThread () =
- try
- Http_daemon.start'
- ~addr ~port:(port_of_http_url myOwnUrl) ~mode:`Single callback
- with
- | Invalid_URL url -> self#showDialog (sprintf "Invalid URL: \"%s\"" url)
- | e ->
- self#showDialog (sprintf "Can't start local HTTP daemon: %s"
- (Printexc.to_string e))
- in
- ignore (Thread.create httpDaemonThread ())
-
- method private testLocalHttpDaemon () =
- try
- let msg =
- Hbugs_misc.http_post ~body:(Hbugs_messages.string_of_msg Help)
- myOwnUrl
- in
- ignore msg
-(* self#showDialog msg *)
- with
- | Hbugs_misc.Malformed_URL url ->
- self#showDialog
- (sprintf
- "Handshake with local HTTP daemon failed, Invalid URL: \"%s\""
- url)
- | Hbugs_misc.Malformed_HTTP_response res ->
- self#showDialog
- (sprintf
- "Handshake with local HTTP daemon failed, can't parse HTTP response: \"%s\""
- res)
- | (Unix.Unix_error _) as e ->
- self#showDialog
- (sprintf
- "Handshake with local HTTP daemon failed, can't connect: \"%s\""
- (Printexc.to_string e))
-
- method private testBroker () =
- self#sendReq ~msg:Help
- (function
- | Usage _ -> ()
- | unexpected_msg ->
- self#showDialog
- (sprintf
- "Handshake with HBugs Broker failed, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-
- method registerToBroker () =
- (match brokerId with (* undo previous registration, if any *)
- | Some id -> self#unregisterFromBroker ()
- | _ -> ());
- self#sendReq ~msg:(Register_client (myOwnId, myOwnUrl))
- (function
- | Client_registered broker_id -> (brokerId <- Some broker_id)
- | unexpected_msg ->
- self#showDialog
- (sprintf "Client NOT registered, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-
- method unregisterFromBroker () =
- self#sendReq ~wait:true ~msg:(Unregister_client myOwnId)
- (function
- | Client_unregistered _ -> (brokerId <- None)
- | unexpected_msg -> ())
-(*
- self#showDialog
- (sprintf "Client NOT unregistered, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-*)
-
- method stateChange new_state =
- mainWindow#hintsSmartCList#clear ();
- hints <- [];
- self#sendReq
- ~msg:(State_change (myOwnId, new_state))
- (function
- | State_accepted _ -> ()
- | unexpected_msg ->
- self#showDialog
- (sprintf "State NOT accepted by Hbugs, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-
- method hint = List.nth hints
-
- method private listTutors () =
- (* wait is set to true just to make sure that after invoking listTutors
- "availableTutors" is correctly filled *)
- self#sendReq ~wait:true ~msg:(List_tutors myOwnId)
- (function
- | Tutor_list (_, descriptions) ->
- availableTutors <- (* sort accordingly to tutor description *)
- List.sort (fun (a,b) (c,d) -> compare (b,a) (d,c)) descriptions;
- subscribeWindow#tutorsSmartCList#clear ();
- List.iter
- (fun (id, dsc) ->
- ignore (subscribeWindow#tutorsSmartCList#append id dsc))
- availableTutors
- | unexpected_msg ->
- self#showDialog
- (sprintf "Can't list tutors, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-
- (* low level used by subscribeSelected and subscribeAll *)
- method private subscribe' tutors_id =
- self#sendReq ~msg:(Subscribe (myOwnId, tutors_id))
- (function
- | (Subscribed (_, subscribedTutors)) as msg ->
- let sort = List.sort compare in
- mainWindow#subscriptionSmartCList#clear ();
- List.iter
- (fun tutor_id ->
- ignore
- (mainWindow#subscriptionSmartCList#append
- ( try
- List.assoc tutor_id availableTutors
- with Not_found -> assert false )))
- tutors_id;
- subscribeWindow#subscribeWindow#misc#hide ();
- if sort subscribedTutors <> sort tutors_id then
- self#showDialog
- (sprintf "Subscription mismatch\n: %s"
- (Hbugs_messages.string_of_msg msg))
- | unexpected_msg ->
- mainWindow#subscriptionSmartCList#clear ();
- self#showDialog
- (sprintf "Subscription FAILED, unexpected message:\n%s"
- (Hbugs_messages.string_of_msg unexpected_msg)))
-
- method private subscribeSelected () =
- let tutorsSmartCList = subscribeWindow#tutorsSmartCList in
- let selectedTutors =
- List.map
- (fun p ->
- tutorsSmartCList#model#get
- ~row:(tutorsSmartCList#model#get_iter p)
- ~column:tutorsSmartCList#column1)
- tutorsSmartCList#selection#get_selected_rows
- in
- self#subscribe' selectedTutors
-
- method subscribeAll () =
- self#listTutors (); (* this fills 'availableTutors' field *)
- self#subscribe' (List.map fst availableTutors)
-
- method private quit () =
- self#unregisterFromBroker ();
- destroy_callback ()
-
- (** enable/disable debugging *)
- method private setDebug value = debug <- value
-
- method private reconfigDebuggingButtons =
- List.iter (* debug value changed, reconfigure buttons *)
- (fun (b: GObj.misc_ops) -> if debug then b#show () else b#hide ())
- self#debugButtons;
-
- method private toggleDebug () =
- self#setDebug (not debug);
- self#reconfigDebuggingButtons
-
- end
-;;
-
+++ /dev/null
-
-open Hbugs_types
-
-exception Invalid_URL of string
-
- (*
- @param use_hint_callback is called when the user double click on a hint
- (default: do nothing)
- @param describe_hint_callback is called when the user click on a hint
- (default: do nothing)
- *)
-class hbugsClient :
- ?use_hint_callback: (hint -> unit) ->
- ?describe_hint_callback: (hint -> unit) ->
- ?destroy_callback: (unit -> unit) ->
- unit ->
- object
-
- method show : unit -> unit
- method hide : unit -> unit
-
- method setUseHintCallback : (hint -> unit) -> unit
- method registerToBroker : unit -> unit
- method unregisterFromBroker : unit -> unit
- method subscribeAll : unit -> unit
-
- method stateChange : state option -> unit
-
- (** @return an hint by index *)
- method hint : int -> hint
-
- end
-
+++ /dev/null
-<?xml version="1.0" standalone="no"?> <!--*- mode: xml -*-->
-<!DOCTYPE glade-interface SYSTEM "http://glade.gnome.org/glade-2.0.dtd">
-
-<glade-interface>
-<requires lib="gnome"/>
-
-<widget class="GtkWindow" id="hbugsMainWindow">
- <property name="title" translatable="yes">Hbugs: your personal proof trainer!</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
-
- <child>
- <widget class="GtkVBox" id="vbox1">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkMenuBar" id="menubar">
-
- <child>
- <widget class="GtkMenuItem" id="toolsMenu">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Tools</property>
- <property name="use_underline">True</property>
-
- <child>
- <widget class="GtkMenu" id="toolsMenu_menu">
- <property name="visible">True</property>
-
- <child>
- <widget class="GtkCheckMenuItem" id="toggleDebuggingMenuItem">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Debugging</property>
- <property name="use_underline">True</property>
- <property name="active">False</property>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox4">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkLabel" id="label11">
- <property name="visible">True</property>
- <property name="label" translatable="yes">My URL:</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_CENTER</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="clientUrlEntry">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Local HTTP daemon URL</property>
- <property name="can_focus">True</property>
- <property name="editable">False</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char" translatable="yes">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="startLocalHttpDaemonButton">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">Start the local HTTP daemon listening on the specified URL</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Start!</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="testLocalHttpDaemonButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Test!</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVBox" id="vbox4">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkHBox" id="hbox1">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkLabel" id="label1">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Broker:</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_CENTER</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkEntry" id="brokerUrlEntry">
- <property name="visible">True</property>
- <property name="tooltip" translatable="yes">HBugs broker URL</property>
- <property name="can_focus">True</property>
- <property name="editable">False</property>
- <property name="visibility">True</property>
- <property name="max_length">0</property>
- <property name="text" translatable="yes"></property>
- <property name="has_frame">True</property>
- <property name="invisible_char" translatable="yes">*</property>
- <property name="activates_default">False</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="testBrokerButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Test!</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox2">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkLabel" id="label2">
- <property name="label" translatable="yes">Client ID:</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_CENTER</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkLabel" id="clientIdLabel">
- <property name="label" translatable="yes"></property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="registerClientButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">(Re)Register</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkVPaned" id="vpaned1">
- <property name="visible">True</property>
- <property name="position">0</property>
-
- <child>
- <widget class="GtkFrame" id="frame3">
- <property name="border_width">4</property>
- <property name="visible">True</property>
- <property name="label_xalign">0</property>
- <property name="label_yalign">0.5</property>
- <property name="shadow_type">GTK_SHADOW_ETCHED_IN</property>
-
- <child>
- <widget class="GtkHBox" id="hbox6">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">2</property>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow3">
- <property name="visible">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="vscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="subscriptionCList">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">True</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkFixed" id="fixed1">
- <property name="visible">True</property>
-
- <child>
- <widget class="GtkButton" id="showSubscriptionWindowButton">
- <property name="width_request">0</property>
- <property name="height_request">0</property>
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Subscribe ...</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="x">0</property>
- <property name="y">0</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label12">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Subscriptions</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="type">label_item</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="shrink">False</property>
- <property name="resize">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkFrame" id="frame2">
- <property name="border_width">4</property>
- <property name="visible">True</property>
- <property name="label_xalign">0</property>
- <property name="label_yalign">0.5</property>
- <property name="shadow_type">GTK_SHADOW_ETCHED_IN</property>
-
- <child>
- <widget class="GtkVBox" id="vbox6">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow2">
- <property name="visible">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="vscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="hintsCList">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">True</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-
- <child>
- <widget class="GtkLabel" id="label13">
- <property name="visible">True</property>
- <property name="label" translatable="yes">Hints</property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_LEFT</property>
- <property name="wrap">False</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="type">label_item</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="shrink">True</property>
- <property name="resize">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkStatusbar" id="mainWindowStatusBar">
- <property name="has_resize_grip">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkWindow" id="subscribeWindow">
- <property name="title" translatable="yes">Hbugs: subscribe ...</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">False</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
-
- <child>
- <widget class="GtkVBox" id="vbox8">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="listTutorsButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Refresh</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkScrolledWindow" id="scrolledwindow4">
- <property name="visible">True</property>
- <property name="hscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="vscrollbar_policy">GTK_POLICY_ALWAYS</property>
- <property name="shadow_type">GTK_SHADOW_IN</property>
- <property name="window_placement">GTK_CORNER_TOP_LEFT</property>
-
- <child>
- <widget class="GtkTreeView" id="tutorsCList">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="headers_visible">True</property>
- <property name="rules_hint">False</property>
- <property name="reorderable">False</property>
- <property name="enable_search">True</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkHBox" id="hbox5">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child>
- <widget class="GtkButton" id="subscribeButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Subscribe to Selected</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkButton" id="subscribeAllButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">Subscribe to All</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkStatusbar" id="subscribeWindowStatusBar">
- <property name="visible">True</property>
- <property name="has_resize_grip">True</property>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">False</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-<widget class="GtkDialog" id="messageDialog">
- <property name="title" translatable="yes">Message</property>
- <property name="type">GTK_WINDOW_TOPLEVEL</property>
- <property name="window_position">GTK_WIN_POS_NONE</property>
- <property name="modal">True</property>
- <property name="default_width">220</property>
- <property name="default_height">150</property>
- <property name="resizable">True</property>
- <property name="destroy_with_parent">False</property>
- <property name="has_separator">True</property>
-
- <child internal-child="vbox">
- <widget class="GtkVBox" id="dialogVbox1">
- <property name="visible">True</property>
- <property name="homogeneous">False</property>
- <property name="spacing">0</property>
-
- <child internal-child="action_area">
- <widget class="GtkHButtonBox" id="dialogAction_area1">
- <property name="visible">True</property>
- <property name="layout_style">GTK_BUTTONBOX_END</property>
-
- <child>
- <widget class="GtkButton" id="okDialogButton">
- <property name="visible">True</property>
- <property name="can_focus">True</property>
- <property name="label" translatable="yes">OK</property>
- <property name="use_underline">True</property>
- <property name="relief">GTK_RELIEF_NORMAL</property>
- <property name="response_id">0</property>
- </widget>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">False</property>
- <property name="fill">True</property>
- <property name="pack_type">GTK_PACK_END</property>
- </packing>
- </child>
-
- <child>
- <widget class="GtkTable" id="table1">
- <property name="border_width">5</property>
- <property name="visible">True</property>
- <property name="n_rows">1</property>
- <property name="n_columns">1</property>
- <property name="homogeneous">False</property>
- <property name="row_spacing">0</property>
- <property name="column_spacing">0</property>
-
- <child>
- <widget class="GtkLabel" id="dialogLabel">
- <property name="visible">True</property>
- <property name="label" translatable="yes"></property>
- <property name="use_underline">False</property>
- <property name="use_markup">False</property>
- <property name="justify">GTK_JUSTIFY_CENTER</property>
- <property name="wrap">True</property>
- <property name="selectable">False</property>
- <property name="xalign">0.5</property>
- <property name="yalign">0.5</property>
- <property name="xpad">0</property>
- <property name="ypad">0</property>
- </widget>
- <packing>
- <property name="left_attach">0</property>
- <property name="right_attach">1</property>
- <property name="top_attach">0</property>
- <property name="bottom_attach">1</property>
- </packing>
- </child>
- </widget>
- <packing>
- <property name="padding">0</property>
- <property name="expand">True</property>
- <property name="fill">True</property>
- </packing>
- </child>
- </widget>
- </child>
-</widget>
-
-</glade-interface>
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-open Printf;;
-
-let rec string_of_hint = function
- | Use_ring -> "Use Ring, Luke!"
- | Use_fourier -> "Use Fourier, Luke!"
- | Use_reflexivity -> "Use reflexivity, Luke!"
- | Use_symmetry -> "Use symmetry, Luke!"
- | Use_assumption -> "Use assumption, Luke!"
- | Use_contradiction -> "Use contradiction, Luke!"
- | Use_exists -> "Use exists, Luke!"
- | Use_split -> "Use split, Luke!"
- | Use_left -> "Use left, Luke!"
- | Use_right -> "Use right, Luke!"
- | Use_apply term -> sprintf "Apply %s, Luke!" term
- | Hints hints -> String.concat "; " (List.map string_of_hint hints)
-;;
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-
-val string_of_hint: hint -> string
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let _ = Random.self_init ()
-
-let id_length = 32
-let min_ascii = 33
-let max_ascii = 126
- (* characters forbidden inside an XML attribute value. Well, '>' and '''
- aren't really forbidden, but are listed here ... just to be sure *)
-let forbidden_chars = (* i.e. [ '"'; '&'; '\''; '<'; '>' ] *)
- [ 34; 38; 39; 60; 62 ] (* assumption: is sorted! *)
-let chars_range = max_ascii - min_ascii + 1 - (List.length forbidden_chars)
-
- (* return a random id char c such that
- (min_ascii <= Char.code c) &&
- (Char.code c <= max_ascii) &&
- (not (List.mem (Char.code c) forbidden_chars))
- *)
-let random_id_char () =
- let rec nth_char ascii shifts = function
- | [] -> Char.chr (ascii + shifts)
- | hd::tl when ascii + shifts < hd -> Char.chr (ascii + shifts)
- | hd::tl (* when ascii + shifts >= hd *) -> nth_char ascii (shifts + 1) tl
- in
- nth_char (Random.int chars_range + min_ascii) 0 forbidden_chars
-
- (* return a random id string which have length id_length *)
-let new_id () =
- let str = String.create id_length in
- for i = 0 to id_length - 1 do
- String.set str i (random_id_char ())
- done;
- str
-
-let new_broker_id = new_id
-let new_client_id = new_id
-let new_musing_id = new_id
-let new_tutor_id = new_id
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-
-val new_broker_id: unit -> broker_id
-val new_client_id: unit -> client_id
-val new_musing_id: unit -> musing_id
-val new_tutor_id: unit -> tutor_id
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-open Printf;;
-open Pxp_document;;
-open Pxp_dtd;;
-open Pxp_types;;
-open Pxp_yacc;;
-
-let debug = 2;; (* 0 -> no debug
- 1 -> waiting for an answer / answer received
- 2 -> XML messages dumping
- *)
-
-exception Attribute_not_found of string;;
-exception Empty_node;; (** found a node with no _element_ children *)
-exception No_element_found of string;;
-exception Parse_error of string * string;; (* parsing subject, reason *)
-exception Unexpected_message of message;;
-
-let is_xml_element n = match n#node_type with T_element _ -> true | _ -> false
-let get_attr node name =
- try
- (match node#attribute name with
- | Value s -> s
- | _ -> raise Not_found)
- with Not_found -> raise (Attribute_not_found name)
-let assert_element n name =
- match n#node_type with
- | T_element n when n = name ->
- ()
- | _ -> raise (Parse_error ("", "Expected node: " ^ name))
-
- (** given a string representation of a proof asistant state (e.g. the first
- child of the XML root of a State_change or Start_musing message), build from
- it an HBugs view of a proof assistant state *)
-let parse_state (root: ('a node extension as 'a) node) =
- if (List.filter is_xml_element root#sub_nodes) = [] then
- raise Empty_node;
- let buf = Buffer.create 10240 in
- let node_to_string (node: ('a node extension as 'a) node) =
- Buffer.clear buf;
- node#write (`Out_buffer buf) `Enc_utf8;
- let res = Buffer.contents buf in
- Buffer.clear buf;
- res
- in
- let (goal_node, type_node, body_node) =
- try
- (find_element "CurrentGoal" root,
- find_element "ConstantType" root,
- find_element "CurrentProof" root)
- with Not_found ->
- raise (Parse_error ("", "Malformed HBugs status XML document"))
- in
- assert_element root "gTopLevelStatus";
- assert_element goal_node "CurrentGoal";
- assert_element type_node "ConstantType";
- assert_element body_node "CurrentProof";
- goal_node#write (`Out_buffer buf) `Enc_utf8;
- let (type_string, body_string) =
- (node_to_string type_node, node_to_string body_node)
- in
- let goal =
- try
- int_of_string (goal_node#data)
- with Failure "int_of_string" ->
- raise (Parse_error (goal_node#data, "can't parse goal"))
- in
- (type_string, body_string, goal)
-
- (** parse an hint from an XML node, XML node should have type 'T_element _'
- (the name is ignored), attributes on it are ignored *)
-let parse_hint node =
- let rec parse_hint_node node =
- match node#node_type with
- | T_element "ring" -> Use_ring
- | T_element "fourier" -> Use_fourier
- | T_element "reflexivity" -> Use_reflexivity
- | T_element "symmetry" -> Use_symmetry
- | T_element "assumption" -> Use_assumption
- | T_element "contradiction" -> Use_contradiction
- | T_element "exists" -> Use_exists
- | T_element "split" -> Use_split
- | T_element "left" -> Use_left
- | T_element "right" -> Use_right
- | T_element "apply" -> Use_apply node#data
- | T_element "hints" ->
- Hints
- (List.map parse_hint_node (List.filter is_xml_element node#sub_nodes))
- | _ -> assert false (* CSC: should this assert false be a raise something? *)
- in
- match List.filter is_xml_element node#sub_nodes with
- [node] -> parse_hint_node node
- | _ -> assert false (* CSC: should this assert false be a raise something? *)
-
-let parse_hint_type n = n#data (* TODO parsare il possibile tipo di suggerimento *)
-let parse_tutor_dscs n =
- List.map
- (fun n -> (get_attr n "id", n#data))
- (List.filter is_xml_element n#sub_nodes)
-let parse_tutor_ids node =
- List.map
- (fun n -> get_attr n "id") (List.filter is_xml_element node#sub_nodes)
-
-let tutors_sep = Pcre.regexp ",\\s*"
-
-let pxp_config = PxpHelmConf.pxp_config
-let msg_of_string' s =
- let root = (* xml tree's root *)
- parse_wfcontent_entity pxp_config (from_string s) PxpHelmConf.pxp_spec
- in
- match root#node_type with
-
- (* general purpose *)
- | T_element "help" -> Help
- | T_element "usage" -> Usage root#data
- | T_element "exception" -> Exception (get_attr root "name", root#data)
-
- (* client -> broker *)
- | T_element "register_client" ->
- Register_client (get_attr root "id", get_attr root "url")
- | T_element "unregister_client" -> Unregister_client (get_attr root "id")
- | T_element "list_tutors" -> List_tutors (get_attr root "id")
- | T_element "subscribe" ->
- Subscribe (get_attr root "id", parse_tutor_ids root)
- | T_element "state_change" ->
- let state_node =
- try
- Some (find_element ~deeply:false "gTopLevelStatus" root)
- with Not_found -> None
- in
- State_change
- (get_attr root "id",
- match state_node with
- | Some n -> (try Some (parse_state n) with Empty_node -> None)
- | None -> None)
- | T_element "wow" -> Wow (get_attr root "id")
-
- (* tutor -> broker *)
- | T_element "register_tutor" ->
- let hint_node = find_element "hint_type" root in
- let dsc_node = find_element "description" root in
- Register_tutor
- (get_attr root "id", get_attr root "url",
- parse_hint_type hint_node, dsc_node#data)
- | T_element "unregister_tutor" -> Unregister_tutor (get_attr root "id")
- | T_element "musing_started" ->
- Musing_started (get_attr root "id", get_attr root "musing_id")
- | T_element "musing_aborted" ->
- Musing_started (get_attr root "id", get_attr root "musing_id")
- | T_element "musing_completed" ->
- let main_node =
- try
- find_element "eureka" root
- with Not_found -> find_element "sorry" root
- in
- Musing_completed
- (get_attr root "id", get_attr root "musing_id",
- (match main_node#node_type with
- | T_element "eureka" ->
- Eureka (parse_hint main_node)
- | T_element "sorry" -> Sorry
- | _ -> assert false)) (* can't be there, see 'find_element' above *)
-
- (* broker -> client *)
- | T_element "client_registered" -> Client_registered (get_attr root "id")
- | T_element "client_unregistered" -> Client_unregistered (get_attr root "id")
- | T_element "tutor_list" ->
- Tutor_list (get_attr root "id", parse_tutor_dscs root)
- | T_element "subscribed" ->
- Subscribed (get_attr root "id", parse_tutor_ids root)
- | T_element "state_accepted" ->
- State_accepted
- (get_attr root "id",
- List.map
- (fun n -> get_attr n "id")
- (List.filter is_xml_element (find_element "stopped" root)#sub_nodes),
- List.map
- (fun n -> get_attr n "id")
- (List.filter is_xml_element (find_element "started" root)#sub_nodes))
- | T_element "hint" -> Hint (get_attr root "id", parse_hint root)
-
- (* broker -> tutor *)
- | T_element "tutor_registered" -> Tutor_registered (get_attr root "id")
- | T_element "tutor_unregistered" -> Tutor_unregistered (get_attr root "id")
- | T_element "start_musing" ->
- let state_node =
- try
- find_element ~deeply:false "gTopLevelStatus" root
- with Not_found -> raise (No_element_found "gTopLevelStatus")
- in
- Start_musing (get_attr root "id", parse_state state_node)
- | T_element "abort_musing" ->
- Abort_musing (get_attr root "id", get_attr root "musing_id")
- | T_element "thanks" -> Thanks (get_attr root "id", get_attr root "musing_id")
- | T_element "too_late" ->
- Too_late (get_attr root "id", get_attr root "musing_id")
-
- | _ -> raise (No_element_found s)
-
-let msg_of_string s =
- try
- msg_of_string' s
- with e -> raise (Parse_error (s, Printexc.to_string e))
-
-let pp_state = function
- | Some (type_string, body_string, goal) ->
- (* ASSUMPTION: type_string and body_string are well formed XML document
- contents (i.e. they don't contain heading <?xml ... ?> declaration nor
- DOCTYPE one *)
- "<gTopLevelStatus>\n" ^
- (sprintf "<CurrentGoal>%d</CurrentGoal>\n" goal) ^
- type_string ^ "\n" ^
- body_string ^ "\n" ^
- "</gTopLevelStatus>\n"
- | None -> "<gTopLevelStatus />\n"
-
-let rec pp_hint = function
- | Use_ring -> sprintf "<ring />"
- | Use_fourier -> sprintf "<fourier />"
- | Use_reflexivity -> sprintf "<reflexivity />"
- | Use_symmetry -> sprintf "<symmetry />"
- | Use_assumption -> sprintf "<assumption />"
- | Use_contradiction -> sprintf "<contradiction />"
- | Use_exists -> sprintf "<exists />"
- | Use_split -> sprintf "<split />"
- | Use_left -> sprintf "<left />"
- | Use_right -> sprintf "<right />"
- | Use_apply term -> sprintf "<apply>%s</apply>" term
- | Hints hints ->
- sprintf "<hints>\n%s\n</hints>"
- (String.concat "\n" (List.map pp_hint hints))
-
-let pp_hint_type s = s (* TODO pretty print hint_type *)
-let pp_tutor_dscs =
- List.fold_left
- (fun s (id, dsc) ->
- sprintf "%s<tutor_dsc id=\"%s\">%s</tutor_dsc>" s id dsc)
- ""
-let pp_tutor_ids =
- List.fold_left (fun s id -> sprintf "%s<tutor id=\"%s\" />" s id) ""
-
-let string_of_msg = function
- | Help -> "<help />"
- | Usage usage_string -> sprintf "<usage>%s</usage>" usage_string
- | Exception (name, value) ->
- sprintf "<exception name=\"%s\">%s</exception>" name value
- | Register_client (id, url) ->
- sprintf "<register_client id=\"%s\" url=\"%s\" />" id url
- | Unregister_client id -> sprintf "<unregister_client id=\"%s\" />" id
- | List_tutors id -> sprintf "<list_tutors id=\"%s\" />" id
- | Subscribe (id, tutor_ids) ->
- sprintf "<subscribe id=\"%s\">%s</subscribe>"
- id (pp_tutor_ids tutor_ids)
- | State_change (id, state) ->
- sprintf "<state_change id=\"%s\">%s</state_change>"
- id (pp_state state)
- | Wow id -> sprintf "<wow id=\"%s\" />" id
- | Register_tutor (id, url, hint_type, dsc) ->
- sprintf
-"<register_tutor id=\"%s\" url=\"%s\">
-<hint_type>%s</hint_type>
-<description>%s</description>
-</register_tutor>"
- id url (pp_hint_type hint_type) dsc
- | Unregister_tutor id -> sprintf "<unregister_tutor id=\"%s\" />" id
- | Musing_started (id, musing_id) ->
- sprintf "<musing_started id=\"%s\" musing_id=\"%s\" />" id musing_id
- | Musing_aborted (id, musing_id) ->
- sprintf "<musing_aborted id=\"%s\" musing_id=\"%s\" />" id musing_id
- | Musing_completed (id, musing_id, result) ->
- sprintf
- "<musing_completed id=\"%s\" musing_id=\"%s\">%s</musing_completed>"
- id musing_id
- (match result with
- | Sorry -> "<sorry />"
- | Eureka hint -> sprintf "<eureka>%s</eureka>" (pp_hint hint))
- | Client_registered id -> sprintf "<client_registered id=\"%s\" />" id
- | Client_unregistered id -> sprintf "<client_unregistered id=\"%s\" />" id
- | Tutor_list (id, tutor_dscs) ->
- sprintf "<tutor_list id=\"%s\">%s</tutor_list>"
- id (pp_tutor_dscs tutor_dscs)
- | Subscribed (id, tutor_ids) ->
- sprintf "<subscribed id=\"%s\">%s</subscribed>"
- id (pp_tutor_ids tutor_ids)
- | State_accepted (id, stop_ids, start_ids) ->
- sprintf
-"<state_accepted id=\"%s\">
-<stopped>%s</stopped>
-<started>%s</started>
-</state_accepted>"
- id
- (String.concat ""
- (List.map (fun id -> sprintf "<musing id=\"%s\" />" id) stop_ids))
- (String.concat ""
- (List.map (fun id -> sprintf "<musing id=\"%s\" />" id) start_ids))
- | Hint (id, hint) -> sprintf "<hint id=\"%s\">%s</hint>" id (pp_hint hint)
- | Tutor_registered id -> sprintf "<tutor_registered id=\"%s\" />" id
- | Tutor_unregistered id -> sprintf "<tutor_unregistered id=\"%s\" />" id
- | Start_musing (id, state) ->
- sprintf "<start_musing id=\"%s\">%s</start_musing>"
- id (pp_state (Some state))
- | Abort_musing (id, musing_id) ->
- sprintf "<abort_musing id=\"%s\" musing_id=\"%s\" />" id musing_id
- | Thanks (id, musing_id) ->
- sprintf "<thanks id=\"%s\" musing_id=\"%s\" />" id musing_id
- | Too_late (id, musing_id) ->
- sprintf "<too_late id=\"%s\" musing_id=\"%s\" />" id musing_id
-;;
-
- (* debugging function that dump on stderr the sent messages *)
-let dump_msg msg =
- if debug >= 2 then
- prerr_endline
- (sprintf "<SENDING_MESSAGE>\n%s\n</SENDING_MESSAGE>"
- (match msg with
- | State_change _ -> "<state_change>omissis ...</state_change>"
- | msg -> string_of_msg msg))
-;;
-
-let submit_req ~url msg =
- dump_msg msg;
- if debug >= 1 then (prerr_string "Waiting for an answer ... "; flush stderr);
- let res =
- msg_of_string (Hbugs_misc.http_post ~body:(string_of_msg msg) url)
- in
- if debug >= 1 then (prerr_string "answer received!\n"; flush stderr);
- res
-;;
-let return_xml_msg body outchan =
- Http_daemon.respond ~headers:["Content-Type", "text/xml"] ~body outchan
-;;
-let respond_msg msg outchan =
- dump_msg msg;
- return_xml_msg (string_of_msg msg) outchan
-(* close_out outchan *)
-;;
-let respond_exc name value = respond_msg (Exception (name, value));;
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-
-exception Parse_error of string * string (* parsing subject, reason *)
-exception Unexpected_message of message;;
-
-val msg_of_string: string -> message
-val string_of_msg: message -> string
-
-val submit_req: url:string -> message -> message
- (** close outchan afterwards *)
-val respond_msg: message -> out_channel -> unit
- (** close outchan afterwards *)
- (* exception_name, exception_value, output_channel *)
-val respond_exc: string -> string -> out_channel -> unit
-
-(* TODO the below functions are for debugging only and shouldn't be exposed *)
-val parse_state:
- ('a Pxp_document.node Pxp_document.extension as 'a) Pxp_document.node ->
- (string * string * int)
-val pp_state: (string * string * int) option -> string
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-
-let rec hashtbl_remove_all tbl key =
- if Hashtbl.mem tbl key then begin
- Hashtbl.remove tbl key;
- hashtbl_remove_all tbl key
- end else
- ()
-
- (** follows cut and paste from zack's Http_client_smart module *)
-
-exception Malformed_URL of string;;
-exception Malformed_HTTP_response of string;;
-
-let bufsiz = 16384;;
-let tcp_bufsiz = 4096;;
-
-let body_sep_RE = Pcre.regexp "\r\n\r\n";;
-let http_scheme_RE = Pcre.regexp ~flags:[`CASELESS] "^http://";;
-let url_RE = Pcre.regexp "^([\\w.]+)(:(\\d+))?(/.*)?$";;
-let parse_url url =
- try
- let subs =
- Pcre.extract ~rex:url_RE (Pcre.replace ~rex:http_scheme_RE url)
- in
- (subs.(1),
- (if subs.(2) = "" then 80 else int_of_string subs.(3)),
- (if subs.(4) = "" then "/" else subs.(4)))
- with exc -> raise (Malformed_URL url)
-;;
-let get_body answer =
- match Pcre.split ~rex:body_sep_RE answer with
- | [_; body] -> body
- | _ -> raise (Malformed_HTTP_response answer)
-;;
-
-let init_socket addr port =
- let inet_addr = (Unix.gethostbyname addr).Unix.h_addr_list.(0) in
- let sockaddr = Unix.ADDR_INET (inet_addr, port) in
- let suck = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
- Unix.connect suck sockaddr;
- let outchan = Unix.out_channel_of_descr suck in
- let inchan = Unix.in_channel_of_descr suck in
- (inchan, outchan)
-;;
-let rec retrieve inchan buf =
- Buffer.add_string buf (input_line inchan ^ "\n");
- retrieve inchan buf
-;;
-
-let http_get_iter_buf ~callback url =
- let (address, port, path) = parse_url url in
- let buf = String.create tcp_bufsiz in
- let (inchan, outchan) = init_socket address port in
- output_string outchan (sprintf "GET %s\r\n" path);
- flush outchan;
- (try
- while true do
- match input inchan buf 0 tcp_bufsiz with
- | 0 -> raise End_of_file
- | bytes when bytes = tcp_bufsiz -> (* buffer full, no need to slice it *)
- callback buf
- | bytes when bytes < tcp_bufsiz -> (* buffer not full, slice it *)
- callback (String.sub buf 0 bytes)
- | _ -> (* ( bytes < 0 ) || ( bytes > tcp_bufsiz ) *)
- assert false
- done
- with End_of_file -> ());
- close_in inchan (* close also outchan, same fd *)
-;;
-
-let http_get url =
- let buf = Buffer.create (tcp_bufsiz * 10) in
- http_get_iter_buf (fun data -> Buffer.add_string buf data) url;
- get_body (Buffer.contents buf)
-;;
-
-let http_post ?(body = "") url =
- let (address, port, path) = parse_url url in
- let (inchan, outchan) = init_socket address port in
- output_string outchan (sprintf "POST %s HTTP/1.0\r\n" path);
- output_string outchan (sprintf "Content-Length: %d\r\n" (String.length body));
- output_string outchan "\r\n";
- output_string outchan body;
- flush outchan;
- let buf = Buffer.create bufsiz in
- (try
- retrieve inchan buf
- with End_of_file -> close_in inchan); (* close also outchan, same fd *)
- get_body (Buffer.contents buf)
-;;
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** helpers *)
-
- (** remove all bindings of a given key from an hash table *)
-val hashtbl_remove_all: ('a, 'b) Hashtbl.t -> 'a -> unit
-
- (** follows cut and paste from zack's Http_client_smart module *)
-
- (** can't parse an HTTP url *)
-exception Malformed_URL of string
- (** can't parse an HTTP response *)
-exception Malformed_HTTP_response of string
-
- (** HTTP GET request for a given url, return http response's body *)
-val http_get: string -> string
- (** HTTP POST request for a given url, return http response's body,
- body argument, if specified, is sent as body along with request *)
-val http_post: ?body:string -> string -> string
-
- (** perform an HTTP GET request and apply a given function on each
- 'slice' of HTTP response read from server *)
-val http_get_iter_buf: callback:(string -> unit) -> string -> unit
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-open Printf;;
-
-let broker_url = "localhost:49081/act";;
-let dump_environment_on_exit = false;;
-
-let init_tutor = Hbugs_id_generator.new_tutor_id;;
-
- (** register a tutor to broker *)
-let register_to_broker id url hint_type dsc =
- try
- let res =
- Hbugs_messages.submit_req
- ~url:broker_url (Register_tutor (id, url, hint_type, dsc))
- in
- (match res with
- | Tutor_registered id ->
- prerr_endline (sprintf "Tutor registered, broker id: %s" id);
- id
- | unexpected_msg ->
- raise (Hbugs_messages.Unexpected_message unexpected_msg))
- with e ->
- failwith (sprintf "Can't register tutor to broker: uncaught exception: %s"
- (Printexc.to_string e))
-;;
- (** unregister a tutor from the broker *)
-let unregister_from_broker id =
- let res = Hbugs_messages.submit_req ~url:broker_url (Unregister_tutor id) in
- match res with
- | Tutor_unregistered _ -> prerr_endline "Tutor unregistered!"
- | unexpected_msg ->
- failwith
- (sprintf "Can't unregister from broker, received unexpected msg: %s"
- (Hbugs_messages.string_of_msg unexpected_msg))
-;;
-
- (* typecheck a loaded proof *)
- (* TODO this is a cut and paste from gTopLevel.ml *)
-let typecheck_loaded_proof metasenv bo ty =
- let module T = CicTypeChecker in
- ignore (
- List.fold_left
- (fun metasenv ((_,context,ty) as conj) ->
- ignore (T.type_of_aux' metasenv context ty) ;
- metasenv @ [conj]
- ) [] metasenv) ;
- ignore (T.type_of_aux' metasenv [] ty) ;
- ignore (T.type_of_aux' metasenv [] bo)
-;;
-
-type xml_kind = Body | Type;;
-let mk_dtdname ~ask_dtd_to_the_getter dtd =
- if ask_dtd_to_the_getter then
- Helm_registry.get "getter.url" ^ "getdtd?uri=" ^ dtd
- else
- "http://mowgli.cs.unibo.it/dtd/" ^ dtd
-;;
- (** this function must be the inverse function of GTopLevel.strip_xml_headings
- *)
-let add_xml_headings ~kind s =
- let dtdname = mk_dtdname ~ask_dtd_to_the_getter:true "cic.dtd" in
- let root =
- match kind with
- | Body -> "CurrentProof"
- | Type -> "ConstantType"
- in
- "<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n\n" ^
- "<!DOCTYPE " ^ root ^ " SYSTEM \""^ dtdname ^ "\">\n\n" ^
- s
-;;
-
-let load_state (type_string, body_string, goal) =
- prerr_endline "a0";
- let ((tmp1, oc1), (tmp2, oc2)) =
- (Filename.open_temp_file "" "", Filename.open_temp_file "" "")
- in
- prerr_endline "a1";
- output_string oc1 (add_xml_headings ~kind:Type type_string);
- output_string oc2 (add_xml_headings ~kind:Body body_string);
- close_out oc1; close_out oc2;
- prerr_endline (sprintf "Proof Type available in %s" tmp1);
- prerr_endline (sprintf "Proof Body available in %s" tmp2);
- let (proof, goal) =
- prerr_endline "a2";
- (match CicParser.obj_of_xml tmp1 (Some tmp2) with
- | Cic.CurrentProof (_,metasenv,bo,ty,_) -> (* TODO il primo argomento e' una URI valida o e' casuale? *)
- prerr_endline "a3";
- let uri = UriManager.uri_of_string "cic:/foo.con" in
- prerr_endline "a4";
- typecheck_loaded_proof metasenv bo ty;
- prerr_endline "a5";
- ((uri, metasenv, bo, ty), goal)
- | _ -> assert false)
- in
- prerr_endline "a6";
- Sys.remove tmp1; Sys.remove tmp2;
- (proof, goal)
-
-(* tutors creation stuff from now on *)
-
-module type HbugsTutor =
- sig
- val start: unit -> unit
- end
-
-module type HbugsTutorDescription =
- sig
- val addr: string
- val port: int
- val tactic: ProofEngineTypes.tactic
- val hint: hint
- val hint_type: hint_type
- val description: string
- val environment_file: string
- end
-
-module BuildTutor (Dsc: HbugsTutorDescription) : HbugsTutor =
- struct
- let broker_id = ref None
- let my_own_id = init_tutor ()
- let my_own_addr, my_own_port = Dsc.addr, Dsc.port
- let my_own_url = sprintf "%s:%d" my_own_addr my_own_port
-
- let is_authenticated id =
- match !broker_id with
- | None -> false
- | Some broker_id -> id = broker_id
-
- (* thread who do the dirty work *)
- let slave (state, musing_id) =
- prerr_endline (sprintf "Hi, I'm the slave for musing %s" musing_id);
- let (proof, goal) = load_state state in
- let success =
- try
- ignore (Dsc.tactic (proof, goal));
- true
- with e -> false
- in
- let answer =
- Musing_completed
- (my_own_id, musing_id, (if success then Eureka Dsc.hint else Sorry))
- in
- ignore (Hbugs_messages.submit_req ~url:broker_url answer);
- prerr_endline
- (sprintf "Bye, I've completed my duties (success = %b)" success)
-
- let hbugs_callback =
- (* hashtbl mapping musings ids to PID of threads doing the related (dirty)
- work *)
- let slaves = Hashtbl.create 17 in
- let forbidden () =
- prerr_endline "ignoring request from unauthorized broker";
- Exception ("forbidden", "")
- in
- function (* _the_ callback *)
- | Start_musing (broker_id, state) ->
- if is_authenticated broker_id then begin
- prerr_endline "received Start_musing";
- let new_musing_id = Hbugs_id_generator.new_musing_id () in
- prerr_endline
- (sprintf "starting a new musing (id = %s)" new_musing_id);
-(* let slave_thread = Thread.create slave (state, new_musing_id) in *)
- let slave_thread =
- ExtThread.create slave (state, new_musing_id)
- in
- Hashtbl.add slaves new_musing_id slave_thread;
- Musing_started (my_own_id, new_musing_id)
- end else (* broker unauthorized *)
- forbidden ();
- | Abort_musing (broker_id, musing_id) ->
- if is_authenticated broker_id then begin
- (try (* kill thread responsible for "musing_id" *)
- let slave_thread = Hashtbl.find slaves musing_id in
- ExtThread.kill slave_thread;
- Hashtbl.remove slaves musing_id
- with
- | ExtThread.Can_t_kill (_, reason) ->
- prerr_endline (sprintf "Unable to kill slave: %s" reason)
- | Not_found ->
- prerr_endline (sprintf
- "Can't find slave corresponding to musing %s, can't kill it"
- musing_id));
- Musing_aborted (my_own_id, musing_id)
- end else (* broker unauthorized *)
- forbidden ();
- | unexpected_msg ->
- Exception ("unexpected_msg",
- Hbugs_messages.string_of_msg unexpected_msg)
-
- let callback (req: Http_types.request) outchan =
- try
- let req_msg = Hbugs_messages.msg_of_string req#body in
- let answer = hbugs_callback req_msg in
- Http_daemon.respond ~body:(Hbugs_messages.string_of_msg answer) outchan
- with Hbugs_messages.Parse_error (subj, reason) ->
- Http_daemon.respond
- ~body:(Hbugs_messages.string_of_msg
- (Exception ("parse_error", reason)))
- outchan
-
- let restore_environment () =
- let ic = open_in Dsc.environment_file in
- prerr_endline "Restoring environment ...";
- CicEnvironment.restore_from_channel
- ~callback:(fun uri -> prerr_endline uri) ic;
- prerr_endline "... done!";
- close_in ic
-
- let dump_environment () =
- let oc = open_out Dsc.environment_file in
- prerr_endline "Dumping environment ...";
- CicEnvironment.dump_to_channel
- ~callback:(fun uri -> prerr_endline uri) oc;
- prerr_endline "... done!";
- close_out oc
-
- let main () =
- try
- Sys.catch_break true;
- at_exit (fun () ->
- if dump_environment_on_exit then
- dump_environment ();
- unregister_from_broker my_own_id);
- broker_id :=
- Some (register_to_broker
- my_own_id my_own_url Dsc.hint_type Dsc.description);
- if Sys.file_exists Dsc.environment_file then
- restore_environment ();
- Http_daemon.start'
- ~addr:my_own_addr ~port:my_own_port ~mode:`Thread callback
- with Sys.Break -> () (* exit nicely, invoking at_exit functions *)
-
- let start = main
-
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Hbugs_types;;
-
-val broker_url: string
-
-val register_to_broker:
- tutor_id -> string -> hint_type -> string ->
- broker_id
-val unregister_from_broker: tutor_id -> unit
-
-val init_tutor: unit -> tutor_id
-val load_state:
- Hbugs_types.state ->
- ProofEngineTypes.proof * ProofEngineTypes.goal
-
-module type HbugsTutor =
- sig
- val start: unit -> unit
- end
-
-module type HbugsTutorDescription =
- sig
- val addr: string
- val port: int
- val tactic: ProofEngineTypes.tactic
- val hint: hint
- val hint_type: hint_type
- val description: string
- val environment_file: string
- end
-
-module BuildTutor (Dsc: HbugsTutorDescription) : HbugsTutor
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type broker_id = string
-type client_id = string
-type musing_id = string
-type tutor_id = string
-type tutor_dsc = tutor_id * string (* tutor id, tutor description *)
-
-type state = (* proof assitant's state: proof type, proof body, goal *)
- string * string * int
-
-type hint =
- (* tactics usage related hints *)
- | Use_ring
- | Use_fourier
- | Use_reflexivity
- | Use_symmetry
- | Use_assumption
- | Use_contradiction
- | Use_exists
- | Use_split
- | Use_left
- | Use_right
- | Use_apply of string (* use apply tactic on embedded term *)
- (* hints list *)
- | Hints of hint list
-
-type hint_type = string (* TODO tipo di consiglio per l'utente *)
-
-type musing_result =
- | Eureka of hint (* extra information, if any, parsed depending
- on tutor's hint_type *)
- | Sorry
-
- (* for each message, first component is an ID that identify the sender *)
-type message =
-
- (* general purpose *)
- | Help (* help request *)
- | Usage of string (* help response *) (* usage string *)
- | Exception of string * string (* name, value *)
-
- (* client -> broker *)
- | Register_client of client_id * string (* client id, client url *)
- | Unregister_client of client_id (* client id *)
- | List_tutors of client_id (* client_id *)
- | Subscribe of client_id * tutor_id list (* client id, tutor id list *)
- | State_change of client_id * state option (* client_id, new state *)
- | Wow of client_id (* client_id *)
-
- (* tutor -> broker *)
- | Register_tutor of tutor_id * string * hint_type * string
- (* tutor id, tutor url, hint type,
- tutor description *)
- | Unregister_tutor of tutor_id (* tutor id *)
- | Musing_started of tutor_id * musing_id (* tutor id, musing id *)
- | Musing_aborted of tutor_id * musing_id (* tutor id, musing id *)
- | Musing_completed of tutor_id * musing_id * musing_result
- (* tutor id, musing id, result *)
-
- (* broker -> client *)
- | Client_registered of broker_id (* broker id *)
- | Client_unregistered of broker_id (* broker id *)
- | Tutor_list of broker_id * tutor_dsc list (* broker id, tutor list *)
- | Subscribed of broker_id * tutor_id list (* broker id, tutor list *)
- | State_accepted of broker_id * musing_id list * musing_id list
- (* broker id, stopped musing ids,
- started musing ids *)
- | Hint of broker_id * hint (* broker id, hint *)
-
- (* broker -> tutor *)
- | Tutor_registered of broker_id (* broker id *)
- | Tutor_unregistered of broker_id (* broker id *)
- | Start_musing of broker_id * state (* broker id, state *)
- | Abort_musing of broker_id * musing_id (* broker id, musing id *)
- | Thanks of broker_id * musing_id (* broker id, musing id *)
- | Too_late of broker_id * musing_id (* broker id, musing id *)
-
+++ /dev/null
-#!/bin/sh
-daemon="broker"
-if [ "$1" = "--help" -o "$1" = "" ]; then
- echo "ctl.sh { start | stop | --help }"
- exit 0
-fi
-if [ "$1" = "start" ]; then
- echo -n "Starting HBugs broker ... "
- ./$daemon &> run/$daemon.log &
- echo "done!"
-elif [ "$1" = "stop" ]; then
- echo -n "Stopping HBugs broker ... "
- killall -9 $daemon
- echo "done!"
-fi
+++ /dev/null
-#!/usr/bin/ocamlrun /usr/bin/ocaml
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-#use "topfind"
-#require "pcre"
-#require "pxp"
-open Printf
-open Pxp_document
-open Pxp_dtd
-open Pxp_types
-open Pxp_yacc
-
-let index = "data/tutors_index.xml"
-let template = "data/hbugs_tutor.TPL.ml"
-
- (* apply a set of regexp substitutions specified as a list of pairs
- <pattern,template> to a string *)
-let rec apply_subst ~fill s =
- match fill with
- | [] -> s
- | (pat, templ)::rest ->
- apply_subst ~fill:rest (Pcre.replace ~pat ~templ s)
- (* fill a ~template file with substitutions specified in ~fill (see
- apply_subst) and save output to ~output *)
-let fill_template ~template ~fill ~output =
- printf "Creating %s ... " output; flush stdout;
- let (ic, oc) = (open_in template, open_out output) in
- let rec fill_template' () =
- output_string oc ((apply_subst ~fill (input_line ic)) ^ "\n");
- fill_template' ()
- in
- try
- output_string oc (sprintf
-"(*
- THIS CODE IS GENERATED - DO NOT MODIFY!
-
- the source of this code is template \"%s\"
- the template was filled with data read from \"%s\"
-*)\n"
- template index);
- fill_template' ()
- with End_of_file ->
- close_in ic;
- close_out oc;
- printf "done!\n"; flush stdout
-let parse_xml fname =
- parse_wfdocument_entity default_config (from_file fname) default_spec
-let is_tutor node =
- match node#node_type with T_element "tutor" -> true | _ -> false
-let is_element node =
- match node#node_type with T_element _ -> true | _ -> false
-let main () =
- (parse_xml index)#root#iter_nodes
- (fun node ->
- try
- (match node with
- | node when is_tutor node ->
- (try (* skip hand-written tutors *)
- ignore (find_element "no_auto" node);
- raise Exit
- with Not_found -> ());
- let output =
- try
- (match node#attribute "source" with
- | Value s -> s
- | _ -> assert false)
- with Not_found -> assert false
- in
- let fill =
- List.map (* create substitution list from index data *)
- (fun node ->
- let name = (* node name *)
- (match node#node_type with
- | T_element s -> s
- | _ -> assert false)
- in
- let value = node#data in (* node value *)
- (sprintf "@%s@" (String.uppercase name), (* pattern *)
- value)) (* substitution *)
- (List.filter is_element node#sub_nodes)
- in
- fill_template ~fill ~template ~output
- | _ -> ())
- with Exit -> ())
-
-let _ = main ()
-
+++ /dev/null
-#!/usr/bin/ocamlrun /usr/bin/ocaml
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(* Usage: ls_tutors.ml # lists all tutors
- * ls_tutors.ml -auto # lists only generated tutors
- *)
-
-#use "topfind"
-#require "pxp"
-open Printf
-open Pxp_document
-open Pxp_dtd
-open Pxp_types
-open Pxp_yacc
-
-let index = "data/tutors_index.xml"
-let auto_only =
- try
- (match Sys.argv.(1) with "-auto" -> true | _ -> false)
- with Invalid_argument _ -> false
-let parse_xml fname =
- parse_wfdocument_entity default_config (from_file fname) default_spec
-let is_tutor node =
- match node#node_type with T_element "tutor" -> true | _ -> false
-let main () =
- List.iter
- (fun tutor ->
- try
- (match tutor#attribute "source" with
- | Value s ->
- if not auto_only then
- print_endline s
- else (* we should print only generated tutors *)
- (try
- ignore (find_element "no_auto" tutor);
- with Not_found ->
- print_endline s)
- | _ -> assert false)
- with Not_found -> assert false)
- (List.filter is_tutor (parse_xml index)#root#sub_nodes)
-let _ = main ()
-
+++ /dev/null
-#!/bin/sh
-# Copyright (C) 2003:
-# Stefano Zacchiroli <zack@cs.unibo.it>
-# for the HELM Team http://helm.cs.unibo.it/
-#
-# This file is part of HELM, an Hypertextual, Electronic
-# Library of Mathematics, developed at the Computer Science
-# Department, University of Bologna, Italy.
-#
-# HELM is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License
-# as published by the Free Software Foundation; either version 2
-# of the License, or (at your option) any later version.
-#
-# HELM is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with HELM; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330, Boston,
-# MA 02111-1307, USA.
-#
-# For details, see the HELM World-Wide-Web page,
-# http://helm.cs.unibo.it/
-if [ "$1" = "--help" -o "$1" = "" ]; then
- echo "sabba.sh { start | stop | --help }"
- exit 0
-fi
-
-./scripts/ls_tutors.ml |
-while read line; do
- tutor=`echo $line | sed 's/\.ml//'`
- if [ "$1" = "stop" ]; then
- echo -n "Stopping HBugs tutor $tutor ... "
- killall -9 $tutor
- echo "done!"
- elif [ "$1" = "start" ]; then
- echo -n "Starting HBugs tutor $tutor ... "
- nice -n 19 ./$tutor &> run/$tutor.log &
- echo "done!"
- else
- echo "Uh? Try --help"
- exit 1
- fi
-done
+++ /dev/null
-
-open Hbugs_types;;
-open Printf;;
-
-exception Empty_must;;
-
-module MQI = MQueryInterpreter
-module MQIC = MQIConn
-
-let broker_id = ref None
-let my_own_id = Hbugs_tutors.init_tutor ()
-let my_own_addr, my_own_port = "127.0.0.1", 50011
-let my_own_url = sprintf "%s:%d" my_own_addr my_own_port
-let environment_file = "search_pattern_apply.environment"
-let dump_environment_on_exit = false
-
-let is_authenticated id =
- match !broker_id with
- | None -> false
- | Some broker_id -> id = broker_id
-
- (* thread who do the dirty work *)
-let slave mqi_handle (state, musing_id) =
- try
- prerr_endline (sprintf "Hi, I'm the slave for musing %s" musing_id);
- let (proof, goal) = Hbugs_tutors.load_state state in
- let hint =
- try
- let choose_must must only = (* euristic: use 2nd precision level
- 1st is more precise but is more slow *)
- match must with
- | [] -> raise Empty_must
- | _::hd::tl -> hd
- | hd::tl -> hd
- in
- let uris =
- TacticChaser.matchConclusion mqi_handle
- ~output_html:prerr_endline ~choose_must () ~status:(proof, goal)
- in
- if uris = [] then
- Sorry
- else
- Eureka (Hints (List.map (fun uri -> Use_apply uri) uris))
- with Empty_must -> Sorry
- in
- let answer = Musing_completed (my_own_id, musing_id, hint) in
- ignore (Hbugs_messages.submit_req ~url:Hbugs_tutors.broker_url answer);
- prerr_endline
- (sprintf "Bye, I've completed my duties (success = %b)" (hint <> Sorry))
- with
- (Pxp_types.At _) as e ->
- let rec unbox_exception =
- function
- Pxp_types.At (_,e) -> unbox_exception e
- | e -> e
- in
- prerr_endline ("Uncaught PXP exception: " ^ Pxp_types.string_of_exn e) ;
- (* e could be the Thread.exit exception; otherwise we will release an *)
- (* uncaught exception and the Pxp_types.At was already an uncaught *)
- (* exception ==> no additional arm *)
- raise (unbox_exception e)
-
-let hbugs_callback mqi_handle =
- let ids = Hashtbl.create 17 in
- let forbidden () =
- prerr_endline "ignoring request from unauthorized broker";
- Exception ("forbidden", "")
- in
- function
- | Start_musing (broker_id, state) ->
- if is_authenticated broker_id then begin
- prerr_endline "received Start_musing";
- let new_musing_id = Hbugs_id_generator.new_musing_id () in
- let id = ExtThread.create (slave mqi_handle) (state, new_musing_id) in
- prerr_endline (sprintf "starting a new musing (id = %s)" new_musing_id);
- Hashtbl.add ids new_musing_id id;
- (*ignore (Thread.create slave (state, new_musing_id));*)
- Musing_started (my_own_id, new_musing_id)
- end else (* broker unauthorized *)
- forbidden ();
- | Abort_musing (broker_id, musing_id) ->
- prerr_endline "CSC: Abort_musing received" ;
- if is_authenticated broker_id then begin
- (* prerr_endline "Ignoring 'Abort_musing' message ..."; *)
- (try
- ExtThread.kill (Hashtbl.find ids musing_id) ;
- Hashtbl.remove ids musing_id ;
- with
- Not_found
- | ExtThread.Can_t_kill _ ->
- prerr_endline ("Can not kill slave " ^ musing_id)) ;
- Musing_aborted (my_own_id, musing_id)
- end else (* broker unauthorized *)
- forbidden ();
- | unexpected_msg ->
- Exception ("unexpected_msg",
- Hbugs_messages.string_of_msg unexpected_msg)
-
-let callback mqi_handle (req: Http_types.request) outchan =
- try
- let req_msg = Hbugs_messages.msg_of_string req#body in
- let answer = hbugs_callback mqi_handle req_msg in
- Http_daemon.respond ~body:(Hbugs_messages.string_of_msg answer) outchan
- with Hbugs_messages.Parse_error (subj, reason) ->
- Http_daemon.respond
- ~body:(Hbugs_messages.string_of_msg
- (Exception ("parse_error", reason)))
- outchan
-
-let restore_environment () =
- let ic = open_in environment_file in
- prerr_endline "Restoring environment ...";
- CicEnvironment.restore_from_channel
- ~callback:(fun uri -> prerr_endline uri) ic;
- prerr_endline "... done!";
- close_in ic
-
-let dump_environment () =
- let oc = open_out environment_file in
- prerr_endline "Dumping environment ...";
- CicEnvironment.dump_to_channel
- ~callback:(fun uri -> prerr_endline uri) oc;
- prerr_endline "... done!";
- close_out oc
-
-let main () =
- try
- Sys.catch_break true;
- at_exit (fun () ->
- if dump_environment_on_exit then
- dump_environment ();
- Hbugs_tutors.unregister_from_broker my_own_id);
- broker_id :=
- Some (Hbugs_tutors.register_to_broker
- my_own_id my_own_url "FOO" "Search_pattern_apply tutor");
- let mqi_handle = MQIC.init ~log:prerr_string () in
- if Sys.file_exists environment_file then
- restore_environment ();
- Http_daemon.start'
- ~addr:my_own_addr ~port:my_own_port ~mode:`Thread (callback mqi_handle);
- MQIC.close mqi_handle
- with Sys.Break -> () (* exit nicely, invoking at_exit functions *)
-;;
-
-main ()
-
+++ /dev/null
-*.cmi
-*.cmo
-*.cma
-*.cmx
-*.o
-*.a
-test_serialization
+++ /dev/null
-<test>
-
- <!-- general purpose -->
-
- <help />
-
- <usage>usage string</usage>
-
- <exception name='eccezione1'>corpo dell'exc</exception>
-
- <!-- client -> broker -->
-
- <register_client id='client_id' url='client_url' />
-
- <unregister_client id='client_id' />
-
- <list_tutors id='client_id' />
-
- <subscribe id='client_id'>
- <tutor id='tutor_id1' />
- <tutor id='tutor_id2' />
- <!-- .... -->
- <tutor id='tutor_idN' />
- </subscribe>
-
- <state_change id='client_id'> <!-- new state received -->
- <gTopLevelStatus>
- <CurrentGoal>0</CurrentGoal>
- <ConstantType>
- </ConstantType>
- <CurrentProof>
- </CurrentProof>
- </gTopLevelStatus>
- </state_change>
-
- <state_change id='client_id'> <!-- no state received: proof is completed -->
- <gTopLevelStatus />
- </state_change>
-
- <wow id="client_id" />
-
- <!-- tutor -> broker -->
-
- <register_tutor id='tutor_id' url='tutor_url'>
- <hint_type>
- <!-- HINT TYPE -->
- </hint_type>
- <description>
- descrizione del tutor
- </description>
- </register_tutor>
-
- <unregister_tutor id='tutor_id' />
-
- <musing_started id='tutor_id' musing_id='musing_id' />
-
- <musing_aborted id='tutor_id' musing_id='musing_id' />
-
- <musing_completed id='tutor_id' musing_id='musing_id'>
- <sorry />
- </musing_completed>
-
- <musing_completed id='tutor_id' musing_id='musing_id'>
- <eureka>
- <ring />
- </eureka>
- </musing_completed>
-
- <musing_completed id='tutor_id' musing_id='musing_id'>
- <eureka>
- <hints>
- <ring />
- <fourier />
- </hints>
- </eureka>
- </musing_completed>
-
- <!-- broker -> client -->
-
- <client_registered id='broker_id' />
-
- <client_unregistered id='broker_id' />
-
- <tutor_list id='broker_id'>
- <tutor_dsc id='tutor_id1'> description 1 </tutor_dsc>
- <tutor_dsc id='tutor_id2'> description 2 </tutor_dsc>
- <!-- ... -->
- <tutor_dsc id='tutor_idN'> description N </tutor_dsc>
- </tutor_list>
-
- <subscribed id='broker_id'>
- <tutor_dsc id='tutor_id1'> description 1 </tutor_dsc>
- <tutor_dsc id='tutor_id2'> description 2 </tutor_dsc>
- <!-- ... -->
- <tutor_dsc id='tutor_idN'> description N </tutor_dsc>
- </subscribed>
-
- <state_accepted id='broker_id'>
- <stopped>
- <musing id='musing_id1' />
- <!-- ... -->
- <musing id='musing_idN' />
- </stopped>
- <started>
- <musing id='musing_id1' />
- <!-- ... -->
- <musing id='musing_idM' />
- </started>
- </state_accepted>
-
- <hint id='broker_id'>
- <ring />
- </hint>
-
- <hint id='broker_id'>
- <hints>
- <ring />
- <fourier />
- </hints>
- </hint>
-
- <!-- broker -> tutor -->
-
- <tutor_registered id='broker_id' />
-
- <tutor_unregistered id='broker_id' />
-
- <start_musing id='broker_id'>
- <gTopLevelStatus>
- <CurrentGoal>0</CurrentGoal>
- <ConstantType>
- </ConstantType>
- <CurrentProof>
- </CurrentProof>
- </gTopLevelStatus>
- </start_musing>
-
- <abort_musing id='broker_id' musing_id='musing_id' />
-
- <thanks id='broker_id' musing_id='musing_id' />
-
- <too_late id='broker_id' musing_id='musing_id' />
-
-</test>
+++ /dev/null
-all: test_serialization
-test_serialization: test_serialization.ml
- OCAMLPATH="../meta" ocamlfind ocamlc -linkpkg -package hbugs-common -o test_serialization test_serialization.ml
-clean:
- rm -f *.cm[io] test_serialization
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Pxp_document;;
-open Pxp_dtd;;
-open Pxp_types;;
-open Pxp_yacc;;
-
-open Printf;;
-
-let test_data = "HBUGS_MESSAGES.xml" ;;
-
-let test_message (n:('a Pxp_document.extension as 'b) Pxp_document.node as 'a) =
- try
- let msg_string =
- let buf = Buffer.create 1000 in
- n#write (`Out_buffer buf) `Enc_utf8;
- Buffer.contents buf
- in
- let msg = Hbugs_messages.msg_of_string msg_string in
- let pp = Hbugs_messages.string_of_msg msg in
- let msg' = Hbugs_messages.msg_of_string pp in
- if (msg <> msg') then
- prerr_endline
- (sprintf "Failure with msg %s"
- (match n#node_type with T_element name -> name | _ -> assert false))
- with e ->
- prerr_endline
- (sprintf "Failure with msg %s: uncaught exception %s"
- (match n#node_type with T_element name -> name | _ -> assert false)
- (Printexc.to_string e))
-;;
-
-let is_xml_element n =
- match n#node_type with T_element _ -> true | _ -> false
-;;
-
-let root =
- parse_wfcontent_entity default_config (from_file test_data) default_spec
-in
-printf "Testing all messages from %s ...\n" test_data; flush stdout;
-List.iter test_message (List.filter is_xml_element root#sub_nodes);
-printf "Done!\n"
-;;
-
+++ /dev/null
-*.cm[iaox]
-*.cmxa
+++ /dev/null
-hMysql.cmo: hMysql.cmi
-hMysql.cmx: hMysql.cmi
+++ /dev/null
-PACKAGE = hmysql
-REQUIRES = mysql helm-registry helm-extlib
-PREDICATES =
-
-INTERFACE_FILES = \
- hMysql.mli
-IMPLEMENTATION_FILES = \
- $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type dbd = Mysql.dbd option
-type result = Mysql.result option
-type error_code = Mysql.error_code
-
-let profiler = HExtlib.profile "mysql"
-
-let use_real_db () =
- not (Helm_registry.get_opt_default Helm_registry.bool
- ~default:false "db.nodb")
-
-let quick_connect ?host ?database ?port ?password ?user () =
- profiler.HExtlib.profile
- (fun () ->
- if use_real_db () then
- (Some (Mysql.quick_connect ?host ?database ?port ?password ?user ()))
- else
- None)
- ()
-
-let disconnect = function
- | None -> ()
- | Some dbd -> profiler.HExtlib.profile Mysql.disconnect dbd
-
-let escape s =
- profiler.HExtlib.profile Mysql.escape s
-
-let exec dbd s =
- match dbd with
- | None -> None
- | Some dbd -> Some (profiler.HExtlib.profile (Mysql.exec dbd) s)
-
-let map res ~f =
- match res with
- | None -> []
- | Some res ->
- let map f = Mysql.map res ~f in
- profiler.HExtlib.profile map f
-
-let iter res ~f =
- match res with
- | None -> ()
- | Some res ->
- let iter f = Mysql.iter res ~f in
- profiler.HExtlib.profile iter f
-
-let errno = function
- | None -> Mysql.Connection_error
- | Some dbd -> profiler.HExtlib.profile Mysql.errno dbd
-
-let status = function
- | None -> Mysql.StatusError Mysql.Connection_error
- | Some dbd -> profiler.HExtlib.profile Mysql.status dbd
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(**
- * {2 Proxy module around MySQL conection}
- *
- * The behaviour of this module is influenced by the Helm_registry boolean value
- * of the "db.nodb" key. When set to "false" the module works as expected. When
- * set to "true" all functions perform dummy action: connect and disconnect do
- * nothing; exec, iter, and map work like the empty set of results has been
- * returned; errno and status return Mysql.Connection_error
- *)
-
-type dbd
-type result
-
-(* the exceptions raised are from the Mysql module *)
-
-val quick_connect :
- ?host:string ->
- ?database:string ->
- ?port:int -> ?password:string -> ?user:string -> unit -> dbd
-
-val disconnect : dbd -> unit
-
-val exec: dbd -> string -> result
-val map : result -> f:(string option array -> 'a) -> 'a list
-val iter : result -> f:(string option array -> unit) -> unit
-
-val errno : dbd -> Mysql.error_code
-val status : dbd -> Mysql.status
-
-val escape: string -> string
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
+++ /dev/null
-*.cma
-*.cmo
-*.cmx
-*.cmi
-*.cmxa
-*.a
-*.o
+++ /dev/null
-helmLogger.cmo: helmLogger.cmi
-helmLogger.cmx: helmLogger.cmi
+++ /dev/null
-
-PACKAGE = logger
-REQUIRES =
-INTERFACE_FILES = \
- helmLogger.mli
-IMPLEMENTATION_FILES = \
- $(INTERFACE_FILES:%.mli=%.ml)
-
-include ../Makefile.common
-
+++ /dev/null
-
-open Printf
-
-(* HTML simulator (first in its kind) *)
-
-type html_tag =
- [ `T of string
- | `L of html_tag list
- | `BR
- | `DIV of int * string option * html_tag
- ]
-
-type html_msg = [ `Error of html_tag | `Msg of html_tag ]
-
-type logger_fun = ?append_NL:bool -> html_msg -> unit
-
-let rec string_of_html_tag =
- let rec aux indent =
- let indent_str = String.make indent ' ' in
- function
- | `T s -> s
- | `L msgs ->
- String.concat ("\n" ^ indent_str) (List.map (aux indent) msgs)
- | `BR -> "\n" ^ indent_str
- | `DIV (local_indent, _, tag) ->
- "\n" ^ indent_str ^ aux (indent + local_indent) tag
- in
- aux 0
-
-let string_of_html_msg = function
- | `Error tag -> "Error: " ^ string_of_html_tag tag
- | `Msg tag -> string_of_html_tag tag
-
-let rec html_of_html_tag = function
- | `T s -> s
- | `L msgs ->
- sprintf "<ul>\n%s\n</ul>"
- (String.concat "\n"
- (List.map
- (fun msg -> sprintf "<li>%s</li>" (html_of_html_tag msg))
- msgs))
- | `BR -> "<br />\n"
- | `DIV (indent, color, tag) ->
- sprintf "<div style=\"%smargin-left:%fcm\">\n%s\n</div>"
- (match color with None -> "" | Some color -> "color: " ^ color ^ "; ")
- (float_of_int indent *. 0.5)
- (html_of_html_tag tag)
-
-let html_of_html_msg =
- function
- | `Error tag -> "<b>Error: " ^ html_of_html_tag tag ^ "</b>"
- | `Msg tag -> html_of_html_tag tag
-
-let log_callbacks = ref []
-
-let register_log_callback logger_fun =
- log_callbacks := !log_callbacks @ [ logger_fun ]
-
-let log ?append_NL html_msg =
- List.iter (fun logger_fun -> logger_fun ?append_NL html_msg) !log_callbacks
-
+++ /dev/null
-
-type html_tag =
- [ `BR
- | `L of html_tag list
- | `T of string
- | `DIV of int * string option * html_tag (* indentation, color, tag *)
- ]
-type html_msg = [ `Error of html_tag | `Msg of html_tag ]
-
- (** html_msg to plain text converter *)
-val string_of_html_msg: html_msg -> string
-
- (** html_tag to plain text converter *)
-val string_of_html_tag: html_tag -> string
-
- (** html_msg to html text converter *)
-val html_of_html_msg: html_msg -> string
-
- (** html_tag to html text converter *)
-val html_of_html_tag: html_tag -> string
-
-type logger_fun = ?append_NL:bool -> html_msg -> unit
-
-val register_log_callback: logger_fun -> unit
-
-val log: logger_fun
-
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-PACKAGE = mathql
-REQUIRES = helm-cic
-PREDICATES =
-
-INTERFACE_FILES =
-
-IMPLEMENTATION_FILES = mathQL.ml
-
-EXTRA_OBJECTS_TO_INSTALL = mathQL.ml mathQL.cmi
-
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://www.cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* output data structures ***************************************************)
-
-type path = string list (* the name of an attribute *)
-
-type value = string list (* the value of an attribute *)
-
-type attribute = path * value (* an attribute *)
-
-type attribute_group = attribute list (* a group of attributes *)
-
-type attribute_set = attribute_group list (* the attributes of an URI *)
-
-type resource = string * attribute_set (* an attributed URI *)
-
-type resource_set = resource list (* the query result *)
-
-type result = resource_set
-
-
-(* input data structures ****************************************************)
-
-type svar = string (* the name of a variable for a resource set *)
-
-type avar = string (* the name of a variable for a resource *)
-
-type vvar = string (* the name of a variable for an attribute value *)
-
-type inverse = bool
-
-type refine = RefineExact
- | RefineSub
- | RefineSuper
-
-type main = path
-
-type pattern = bool
-
-type exp = path * (path option)
-
-type exp_list = exp list
-
-type allbut = bool
-
-type xml = bool
-
-type source = bool
-
-type bin = BinFJoin (* full union - with attr handling *)
- | BinFMeet (* full intersection - with attr handling *)
- | BinFDiff (* full difference - with attr handling *)
-
-type gen = GenFJoin (* full union - with attr handling *)
- | GenFMeet (* full intersection - with attr handling *)
-
-type test = Xor
- | Or
- | And
- | Sub
- | Meet
- | Eq
- | Le
- | Lt
-
-type query = Empty
- | SVar of svar
- | AVar of avar
- | Subj of msval
- | Property of inverse * refine * path *
- main * istrue * isfalse list * exp_list *
- pattern * msval
- | Select of avar * query * msval
- | Bin of bin * query * query
- | LetSVar of svar * query * query
- | LetVVar of vvar * msval * query
- | For of gen * avar * query * query
- | Add of bool * groups * query
- | If of msval * query * query
- | Log of xml * source * query
- | StatQuery of query
- | Keep of allbut * path list * query
-
-and msval = False
- | True
- | Not of msval
- | Ex of avar list * msval
- | Test of test * msval * msval
- | Const of string
- | Set of msval list
- | Proj of path option * query
- | Dot of avar * path
- | VVar of vvar
- | StatVal of msval
- | Count of msval
- | Align of string * msval
-
-and groups = Attr of (path * msval) list list
- | From of avar
-
-and con = pattern * path * msval
-
-and istrue = con list
-
-and isfalse = con list
+++ /dev/null
-*.cmi
-*.cmo
-*.cma
-*.cmx
-*.cmxa
+++ /dev/null
-mQGUtil.cmi: mQGTypes.cmo
-mQueryGenerator.cmi: mQGTypes.cmo
-cGMatchConclusion.cmi: mQGTypes.cmo
-cGSearchPattern.cmi: mQGTypes.cmo
-cGLocateInductive.cmi: mQGTypes.cmo
-mQGUtil.cmo: mQGTypes.cmo mQGUtil.cmi
-mQGUtil.cmx: mQGTypes.cmx mQGUtil.cmi
-mQueryGenerator.cmo: mQGUtil.cmi mQGTypes.cmo mQueryGenerator.cmi
-mQueryGenerator.cmx: mQGUtil.cmx mQGTypes.cmx mQueryGenerator.cmi
-cGMatchConclusion.cmo: mQGTypes.cmo cGMatchConclusion.cmi
-cGMatchConclusion.cmx: mQGTypes.cmx cGMatchConclusion.cmi
-cGSearchPattern.cmo: mQGUtil.cmi mQGTypes.cmo cGSearchPattern.cmi
-cGSearchPattern.cmx: mQGUtil.cmx mQGTypes.cmx cGSearchPattern.cmi
-cGLocateInductive.cmo: mQGTypes.cmo cGLocateInductive.cmi
-cGLocateInductive.cmx: mQGTypes.cmx cGLocateInductive.cmi
+++ /dev/null
-PACKAGE = mathql_generator
-
-REQUIRES = helm-cic helm-cic_proof_checking helm-mathql
-
-PREDICATES =
-
-INTERFACE_FILES = mQGUtil.mli mQueryGenerator.mli \
- cGMatchConclusion.mli cGSearchPattern.mli \
- cGLocateInductive.mli
-
-IMPLEMENTATION_FILES = mQGTypes.ml $(INTERFACE_FILES:%.mli=%.ml)
-
-EXTRA_OBJECTS_TO_INSTALL = mQGTypes.ml mQGTypes.cmi
-
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-exception NotAnInductiveDefinition
-
-let get_constraints = function
- | Cic.MutInd (uri, t, _) ->
- let uri = UriManager.string_of_uriref (uri, [t]) in
- let constr_obj =
- [(`InHypothesis, uri); (`MainHypothesis (Some 0), uri)]
- in
- let constr_rel = [`MainConclusion None] in
- let constr_sort = [(`MainHypothesis (Some 1), MQGTypes.Prop)] in
- (constr_obj, constr_rel, constr_sort)
- | _ -> raise NotAnInductiveDefinition
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val get_constraints : Cic.term -> MQGTypes.must_restrictions
-
-exception NotAnInductiveDefinition
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module T = MQGTypes
-
-let text_of_entries out entries =
- out "(** MatchConclusion: results of the term inspection **)\n";
- let text_of_entry (u, b, v) =
- out (string_of_int v ^ " ");
- out (if b then "$MC " else "$IC ");
- out (u ^ "\n")
- in List.iter text_of_entry entries
-
-let sort_entries entries =
- let comparator (_, _, v1) (_, _, v2) = compare v1 v2 in
- List.fast_sort comparator entries
-
-let levels_of_term metasenv context term =
- let module TC = CicTypeChecker in
- let module Red = CicReduction in
- let degree t =
- let rec degree_aux = function
- | Cic.Sort _ -> 1
- | Cic.Cast (u, _) -> degree_aux u
- | Cic.Prod (_, _, t) -> degree_aux t
- | _ -> 2
- in
- let u,_ = TC.type_of_aux' metasenv context t CicUniv.empty_ugraph in
- degree_aux (Red.whd context u)
- in
- let entry_eq (s1, b1, v1) (s2, b2, v2) =
- s1 = s2 && b1 = b2
- in
- let rec entry_in e = function
- | [] -> [e]
- | head :: tail ->
- head :: if entry_eq head e then tail else entry_in e tail
- in
- let inspect_uri main l uri tc v term =
- let d = degree term in
- entry_in (UriManager.string_of_uriref (uri, tc), main, 2 * v + d - 1) l
- in
- let rec inspect_term main l v term = match term with
- Cic.Rel _ -> l
- | Cic.Meta _ -> l
- | Cic.Sort _ -> l
- | Cic.Implicit _ -> l
- | Cic.Var (u,exp_named_subst) ->
- inspect_exp_named_subst l (succ v) exp_named_subst
-(*
- let l' = inspect_uri main l u [] v term in
- inspect_exp_named_subst l' (succ v) exp_named_subst
-*)
- | Cic.Const (u,exp_named_subst) ->
- let l' = inspect_uri main l u [] v term in
- inspect_exp_named_subst l' (succ v) exp_named_subst
- | Cic.MutInd (u, t, exp_named_subst) ->
- let l' = inspect_uri main l u [t] v term in
- inspect_exp_named_subst l' (succ v) exp_named_subst
- | Cic.MutConstruct (u, t, c, exp_named_subst) ->
- let l' = inspect_uri main l u [t; c] v term in
- inspect_exp_named_subst l' (succ v) exp_named_subst
- | Cic.Cast (uu, _) ->
- inspect_term main l v uu
- | Cic.Prod (_, uu, tt) ->
- let luu = inspect_term false l (succ v) uu in
- inspect_term main luu (succ v) tt
- | Cic.Lambda (_, uu, tt) ->
- let luu = inspect_term false l (succ v) uu in
- inspect_term false luu (succ v) tt
- | Cic.LetIn (_, uu, tt) ->
- let luu = inspect_term false l (succ v) uu in
- inspect_term false luu (succ v) tt
- | Cic.Appl m -> inspect_list main l true v m
- | Cic.MutCase (u, t, tt, uu, m) ->
- let lu = inspect_uri main l u [t] (succ v) term in
- let ltt = inspect_term false lu (succ v) tt in
- let luu = inspect_term false ltt (succ v) uu in
- inspect_list main luu false (succ v) m
- | Cic.Fix (_, m) -> inspect_ind l (succ v) m
- | Cic.CoFix (_, m) -> inspect_coind l (succ v) m
- and inspect_list main l head v = function
- | [] -> l
- | tt :: m ->
- let ltt = inspect_term main l (if head then v else v + 1) tt in
- inspect_list false ltt false v m
- and inspect_exp_named_subst l v = function
- [] -> l
- | (_,t) :: tl ->
- let l' = inspect_term false l v t in
- inspect_exp_named_subst l' v tl
- and inspect_ind l v = function
- | [] -> l
- | (_, _, tt, uu) :: m ->
- let ltt = inspect_term false l v tt in
- let luu = inspect_term false ltt v uu in
- inspect_ind luu v m
- and inspect_coind l v = function
- | [] -> l
- | (_, tt, uu) :: m ->
- let ltt = inspect_term false l v tt in
- let luu = inspect_term false ltt v uu in
- inspect_coind luu v m
- in
- let rec inspect_backbone = function
- | Cic.Cast (uu, _) -> inspect_backbone uu
- | Cic.Prod (_, _, tt) -> inspect_backbone tt
- | Cic.LetIn (_, uu, tt) -> inspect_backbone tt
- | t -> inspect_term true [] 0 t
- in
- inspect_backbone term
-
-let get_constraints e c t =
- let can = sort_entries (levels_of_term e c t) in (* can restrictions *)
- text_of_entries prerr_string can; flush stderr; (* logging *)
- let rest_of (u, b, _) =
- let p = if b then `MainConclusion None else `InConclusion in (p, u)
- in
- let rec split vp = function
- | [], ((_, _, v) as hd) :: tl -> split v ([rest_of hd], tl)
- | prev, ((_, _, ve) as hd) :: tl when vp = ve ->
- split vp (rest_of hd :: prev, tl)
- | p, l -> p, l
- in
- let rec mk_musts prev acc = function
- | [] -> prev, acc
- | l ->
- let slice, next = split 0 ([], l) in
- let acc = acc @ slice in
- mk_musts (prev @ [acc]) acc next
- in
- mk_musts [] [] can
-
-let universe = [T.MainConclusion; T.InConclusion]
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val get_constraints: Cic.metasenv -> Cic.context -> Cic.term ->
- MQGTypes.r_obj list list *
- MQGTypes.r_obj list
-
-val universe : MQGTypes.universe
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 02/12/2002 *)
-(* *)
-(* Missing description *)
-(* *)
-(******************************************************************************)
-
-module T = MQGTypes
-module U = MQGUtil
-
-type classification =
- Backbone of int
- | Branch of int
- | InConclusion
- | InHypothesis
-;;
-
-let soften_classification =
- function
- Backbone _ -> InConclusion
- | Branch _ -> InHypothesis
- | k -> k
-;;
-
-let (!!) =
- function
- Backbone n -> `MainConclusion (Some n)
- | Branch n -> `MainHypothesis (Some n)
- | _ -> assert false
-;;
-
-let (!!!) =
- function
- Backbone n -> `MainConclusion (Some n)
- | Branch n -> `MainHypothesis (Some n)
- | InConclusion -> `InConclusion
- | InHypothesis -> `InHypothesis
-;;
-
-
-let (@@) (l1,l2,l3) (l1',l2',l3') =
- let merge l1 l2 =
- List.fold_left (fun i t -> if List.mem t l2 then i else t::i) l2 l1
- in
- merge l1 l1', merge l2 l2', merge l3 l3'
-;;
-
-let get_constraints term =
- let module U = UriManager in
- let module C = Cic in
- let rec process_type_aux kind =
- function
- C.Var (uri,expl_named_subst) ->
- (* andrea: this is a bug: variable are not indexedin the db
- ([!!!kind, UriManager.string_of_uri uri],[],[]) @@ *)
- (process_type_aux_expl_named_subst kind expl_named_subst)
- | C.Rel _ ->
- (match kind with
- | InConclusion
- | InHypothesis -> [],[],[]
- | _ -> [],[!!kind],[])
- | C.Sort s ->
- (match kind with
- Backbone _
- | Branch _ ->
- let s' =
- match s with
- Cic.Prop -> T.Prop
- | Cic.Set -> T.Set
- | Cic.Type _ -> T.Type (* TASSI: ?? *)
- | Cic.CProp -> T.CProp
- in
- [],[],[!!kind,s']
- | _ -> [],[],[])
- | C.Meta _ -> [],[],[] (* ???? To be understood *)
- | C.Implicit _ -> assert false
- | C.Cast (te,_) ->
- (* type ignored *)
- process_type_aux kind te
- | C.Prod (_,sou,ta) ->
- let (source_kind,target_kind) =
- match kind with
- Backbone n -> (Branch 0, Backbone (n+1))
- | Branch n -> (InHypothesis, Branch (n+1))
- | k -> (k,k)
- in
- process_type_aux source_kind sou @@
- process_type_aux target_kind ta
- | C.Lambda (_,sou,ta) ->
- let kind' = soften_classification kind in
- process_type_aux kind' sou @@
- process_type_aux kind' ta
- | C.LetIn (_,te,ta)->
- let kind' = soften_classification kind in
- process_type_aux kind' te @@
- process_type_aux kind ta
- | C.Appl (he::tl) ->
- let kind' = soften_classification kind in
- process_type_aux kind he @@
- List.fold_left (fun i t -> i @@ process_type_aux kind' t) ([],[],[]) tl
- | C.Appl _ -> assert false
- | C.Const (uri,_) ->
- [!!!kind, UriManager.string_of_uri uri],[],[]
- | C.MutInd (uri,typeno,expl_named_subst) ->
- ([!!!kind, U.string_of_uri uri ^ "#xpointer(1/" ^
- string_of_int (typeno + 1) ^ ")"],[],[]) @@
- (process_type_aux_expl_named_subst kind expl_named_subst)
- | C.MutConstruct (uri,typeno,consno,expl_named_subst) ->
- ([!!!kind, U.string_of_uri uri ^ "#xpointer(1/" ^
- string_of_int (typeno + 1) ^ "/" ^ string_of_int consno ^ ")"],[],[])
- @@ (process_type_aux_expl_named_subst kind expl_named_subst)
- | C.MutCase (_,_,_,term,patterns) ->
- (* outtype ignored *)
- let kind' = soften_classification kind in
- process_type_aux kind' term @@
- List.fold_left (fun i t -> i @@ process_type_aux kind' t)
- ([],[],[]) patterns
- | C.Fix (_,funs) ->
- let kind' = soften_classification kind in
- List.fold_left
- (fun i (_,_,bo,ty) ->
- i @@
- process_type_aux kind' bo @@
- process_type_aux kind' ty
- ) ([],[],[]) funs
- | C.CoFix (_,funs) ->
- let kind' = soften_classification kind in
- List.fold_left
- (fun i (_,bo,ty) ->
- i @@
- process_type_aux kind' bo @@
- process_type_aux kind' ty
- ) ([],[],[]) funs
- and process_type_aux_expl_named_subst kind =
- List.fold_left
- (fun i (_,t) -> i @@ (process_type_aux (soften_classification kind) t))
- ([],[],[])
-in
- let obj_constraints,rel_constraints,sort_constraints =
- process_type_aux (Backbone 0) (CicMiniReduction.letin_nf term)
- in
- (obj_constraints,rel_constraints,sort_constraints)
-;;
-
-(*CSC: Debugging only *)
-(*
-let get_constraints term =
- let res = get_constraints term in
- let (objs,rels,sorts) = res in
- let text_of_pos p =
- U.text_of_position p ^ " " ^ U.text_of_depth p "NULL"
- in
- prerr_endline "Constraints on objs:" ;
- List.iter
- (function (p, u) -> prerr_endline (text_of_pos p ^ " " ^ u)) objs ;
- prerr_endline "Constraints on Rels:" ;
- List.iter (function p -> prerr_endline (text_of_pos (p:>T.full_position))) rels ;
- prerr_endline "Constraints on Sorts:" ;
- List.iter
- (function (p, s) -> prerr_endline (text_of_pos (p:>T.full_position) ^ " " ^ U.text_of_sort s)
- ) sorts ;
- res
-;; *)
-
-let universe =
- [T.MainHypothesis; T.InHypothesis; T.MainConclusion; T.InConclusion]
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 02/12/2002 *)
-(* *)
-(* Missing description *)
-(* *)
-(******************************************************************************)
-
-val get_constraints : Cic.term -> MQGTypes.must_restrictions
-
-val universe : MQGTypes.universe
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTORS: Ferruccio Guidi <fguidi@cs.unibo.it>
- * Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
- *)
-
-(* low level types *********************************************************)
-
-type uri = string
-type position = MainHypothesis
- | InHypothesis
- | MainConclusion
- | InConclusion
- | InBody
-type depth = int
-type sort = Set
- | Prop
- | Type
- | CProp
-
-type spec = MustObj of uri list * position list * depth list
- | MustSort of sort list * position list * depth list
- | MustRel of position list * depth list
- | OnlyObj of uri list * position list * depth list
- | OnlySort of sort list * position list * depth list
- | OnlyRel of position list * depth list
- | Universe of position list
-
-(* high-level types ********************************************************)
-
-type optional_depth = int option
-
-type full_position = [ `MainHypothesis of optional_depth
- | `MainConclusion of optional_depth
- | `InHypothesis
- | `InConclusion
- | `InBody
- ]
-
-type main_position = [ `MainHypothesis of optional_depth
- | `MainConclusion of optional_depth
- ]
-
-type r_obj = full_position * uri
-type r_sort = main_position * sort
-type r_rel = main_position
-
-type must_restrictions = (r_obj list * r_rel list * r_sort list)
-type only_restrictions =
- (r_obj list option * r_rel list option * r_sort list option)
-
-type universe = position list
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module T = MQGTypes
-
-(* low level functions *****************************************************)
-
-let string_of_position p =
- let ns = "http://www.cs.unibo.it/helm/schemas/schema-helm#" in
- match p with
- | T.MainHypothesis -> ns ^ "MainHypothesis"
- | T.InHypothesis -> ns ^ "InHypothesis"
- | T.MainConclusion -> ns ^ "MainConclusion"
- | T.InConclusion -> ns ^ "InConclusion"
- | T.InBody -> ns ^ "InBody"
-
-let string_of_sort = function
- | T.Set -> "Set"
- | T.Prop -> "Prop"
- | T.Type -> "Type"
- | T.CProp -> "CProp"
-
-let string_of_depth = string_of_int
-
-let mathql_of_position = function
- | T.MainHypothesis -> "$MH"
- | T.InHypothesis -> "$IH"
- | T.MainConclusion -> "$MC"
- | T.InConclusion -> "$IC"
- | T.InBody -> "$IB"
-
-let mathql_of_sort = function
- | T.Set -> "$SET"
- | T.Prop -> "$PROP"
- | T.Type -> "$TYPE"
- | T.CProp -> "$CPROP"
-
-let mathql_of_depth = string_of_int
-
-let mathql_of_uri u = u
-
-let mathql_of_specs out l =
- let rec iter f = function
- | [] -> ()
- | [s] -> out "\""; out (f s); out "\""
- | s :: tail -> out "\""; out (f s); out "\", "; iter f tail
- in
- let txt_uri l = out "{"; iter mathql_of_uri l; out "} " in
- let txt_pos l = out "{"; iter mathql_of_position l; out "} " in
- let txt_sort l = out "{"; iter mathql_of_sort l; out "} " in
- let txt_depth l = out "{"; iter mathql_of_depth l; out "} " in
- let txt_spec = function
- | T.MustObj (u, p, d) -> out "mustobj "; txt_uri u; txt_pos p; txt_depth d; out "\n"
- | T.MustSort (s, p, d) -> out "mustsort "; txt_sort s; txt_pos p; txt_depth d; out "\n"
- | T.MustRel ( p, d) -> out "mustrel "; txt_pos p; txt_depth d; out "\n"
- | T.OnlyObj (u, p, d) -> out "onlyobj "; txt_uri u; txt_pos p; txt_depth d; out "\n"
- | T.OnlySort (s, p, d) -> out "onlysort "; txt_sort s; txt_pos p; txt_depth d; out "\n"
- | T.OnlyRel ( p, d) -> out "onlyrel "; txt_pos p; txt_depth d; out "\n"
- | T.Universe ( p ) -> out "universe "; txt_pos p; out "\n"
- in
- List.iter txt_spec l
-
-let position_of_mathql = function
- | "$MH" -> T.MainHypothesis
- | "$IH" -> T.InHypothesis
- | "$MC" -> T.MainConclusion
- | "$IC" -> T.InConclusion
- | "$IB" -> T.InBody
- | _ -> raise Parsing.Parse_error
-
-let sort_of_mathql = function
- | "$SET" -> T.Set
- | "$PROP" -> T.Prop
- | "$TYPE" -> T.Type
- | "$CPROP" -> T.CProp
- | _ -> raise Parsing.Parse_error
-
-let depth_of_mathql s =
- try
- let d = int_of_string s in
- if d < 0 then raise (Failure "") else d
- with Failure _ -> raise Parsing.Parse_error
-
-let uri_of_mathql s = s
-
-(* high level functions ****************************************************)
-
-let text_of_position = function
- | `MainHypothesis _ -> "MainHypothesis"
- | `MainConclusion _ -> "MainConclusion"
- | `InHypothesis -> "InHypothesis"
- | `InConclusion -> "InConclusion"
- | `InBody -> "InBody"
-
-let text_of_depth pos no_depth_text = match pos with
- | `MainHypothesis (Some d)
- | `MainConclusion (Some d) -> string_of_int d
- | _ -> no_depth_text
-
-let text_of_sort = function
- | T.Set -> "Set"
- | T.Prop -> "Prop"
- | T.Type -> "Type"
- | T.CProp -> "CProp"
-
-let is_main_position = function
- | `MainHypothesis _
- | `MainConclusion _ -> true
- | _ -> false
-
-let is_conclusion = function
- | `MainConclusion _
- | `InConclusion -> true
- | _ -> false
-
-let set_full_position pos depth = match pos with
- | `MainHypothesis _ -> `MainHypothesis depth
- | `MainConclusion _ -> `MainConclusion depth
- | _ -> pos
-
-let set_main_position pos depth = match pos with
- | `MainHypothesis _ -> `MainHypothesis depth
- | `MainConclusion _ -> `MainConclusion depth
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* low level functions *****************************************************)
-
-(* these functions give the string representation used in the db ----------*)
-
-val string_of_position : MQGTypes.position -> string
-val string_of_depth : MQGTypes.depth -> string
-val string_of_sort : MQGTypes.sort -> string
-
-(* these functions give the string representation used in MathQL ----------*)
-
-val mathql_of_position : MQGTypes.position -> string
-val mathql_of_depth : MQGTypes.depth -> string
-val mathql_of_uri : MQGTypes.uri -> string
-val mathql_of_sort : MQGTypes.sort -> string
-
-val mathql_of_specs : (string -> unit) -> MQGTypes.spec list -> unit
-
-val position_of_mathql : string -> MQGTypes.position
-val depth_of_mathql : string -> MQGTypes.depth
-val uri_of_mathql : string -> MQGTypes.uri
-val sort_of_mathql : string -> MQGTypes.sort
-
-(* high level functions ****************************************************)
-
-(* these functions give the textual representation used by umans ----------*)
-
-val text_of_position : MQGTypes.full_position -> string
-val text_of_depth : MQGTypes.full_position -> string -> string
-val text_of_sort : MQGTypes.sort -> string
-
-(* these functions classify the positions ---------------------------------*)
-
-val is_main_position : MQGTypes.full_position -> bool
-val is_conclusion : MQGTypes.full_position -> bool
-
-(* these function apply changes to positions ------------------------------*)
-
-val set_full_position : MQGTypes.full_position -> MQGTypes.optional_depth ->
- MQGTypes.full_position
-val set_main_position : MQGTypes.main_position -> MQGTypes.optional_depth ->
- MQGTypes.main_position
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module M = MathQL
-module T = MQGTypes
-module U = MQGUtil
-
-(* low level functions *****************************************************)
-
-let locate s =
- let query =
- M.Property (true,M.RefineExact,["objectName"],[],[],[],[],false,(M.Const s) )
- in query
-
-let unreferred target_pattern source_pattern =
- let query =
- M.Bin (M.BinFDiff,
- (
- M.Property(false,M.RefineExact,[],[],[],[],[],true,(M.Const target_pattern))
- ), (
- M.Property(false,M.RefineExact,["refObj"],["h:occurrence"],[],[],[],true,(M.Const source_pattern))
-
- ))
- in query
-
-let compose cl =
- let letin = ref [] in
- let must = ref [] in
- let onlyobj = ref [] in
- let onlysort = ref [] in
- let onlyrel = ref [] in
- let only = ref true in
- let univ = ref [] in
- let set_val = function
- | [s] -> M.Const s
- | l ->
- let msval = M.Set (List.map (fun s -> M.Const s) l) in
- if ! only then begin
- let vvar = "val" ^ string_of_int (List.length ! letin) in
- letin := (vvar, msval) :: ! letin;
- M.VVar vvar
- end else msval
- in
- let cons o (r, s, p, d) =
- let con p = function
- | [] -> []
- | l -> [(false, [p], set_val l)]
- in
- only := o;
- con "h:occurrence" r @
- con "h:sort" (List.map U.string_of_sort s) @
- con "h:position" (List.map U.string_of_position p) @
- con "h:depth" (List.map U.string_of_depth d)
- in
- let property_must n c =
- M.Property(true,M.RefineExact,[n],[],(cons false c),[],[],false,(M.Const ""))
- in
- let property_only n cl =
- let rec build = function
- | [] -> []
- | c :: tl ->
- let r = (cons true) c in
- if r = [] then build tl else r :: build tl
- in
- let cll = build cl in
- M.Property(false,M.RefineExact,[n],[],!univ,cll,[],false,(M.Proj(None,(M.AVar "obj"))))
- in
- let rec aux = function
- | [] -> ()
- | T.Universe l :: tail ->
- only := true;
- let l = List.map U.string_of_position l in
- univ := [(false, ["h:position"], set_val l)]; aux tail
- | T.MustObj(r,p,d) :: tail ->
- must := property_must "refObj" (r, [], p, d) :: ! must; aux tail
- | T.MustSort(s,p,d) :: tail ->
- must := property_must "refSort" ([], s, p, d) :: ! must; aux tail
- | T.MustRel(p,d) :: tail ->
- must := property_must "refRel" ([], [], p, d) :: ! must; aux tail
- | T.OnlyObj(r,p,d) :: tail ->
- onlyobj := (r, [], p, d) :: ! onlyobj; aux tail
- | T.OnlySort(s,p,d) :: tail ->
- onlysort := ([], s, p, d) :: ! onlysort; aux tail
- | T.OnlyRel(p,d) :: tail ->
- onlyrel := ([], [], p, d) :: ! onlyrel; aux tail
- in
- let rec iter f g = function
- | [] -> raise (Failure "MQueryGenerator.iter")
- | [head] -> (f head)
- | head :: tail -> let t = (iter f g tail) in g (f head) t
- in
- (* prerr_endline "(** Compose: received constraints **)";
- U.mathql_of_specs prerr_string cl; flush stderr; *)
- aux cl;
- let must_query =
- if ! must = [] then
- M.Property(false,M.RefineExact,[],[],[],[],[],true,(M.Const ".*"))
- else
- iter (fun x -> x) (fun x y -> M.Bin(M.BinFMeet,x,y)) ! must
- in
- let onlyobj_val = M.Not (M.Proj(None,(property_only "refObj" ! onlyobj))) in
- let onlysort_val = M.Not (M.Proj(None,(property_only "refSort" ! onlysort))) in
- let onlyrel_val = M.Not (M.Proj(None,(property_only "refRel" ! onlyrel))) in
- let select_query x =
- match ! onlyobj, ! onlysort, ! onlyrel with
- | [], [], [] -> x
- | _, [], [] -> M.Select("obj",x,onlyobj_val)
- | [], _, [] -> M.Select("obj",x,onlysort_val)
- | [], [], _ -> M.Select("obj",x,onlyrel_val)
- | _, _, [] -> M.Select("obj",x,(M.Test(M.And,onlyobj_val,onlysort_val)))
- | _, [], _ -> M.Select("obj",x,(M.Test(M.And,onlyobj_val,onlyrel_val)))
- | [], _, _ -> M.Select("obj",x,(M.Test(M.And,onlysort_val,onlyrel_val)))
- | _, _, _ -> M.Select("obj",x,(M.Test(M.And,(M.Test(M.And,onlyobj_val,onlysort_val)),onlyrel_val)))
- in
- let letin_query =
- if ! letin = [] then fun x -> x
- else
- let f (vvar, msval) x = M.LetVVar(vvar,msval,x) in
- iter f (fun x y z -> x (y z)) ! letin
- in
- letin_query (select_query must_query)
-
-(* high-level functions ****************************************************)
-
-let query_of_constraints u (musts_obj, musts_rel, musts_sort)
- (onlys_obj, onlys_rel, onlys_sort) =
- let conv = function
- | `MainHypothesis None -> [T.MainHypothesis], []
- | `MainHypothesis (Some d) -> [T.MainHypothesis], [d]
- | `MainConclusion None -> [T.MainConclusion], []
- | `MainConclusion (Some d) -> [T.MainConclusion], [d]
- | `InHypothesis -> [T.InHypothesis], []
- | `InConclusion -> [T.InConclusion], []
- | `InBody -> [T.InBody], []
- in
- let must_obj (p, u) = let p, d = conv p in T.MustObj ([u], p, d) in
- let must_sort (p, s) = let p, d = conv p in T.MustSort ([s], p, d) in
- let must_rel p = let p, d = conv p in T.MustRel (p, d) in
- let only_obj (p, u) = let p, d = conv p in T.OnlyObj ([u], p, d) in
- let only_sort (p, s) = let p, d = conv p in T.OnlySort ([s], p, d) in
- let only_rel p = let p, d = conv p in T.OnlyRel (p, d) in
- let must = List.map must_obj musts_obj @
- List.map must_rel musts_rel @
- List.map must_sort musts_sort
- in
- let only =
- (match onlys_obj with
- | None -> []
- | Some [] -> [T.OnlyObj ([], [], [])]
- | Some l -> List.map only_obj l
- ) @
- (match onlys_rel with
- | None -> []
- | Some [] -> [T.OnlyRel ([], [])]
- | Some l -> List.map only_rel l
- ) @
- (match onlys_sort with
- | None -> []
- | Some [] -> [T.OnlySort ([], [], [])]
- | Some l -> List.map only_sort l
- )
- in
- let univ = match u with None -> [] | Some l -> [T.Universe l] in
- compose (must @ only @ univ)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* interface for the low-level constraints *********************************)
-
-val locate : string -> MathQL.query
-
-val unreferred : string -> string -> MathQL.query
-
-val compose : MQGTypes.spec list -> MathQL.query
-
-(* interface for the high-level constraints ********************************)
-
-val query_of_constraints : MQGTypes.universe option ->
- MQGTypes.must_restrictions ->
- MQGTypes.only_restrictions ->
- MathQL.query
+++ /dev/null
-*.cm[iaox] *.cmxa mQueryTLexer.ml mQueryTParser.ml mQueryTParser.mli
+++ /dev/null
-mQIPostgres.cmi: mQITypes.cmo
-mQIMySql.cmi: mQITypes.cmo
-mQIConn.cmi: mQITypes.cmo mQIMap.cmi
-mQIProperty.cmi: mQITypes.cmo mQIConn.cmi
-mQueryInterpreter.cmi: mQIConn.cmi
-mQueryTParser.cmo: mQueryTParser.cmi
-mQueryTParser.cmx: mQueryTParser.cmi
-mQueryTLexer.cmo: mQueryTParser.cmi
-mQueryTLexer.cmx: mQueryTParser.cmx
-mQueryUtil.cmo: mQueryTParser.cmi mQueryTLexer.cmo mQueryUtil.cmi
-mQueryUtil.cmx: mQueryTParser.cmx mQueryTLexer.cmx mQueryUtil.cmi
-mQIUtil.cmo: mQIUtil.cmi
-mQIUtil.cmx: mQIUtil.cmi
-mQIPostgres.cmo: mQIPostgres.cmi
-mQIPostgres.cmx: mQIPostgres.cmi
-mQIMySql.cmo: mQIMySql.cmi
-mQIMySql.cmx: mQIMySql.cmi
-mQIMap.cmo: mQueryUtil.cmi mQIMap.cmi
-mQIMap.cmx: mQueryUtil.cmx mQIMap.cmi
-mQIConn.cmo: mQIPostgres.cmi mQIMySql.cmi mQIMap.cmi mQIConn.cmi
-mQIConn.cmx: mQIPostgres.cmx mQIMySql.cmx mQIMap.cmx mQIConn.cmi
-mQIProperty.cmo: mQIUtil.cmi mQIMap.cmi mQIConn.cmi mQIProperty.cmi
-mQIProperty.cmx: mQIUtil.cmx mQIMap.cmx mQIConn.cmx mQIProperty.cmi
-mQueryInterpreter.cmo: mQueryUtil.cmi mQIUtil.cmi mQIProperty.cmi mQIConn.cmi \
- mQueryInterpreter.cmi
-mQueryInterpreter.cmx: mQueryUtil.cmx mQIUtil.cmx mQIProperty.cmx mQIConn.cmx \
- mQueryInterpreter.cmi
+++ /dev/null
-PACKAGE = mathql_interpreter
-REQUIRES = helm-urimanager helm-mathql mysql postgres helm-registry
-#natile-galax
-
-PREDICATES =
-
-INTERFACE_FILES = mQueryUtil.mli mQIUtil.mli \
- mQIPostgres.mli mQIMySql.mli mQIMap.mli mQIConn.mli \
- mQIProperty.mli mQueryInterpreter.mli
-
-IMPLEMENTATION_FILES = mQueryTParser.ml mQueryTLexer.ml \
- mQITypes.ml $(INTERFACE_FILES:%.mli=%.ml)
-
-EXTRA_OBJECTS_TO_INSTALL = mQueryTLexer.cmi \
- mQueryTLexer.mll mQueryTParser.mly \
- mQITypes.ml mQITypes.cmi
-
-EXTRA_OBJECTS_TO_CLEAN = mQueryTParser.ml mQueryTParser.mli \
- mQueryTLexer.ml
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-type connection = MySQL_C of HMysql.dbd
- | Postgres_C of Postgres.connection
- | No_C
-
-type flag = Galax | Postgres | Queries | Result | Source | Times | Warn
-
-type handle = {
- log : string -> unit; (* logging function *)
- set : flag list; (* options *)
- pgc : connection; (* PG connection *)
- pgm : MQIMap.pg_map; (* PG conversion function *)
- pga : MQIMap.pg_alias (* PG table aliases *)
-}
-
-let tables handle p = MQIMap.get_tables handle.pgm p
-
-let field handle p t = MQIMap.get_field handle.pgm p t
-
-let resolve handle a = MQIMap.resolve handle.pga a
-
-let log handle = handle.log
-
-let set handle flag = List.mem flag handle.set
-
-let pgc handle = handle.pgc
-
-let flags handle = handle.set
-
-let string_of_flag = function
- | Galax -> "G"
- | Postgres -> "P"
- | Queries -> "Q"
- | Result -> "R"
- | Source -> "S"
- | Times -> "T"
- | Warn -> "W"
-
-let flag_of_char = function
- | 'G' -> [Galax]
- | 'P' -> [Postgres]
- | 'Q' -> [Queries]
- | 'R' -> [Result]
- | 'S' -> [Source]
- | 'T' -> [Times]
- | 'W' -> [Warn]
- | _ -> []
-
-let string_fold_left f a s =
- let l = String.length s in
- let rec aux b i = if i = l then b else aux (f b s.[i]) (succ i) in
- aux a 0
-
-let string_of_flags flags =
- List.fold_left (fun s flag -> s ^ string_of_flag flag) "" flags
-
-let flags_of_string s =
- string_fold_left (fun l c -> l @ flag_of_char c) [] s
-
-let init ?(flags = []) ?(log = ignore) () =
- let flags =
- if flags = [] then
- flags_of_string (Helm_registry.get "mathql_interpreter.flags")
- else
- flags
- in
- let m, a =
- let g =
- if List.mem Galax flags
- then MQIMap.empty_map else MQIMap.read_map
- in g ()
- in
- {log = log; set = flags;
- pgc = begin
- try
- if List.mem Galax flags then No_C else
- if List.mem Postgres flags then Postgres_C (MQIPostgres.init ()) else
- MySQL_C (MQIMySql.init ())
- with Failure "mqi_connection" -> No_C
- end;
- pgm = m; pga = a
- }
-
-let close handle =
- match pgc handle with
- | MySQL_C c -> MQIMySql.close c
- | Postgres_C c -> MQIPostgres.close c
- | No_C -> ()
-
-let exec handle out table cols ct cfl =
- match pgc handle with
- | MySQL_C c -> MQIMySql.exec (c, out) table cols ct cfl
- | Postgres_C c -> MQIPostgres.exec (c, out) table cols ct cfl
- | No_C -> []
-
-let connected handle =
- pgc handle <> No_C
-
-let init_if_connected ?(flags = []) ?(log = ignore) () =
- let handle = init ~flags:flags ~log:log () in
- if connected handle then handle else raise (Failure "mqi connection failed")
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-type connection = MySQL_C of HMysql.dbd
- | Postgres_C of Postgres.connection
- | No_C
-
-type flag = Galax | Postgres | Queries | Result | Source | Times | Warn
-
-type handle = {
- log : string -> unit; (* logging function *)
- set : flag list; (* options *)
- pgc : connection; (* PG connection *)
- pgm : MQIMap.pg_map; (* PG conversion function *)
- pga : MQIMap.pg_alias (* PG table aliases *)
-}
-
-val string_of_flags : flag list -> string
-val flags_of_string : string -> flag list
-
-val init : ?flags:(flag list) -> ?log:(string -> unit) -> unit -> handle
-val close : handle -> unit
-val connected : handle -> bool
-val exec : handle -> (MQITypes.query -> unit) ->
- MQITypes.table -> MQITypes.columns ->
- string MQITypes.con_true -> string MQITypes.con_false ->
- MQITypes.result
-
-val init_if_connected : ?flags:(flag list) -> ?log:(string -> unit) -> unit -> handle
-
-(* The following functions allow to read the handle internal fields.
- * For exclusive use of the interpreter.
- *)
-
-val log : handle -> string -> unit
-val set : handle -> flag -> bool
-val flags : handle -> flag list
-val tables : handle -> MathQL.path -> MQIMap.pg_tables
-val field : handle -> MathQL.path -> string -> string
-val resolve : handle -> string -> string
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module U = MQueryUtil
-
-type pg_map = (MathQL.path * (bool * string * string option)) list
-
-type pg_tables = (bool * string) list
-
-type pg_alias = (string * string) list
-
-let empty_map () = [], []
-
-let read_map () =
- let map = Helm_registry.get "mathql_interpreter.db_map" in
- let ich = open_in map in
- let rec aux r s =
- let d = input_line ich in
- match Str.split (Str.regexp "[ \t]+") d with
- | [] -> aux r s
- | "#" :: _ -> aux r s
- | t :: "<-" :: p -> aux ((p, (false, t, None)) :: r) s
- | t :: c :: "<-" :: p -> aux ((p, (false, t, Some c)) :: r) s
- | t :: "<+" :: p -> aux ((p, (true, t, None)) :: r) s
- | t :: c :: "<+" :: p -> aux ((p, (true, t, Some c)) :: r) s
- | [a; "->"; t] -> aux r ((a, t) :: s)
- | ["->"] -> r, s
- | _ -> raise (Failure "MQIMap.read_map")
- in
- let pgm, pga = aux [] [] in
- close_in ich;
- pgm, pga
-
-let comp c1 c2 = match c1, c2 with
- | (_, t1), (_, t2) when t1 < t2 -> U.Lt
- | (_, t1), (_, t2) when t1 > t2 -> U.Gt
- | (b1, t), (b2, _) -> U.Eq (b1 || b2, t)
-
-let get_tables pgm p =
- let aux l = function
- | q, (b, t, _) when q = p -> U.list_join comp l [(b, t)]
- | _, _ -> l
- in
- List.fold_left aux [] pgm
-
-let rec refine_tables l1 l2 =
- U.list_meet comp l1 l2
-
-let default_table = function
- | [(_, a)] -> a
- | l ->
- try List.assoc true l
- with Not_found -> raise (Failure "MQIMap.default_table")
-
-let get_field pgm p t =
- let aux = function
- | q, (_, u, _) when q = p && u = t -> true
- | _ -> false
- in
- match List.filter aux pgm with
- | [_, (_, _, None)] -> ""
- | [_, (_, _, Some c)] -> c
- | _ -> raise (Failure "MQIMap.get_field")
-
-let resolve pga a =
- try List.assoc a pga with Not_found -> a
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-type pg_map (* mathql path map for postgres *)
-
-type pg_tables
-
-type pg_alias
-
-val empty_map : unit -> pg_map * pg_alias
-
-val read_map : unit -> pg_map * pg_alias
-
-val get_tables : pg_map -> MathQL.path -> pg_tables
-
-val refine_tables : pg_tables -> pg_tables -> pg_tables
-
-val default_table : pg_tables -> string
-
-val get_field : pg_map -> MathQL.path -> string -> string
-
-val resolve : pg_alias -> string -> string
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-let init () =
- let module HR = Helm_registry in
- let host =
- HR.get_opt HR.get_string "mathql_interpreter.mysql_connection.host" in
- let database =
- HR.get_opt HR.get_string "mathql_interpreter.mysql_connection.database" in
- let user =
- HR.get_opt HR.get_string "mathql_interpreter.mysql_connection.user" in
- let port =
- HR.get_opt HR.get_int "mathql_interpreter.mysql_connection.port" in
- let password =
- HR.get_opt HR.get_string "mathql_interpreter.mysql_connection.password" in
- try HMysql.quick_connect ?host ?database ?user ?port ?password ()
- with _ -> raise (Failure "mqi_connecion")
-
-let close c = HMysql.disconnect c
-
-let quote s =
- let rec quote_aux s =
- try
- let l = String.length s in
- let i = String.index s '\'' in
- String.sub s 0 i ^ "\\'" ^ quote_aux (String.sub s (succ i) (l - (succ i)))
- with Not_found -> s
- in
- "'" ^ quote_aux s ^ "'"
-
-let exec (c, out) q =
- let g = function None -> "" | Some v -> v in
- let f a = List.map g (Array.to_list a) in
- out q; HMysql.map ~f:f (Mysql.exec c q)
-
-let exec c table cols ct cfl =
- let rec iter f last sep = function
- | [] -> last
- | [head] -> f head
- | head :: tail -> f head ^ sep ^ iter f last sep tail
- in
- let pg_cols = iter (fun x -> x) "" ", " cols in
- let pg_msval v = iter quote "" ", " v in
- let pg_con (pat, col, v) =
- if col <> "" then
- let f s = col ^ " regexp " ^ quote ("^" ^ s ^ "$") in
- if pat then "(" ^ iter f "0" " or " v ^ ")"
- else match v with
- | [s] -> col ^ " = " ^ (quote s)
- | v -> col ^ " in (" ^ pg_msval v ^ ")"
- else "1"
- in
- let pg_cons l = iter pg_con "1" " and " l in
- let pg_cons_not l = "not (" ^ pg_cons l ^ ")" in
- let pg_cons_not_l ll = iter pg_cons_not "1" " and " ll in
- let pg_where = match ct, cfl with
- | [], [] -> ""
- | lt, [] -> " where " ^ pg_cons lt
- | [], llf -> " where " ^ pg_cons_not_l llf
- | lt, llf -> " where " ^ pg_cons lt ^ " and " ^ pg_cons_not_l llf
- in
- if cols = [] then
- let r = exec c ("select count(source) from " ^ table ^ pg_where) in
- match r with
- | [[s]] when int_of_string s > 0 -> [[]]
- | _ -> []
- else
- exec c ("select " ^ pg_cols ^ " from " ^ table ^ pg_where ^
- " order by " ^ List.hd cols ^ " asc")
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val init : unit -> HMysql.dbd
-
-val close : HMysql.dbd -> unit
-
-val exec : HMysql.dbd * (MQITypes.query -> unit) ->
- MQITypes.table -> MQITypes.columns ->
- string MQITypes.con_true -> string MQITypes.con_false ->
- MQITypes.result
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-let init () =
- let connection_string =
- Helm_registry.get "mathql_interpreter.postgresql_connection_string"
- in
- try new Postgres.connection connection_string
- with _ -> raise (Failure "mqi_connecion")
-
-let close c = c#close
-
-let quote s =
- let rec quote_aux s =
- try
- let l = String.length s in
- let i = String.index s '\'' in
- String.sub s 0 i ^ "\\'" ^ quote_aux (String.sub s (succ i) (l - (succ i)))
- with Not_found -> s
- in
- "'" ^ quote_aux s ^ "'"
-
-let exec (c, out) q = out q; (c#exec q)#get_list
-
-let exec c table cols ct cfl =
- let rec iter f last sep = function
- | [] -> last
- | [head] -> f head
- | head :: tail -> f head ^ sep ^ iter f last sep tail
- in
- let pg_cols = iter (fun x -> x) "" ", " cols in
- let pg_msval v = iter quote "" ", " v in
- let pg_con (pat, col, v) =
- if col <> "" then
- let f s = col ^ " ~ " ^ quote ("^" ^ s ^ "$") in
- if pat then "(" ^ iter f "false" " or " v ^ ")"
- else match v with
- | [s] -> col ^ " = " ^ (quote s)
- | v -> col ^ " in (" ^ pg_msval v ^ ")"
- else "true"
- in
- let pg_cons l = iter pg_con "true" " and " l in
- let pg_cons_not l = "not (" ^ pg_cons l ^ ")" in
- let pg_cons_not_l ll = iter pg_cons_not "true" " and " ll in
- let pg_where = match ct, cfl with
- | [], [] -> ""
- | lt, [] -> " where " ^ pg_cons lt
- | [], llf -> " where " ^ pg_cons_not_l llf
- | lt, llf -> " where " ^ pg_cons lt ^ " and " ^ pg_cons_not_l llf
- in
- if cols = [] then
- let r = exec c ("select count(source) from " ^ table ^ pg_where) in
- match r with
- | [[s]] when int_of_string s > 0 -> [[]]
- | _ -> []
- else
- exec c ("select " ^ pg_cols ^ " from " ^ table ^ pg_where ^
- " order by " ^ List.hd cols ^ " asc")
-
-(* funzioni vecchie ********************************************************)
-(*
-let pg_name h s =
- let q = "select id from registry where uri = " ^ quote s in
- match exec h q with
- | [[id]] -> "t" ^ id
- | _ -> ""
-
-let get_id b = if b then ["B"] else ["F"]
-*)
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val init : unit -> Postgres.connection
-
-val close : Postgres.connection -> unit
-
-val exec : Postgres.connection * (MQITypes.query -> unit) ->
- MQITypes.table -> MQITypes.columns ->
- string MQITypes.con_true -> string MQITypes.con_false ->
- MQITypes.result
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-module M = MathQL
-module C = MQIConn
-module U = MQIUtil
-module A = MQIMap
-
-let not_supported s =
- raise (Failure ("MQIProperty: feature not supported: " ^ s))
-
-(* debugging ***************************************************************)
-
-let pg_print l =
- let rec pg_record = function
- | [] -> prerr_newline ()
- | head :: tail -> prerr_string (head ^ " "); pg_record tail
- in
- List.iter pg_record l
-
-let cl_print l =
- let c_print (b, p, v) =
- prerr_string (if b then "match " else "in ");
- List.iter (fun x -> prerr_string ("/" ^ x)) p;
- prerr_newline ();
- List.iter prerr_endline v
- in
- List.iter c_print l
-
-(* Common functions ********************************************************)
-
-let pg_result distinct subj el res =
- let compose = if distinct then List.map else fun f -> U.mql_iter (fun x -> [f x]) in
- let get_name = function (p, None) -> p | (_, Some p) -> p in
- let names = List.map get_name el in
- let mk_grp l =
- let grp = U.mql_iter2 (fun p s -> [(p, [s])]) names l in
- if grp = [] then [] else [grp]
- in
- let mk_avs l =
- if subj = "" then ("", mk_grp l) else (List.hd l, mk_grp (List.tl l))
- in
- compose mk_avs res
-
-let get_table h mc ct cfl el =
- let aux_c ts (_, p, _) = A.refine_tables ts (C.tables h p) in
- let aux_e ts (p, _) = A.refine_tables ts (C.tables h p) in
- let fst = C.tables h mc in
- let snd = List.fold_left aux_c fst (ct @ (List.concat cfl)) in
- let trd = List.fold_left aux_e snd el in
- A.default_table trd
-
-let exec_single h mc ct cfl el table =
- let conv p = C.field h p table in
- let first = conv mc in
- let mk_con l = List.map (fun (pat, p, v) -> (pat, conv p, v)) l in
- let cons_true = mk_con ct in
- let cons_false = List.map mk_con cfl in
- let other_cols = List.map (fun (p, _) -> conv p) el in
- let cols = if first = "" then other_cols else first :: other_cols in
- let out q = if C.set h C.Queries then C.log h (q ^ "\n") in
- let r = C.exec h out (C.resolve h table) cols cons_true cons_false in
- pg_result false first el r
-
-let deadline = 100
-
-let exec h refine mc ct cfl el =
- if refine <> M.RefineExact then not_supported "exec";
- let table = get_table h mc ct cfl el in
- let rec exec_aux ct = match ct with
- | (pat, p, v) :: tail when List.length v > deadline ->
- let single s = exec_aux ((pat, p, [s]) :: tail) in
- U.mql_iter single v
- | _ ->
- exec_single h mc ct cfl el table
- in exec_aux ct
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val exec: MQIConn.handle ->
- MathQL.refine -> MathQL.path ->
- MathQL.path MQITypes.con_true -> MathQL.path MQITypes.con_false ->
- MathQL.exp_list -> MathQL.result
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-type 'a con = MathQL.pattern * 'a * MathQL.value
-
-type 'a con_true = 'a con list
-
-type 'a con_false = 'a con list list
-
-type table = string
-
-type columns = string list
-
-type result = string list list
-
-type query = string
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* boolean constants *******************************************************)
-
-let mql_false = []
-
-let mql_true = [""]
-
-(* set theoretic operations *************************************************)
-
-let rec set_sub v1 v2 =
- match v1, v2 with
- | [], _ -> mql_true
- | _, [] -> mql_false
- | h1 :: _, h2 :: _ when h1 < h2 -> mql_false
- | h1 :: _, h2 :: t2 when h1 > h2 -> set_sub v1 t2
- | _ :: t1, _ :: t2 -> set_sub t1 t2
-
-let rec set_meet v1 v2 =
- match v1, v2 with
- | [], _ -> mql_false
- | _, [] -> mql_false
- | h1 :: t1, h2 :: _ when h1 < h2 -> set_meet t1 v2
- | h1 :: _, h2 :: t2 when h1 > h2 -> set_meet v1 t2
- | _, _ -> mql_true
-
-let set_eq v1 v2 =
- if v1 = v2 then mql_true else mql_false
-
-let rec set_union v1 v2 =
- match v1, v2 with
- | [], v -> v
- | v, [] -> v
- | h1 :: t1, h2 :: t2 when h1 < h2 -> h1 :: set_union t1 v2
- | h1 :: t1, h2 :: t2 when h1 > h2 -> h2 :: set_union v1 t2
- | h1 :: t1, _ :: t2 -> h1 :: set_union t1 t2
-
-let rec set_intersect v1 v2 =
- match v1, v2 with
- | [], v -> []
- | v, [] -> []
- | h1 :: t1, h2 :: _ when h1 < h2 -> set_intersect t1 v2
- | h1 :: _, h2 :: t2 when h1 > h2 -> set_intersect v1 t2
- | h1 :: t1, _ :: t2 -> h1 :: set_intersect t1 t2
-
-let rec iter f = function
- | [] -> []
- | head :: tail -> set_union (f head) (iter f tail)
-
-(* MathQL specific set operations ******************************************)
-
-let rec mql_union s1 s2 =
- match s1, s2 with
- | [], s -> s
- | s, [] -> s
- | (r1, g1) :: t1, (r2, _) :: _ when r1 < r2 ->
- (r1, g1) :: mql_union t1 s2
- | (r1, _) :: _, (r2, g2) :: t2 when r1 > r2 ->
- (r2, g2) :: mql_union s1 t2
- | (r1, g1) :: t1, (_, g2) :: t2 ->
- (r1, set_union g1 g2) :: mql_union t1 t2
-
-let rec mql_iter f = function
- | [] -> []
- | head :: tail -> mql_union (f head) (mql_iter f tail)
-
-let rec mql_iter2 f l1 l2 = match l1, l2 with
- | [], [] -> []
- | h1 :: t1, h2 :: t2 -> mql_union (f h1 h2) (mql_iter2 f t1 t2)
- | _ -> raise (Invalid_argument "mql_iter2")
-
-let rec mql_prod g1 g2 =
- let mql_prod_aux a = iter (fun h -> [mql_union a h]) g2 in
- iter mql_prod_aux g1
-
-let rec mql_intersect s1 s2 =
- match s1, s2 with
- | [], s -> []
- | s, [] -> []
- | (r1, _) :: t1, (r2, _) :: _ when r1 < r2 -> mql_intersect t1 s2
- | (r1, _) :: _, (r2, _) :: t2 when r1 > r2 -> mql_intersect s1 t2
- | (r1, g1) :: t1, (_, g2) :: t2 ->
- (r1, set_intersect g1 g2) :: mql_intersect t1 t2
-
-let rec mql_diff s1 s2 =
- match s1, s2 with
- | [], _ -> []
- | s, [] -> s
- | (r1, g1) :: t1 , (r2, _) ::_ when r1 < r2 ->
- (r1, g1) :: (mql_diff t1 s2)
- | (r1, _) :: _, (r2, _) :: t2 when r1 > r2 -> mql_diff s1 t2
- | _ :: t1, _ :: t2 -> mql_diff t1 t2
-
-(* logic operations ********************************************************)
-
-let xor v1 v2 =
- let b = v1 <> mql_false in
- if b && v2 <> mql_false then mql_false else
- if b then v1 else v2
-
-(* numeric operations ******************************************************)
-
-let int_of_list = function
- | [s] -> int_of_string s
- | _ -> raise (Failure "int_of_list")
-
-let le v1 v2 =
- try if int_of_list v1 <= int_of_list v2 then mql_true else mql_false
- with _ -> mql_false
-
-let lt v1 v2 =
- try if int_of_list v1 < int_of_list v2 then mql_true else mql_false
- with _ -> mql_false
-
-let align n v =
- let c = String.length v in
- try
- let l = int_of_list [n] in
- if c < l then [(String.make (l - c) ' ') ^ v] else [v]
- with _ -> [v]
-
-(* context handling ********************************************************)
-
-let rec set ap = function
- | [] -> [ap]
- | head :: tail when fst head = fst ap -> ap :: tail
- | head :: tail -> head :: set ap tail
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val mql_true : MathQL.value
-
-val mql_false : MathQL.value
-
-val set_sub : MathQL.value -> MathQL.value -> MathQL.value
-
-val set_meet : MathQL.value -> MathQL.value -> MathQL.value
-
-val set_eq : MathQL.value -> MathQL.value -> MathQL.value
-
-val set_union : 'a list -> 'a list -> 'a list
-
-val set_intersect : 'a list -> 'a list -> 'a list
-
-val mql_union : ('a * 'b list) list -> ('a * 'b list) list ->
- ('a * 'b list) list
-
-val mql_prod : MathQL.attribute_set -> MathQL.attribute_set ->
- MathQL.attribute_set
-
-val mql_intersect : MathQL.result -> MathQL.result -> MathQL.result
-
-val mql_diff : MathQL.result -> MathQL.result -> MathQL.result
-
-val iter : ('a -> 'b list) -> 'a list -> 'b list
-
-val mql_iter : ('c -> ('a * 'b list) list) -> 'c list ->
- ('a * 'b list) list
-
-val mql_iter2 : ('c -> 'd -> ('a * 'b list) list) -> 'c list ->
- 'd list -> ('a * 'b list) list
-
-val xor : MathQL.value -> MathQL.value -> MathQL.value
-
-val le : MathQL.value -> MathQL.value -> MathQL.value
-
-val lt : MathQL.value -> MathQL.value -> MathQL.value
-
-val align : string -> string -> MathQL.value
-
-val set : string * 'a -> (string * 'a) list -> (string * 'a) list
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* contexts *****************************************************************)
-
-type svar_context = (MathQL.svar * MathQL.resource_set) list
-
-type avar_context = (MathQL.avar * MathQL.resource) list
-
-type group_context = (MathQL.avar * MathQL.attribute_group) list
-
-type vvar_context = (MathQL.vvar * MathQL.value) list
-
-type context = {svars: svar_context;
- avars: avar_context;
- groups: group_context; (* auxiliary context *)
- vvars: vvar_context
- }
-
-(* execute *****************************************************************)
-
-exception Found
-
-module M = MathQL
-module P = MQueryUtil
-module C = MQIConn
-module U = MQIUtil
-
-let execute h x =
- let warn q =
- if C.set h C.Warn then
- begin
- C.log h "MQIExecute: waring: reference to undefined variables: ";
- P.text_of_query (C.log h) "\n" q
- end
- in
- let rec eval_val c = function
- | M.False -> U.mql_false
- | M.True -> U.mql_true
- | M.Const s -> [s]
- | M.Set l -> U.iter (eval_val c) l
- | M.Test (k,y1,y2) ->
- let cand y1 y2 =
- if eval_val c y1 = U.mql_false then U.mql_false else eval_val c y2
- in
- let cor y1 y2 =
- let v1 = eval_val c y1 in
- if v1 = U.mql_false then eval_val c y2 else v1
- in
- let h f y1 y2 = f (eval_val c y1) (eval_val c y2) in
- let f = match k with
- | M.And -> cand
- | M.Or -> cor
- | M.Xor -> h U.xor
- | M.Sub -> h U.set_sub
- | M.Meet -> h U.set_meet
- | M.Eq -> h U.set_eq
- | M.Le -> h U.le
- | M.Lt -> h U.lt
- in
- f y1 y2
- | M.Not y ->
- if eval_val c y = U.mql_false then U.mql_true else U.mql_false
- | M.VVar i -> begin
- try List.assoc i c.vvars
- with Not_found -> warn (M.Subj (M.VVar i)); [] end
- | M.Dot (i,p) -> begin
- try List.assoc p (List.assoc i c.groups)
- with Not_found -> warn (M.Subj (M.Dot (i,p))); [] end
- | M.Proj (None,x) -> List.map (fun (r, _) -> r) (eval_query c x)
- | M.Proj ((Some p),x) ->
- let proj_group_aux (q, v) = if q = p then v else [] in
- let proj_group a = U.iter proj_group_aux a in
- let proj_set (_, g) = U.iter proj_group g in
- U.iter proj_set (eval_query c x)
- | M.Ex (l,y) ->
- let rec ex_aux h = function
- | [] ->
- let d = {c with groups = h} in
- if eval_val d y = U.mql_false then () else raise Found
- | i :: tail ->
- begin
- try
- let (_, a) = List.assoc i c.avars in
- let rec add_group = function
- | [] -> ()
- | g :: t -> ex_aux ((i, g) :: h) tail; add_group t
- in
- add_group a
- with Not_found -> ()
- end
- in
- (try ex_aux [] l; U.mql_false with Found -> U.mql_true)
- | M.StatVal y ->
- let t = P.start_time () in
- let r = (eval_val c y) in
- let s = P.stop_time t in
- C.log h (Printf.sprintf "Stat: %s,%i\n" s (List.length r));
- r
- | M.Count y -> [string_of_int (List.length (eval_val c y))]
- | M.Align (s,y) -> U.iter (U.align s) (eval_val c y)
- and eval_query c = function
- | M.Empty -> []
- | M.Subj x ->
- List.map (fun s -> (s, [])) (eval_val c x)
- | M.Log (_,b,x) ->
- if b then begin
- let t = P.start_time () in
- P.text_of_query (C.log h) "\n" x;
- let s = P.stop_time t in
- if C.set h C.Times then
- C.log h (Printf.sprintf "Log source: %s\n" s);
- eval_query c x
- end else begin
- let s = (eval_query c x) in
- let t = P.start_time () in
- P.text_of_result (C.log h) "\n" s;
- let r = P.stop_time t in
- if C.set h C.Times then
- C.log h (Printf.sprintf "Log: %s\n" r);
- s
- end
- | M.If (y,x1,x2) ->
- if (eval_val c y) = U.mql_false
- then (eval_query c x2) else (eval_query c x1)
- | M.Bin (k,x1,x2) ->
- let f = match k with
- | M.BinFJoin -> U.mql_union
- | M.BinFMeet -> U.mql_intersect
- | M.BinFDiff -> U.mql_diff
- in
- f (eval_query c x1) (eval_query c x2)
- | M.SVar i -> begin
- try List.assoc i c.svars
- with Not_found -> warn (M.SVar i); [] end
- | M.AVar i -> begin
- try [List.assoc i c.avars]
- with Not_found -> warn (M.AVar i); [] end
- | M.LetSVar (i,x1,x2) ->
- let d = {c with svars = U.set (i, eval_query c x1) c.svars} in
- eval_query d x2
- | M.LetVVar (i,y,x) ->
- let d = {c with vvars = U.set (i, eval_val c y) c.vvars} in
- eval_query d x
- | M.For (k,i,x1,x2) ->
- let f = match k with
- | M.GenFJoin -> U.mql_union
- | M.GenFMeet -> U.mql_intersect
- in
- let rec for_aux = function
- | [] -> []
- | h :: t ->
- let d = {c with avars = U.set (i, h) c.avars} in
- f (eval_query d x2) (for_aux t)
- in
- for_aux (eval_query c x1)
- | M.Add (b,z,x) ->
- let f = if b then U.mql_prod else U.set_union in
- let g a s = (fst a, f (snd a) (eval_grp c z)) :: s in
- List.fold_right g (eval_query c x) []
- | M.Property (q0,q1,q2,mc,ct,cfl,el,pat,y) ->
- let subj, mct =
- if q0 then [], (pat, q2 @ mc, eval_val c y)
- else (q2 @ mc), (pat, [], eval_val c y)
- in
- let eval_cons (pat, p, y) = (pat, q2 @ p, eval_val c y) in
- let cons_true = mct :: List.map eval_cons ct in
- let cons_false = List.map (List.map eval_cons) cfl in
- let eval_exp (p, po) = (q2 @ p, po) in
- let exp = List.map eval_exp el in
- let t = P.start_time () in
- let r = MQIProperty.exec h q1 subj cons_true cons_false exp in
- let s = P.stop_time t in
- if C.set h C.Times then
- C.log h (Printf.sprintf "Property: %s,%i\n" s (List.length r));
- r
- | M.StatQuery x ->
- let t = P.start_time () in
- let r = (eval_query c x) in
- let s = P.stop_time t in
- C.log h (Printf.sprintf "Stat: %s,%i\n" s (List.length r));
- r
- | M.Select (i,x,y) ->
- let rec select_aux = function
- | [] -> []
- | h :: t ->
- let d = {c with avars = U.set (i, h) c.avars} in
- if eval_val d y = U.mql_false
- then select_aux t else h :: select_aux t
- in
- select_aux (eval_query c x)
- | M.Keep (b,l,x) ->
- let keep_path (p, v) t =
- if List.mem p l = b then t else (p, v) :: t in
- let keep_grp a = List.fold_right keep_path a [] in
- let keep_set a g =
- let kg = keep_grp a in
- if kg = [] then g else kg :: g
- in
- let keep_av (s, g) = (s, List.fold_right keep_set g []) in
- List.map keep_av (eval_query c x)
- and eval_grp c = function
- | M.Attr gs ->
- let attr_aux g (p, y) = U.mql_union g [(p, eval_val c y)] in
- let attr_auxs s l = U.set_union s [List.fold_left attr_aux [] l] in
- List.fold_left attr_auxs [] gs
- | M.From i ->
- try snd (List.assoc i c.avars)
- with Not_found -> warn (M.AVar i); []
- in
- let c = {svars = []; avars = []; groups = []; vvars = []} in
- let t = P.start_time () in
- if C.set h C.Source then P.text_of_query (C.log h) "\n" x;
- let r = eval_query c x in
- if C.set h C.Result then P.text_of_result (C.log h) "\n" r;
- let s = P.stop_time t in
- if C.set h C.Times then
- C.log h (Printf.sprintf "MQIExecute: %s,%s\n" s
- (C.string_of_flags (C.flags h)));
- r
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val execute : MQIConn.handle -> MathQL.query -> MathQL.result
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-{
- open MQueryTParser
-
- let debug = false
-
- let out s = if debug then prerr_endline s
-}
-
-let SPC = [' ' '\t' '\n']+
-let ALPHA = ['A'-'Z' 'a'-'z' '_']
-let NUM = ['0'-'9']
-let IDEN = ALPHA (NUM | ALPHA)*
-let QSTR = [^ '"' '\\']+
-
-rule comm_token = parse
- | "(*" { comm_token lexbuf; comm_token lexbuf }
- | "*)" { () }
- | ['*' '('] { comm_token lexbuf }
- | [^ '*' '(']* { comm_token lexbuf }
-and string_token = parse
- | '"' { DQ }
- | '\\' _ { STR (String.sub (Lexing.lexeme lexbuf) 1 1) }
- | QSTR { STR (Lexing.lexeme lexbuf) }
- | eof { EOF }
-and query_token = parse
- | "(*" { comm_token lexbuf; query_token lexbuf }
- | SPC { query_token lexbuf }
- | '"' { let str = qstr string_token lexbuf in
- out ("STR " ^ str); STR str }
- | '(' { out "LP"; LP }
- | ')' { out "RP"; RP }
- | '{' { out "LC"; LC }
- | '}' { out "RC"; RC }
- | '@' { out "AT"; AT }
- | '%' { out "PC"; PC }
- | '$' { out "DL"; DL }
- | '.' { out "FS"; FS }
- | ',' { out "CM"; CM }
- | ';' { out "SC"; SC }
- | '/' { out "SL"; SL }
- | "add" { out "ADD" ; ADD }
- | "align" { out "ALIGN" ; ALIGN }
- | "allbut" { out "BUT" ; BUT }
- | "and" { out "AND" ; AND }
- | "as" { out "AS" ; AS }
- | "attr" { out "ATTR" ; ATTR }
- | "be" { out "BE" ; BE }
- | "count" { out "COUNT" ; COUNT }
- | "diff" { out "DIFF" ; DIFF }
- | "distr" { out "DISTR" ; DISTR }
- | "else" { out "ELSE" ; ELSE }
- | "empty" { out "EMPTY" ; EMPTY }
- | "eq" { out "EQ" ; EQ }
- | "ex" { out "EX" ; EX }
- | "false" { out "FALSE" ; FALSE }
- | "for" { out "FOR" ; FOR }
- | "from" { out "FROM" ; FROM }
- | "if" { out "IF" ; IF }
- | "in" { out "IN" ; IN }
- | "inf" { out "INF" ; INF }
- | "intersect" { out "INTER" ; INTER }
- | "inverse" { out "INV" ; INV }
- | "istrue" { out "IST" ; IST }
- | "isfalse" { out "ISF" ; ISF }
- | "keep" { out "KEEP" ; KEEP }
- | "le" { out "LE" ; LE }
- | "let" { out "LET" ; LET }
- | "log" { out "LOG" ; LOG }
- | "lt" { out "LT" ; LT }
- | "main" { out "MAIN" ; MAIN }
- | "match" { out "MATCH" ; MATCH }
- | "meet" { out "MEET" ; MEET }
- | "not" { out "NOT" ; NOT }
- | "of" { out "OF" ; OF }
- | "or" { out "OR" ; OR }
- | "pattern" { out "PAT" ; PAT }
- | "proj" { out "PROJ" ; PROJ }
- | "property" { out "PROP" ; PROP }
- | "select" { out "SELECT"; SELECT }
- | "source" { out "SOURCE"; SOURCE }
- | "stat" { out "STAT" ; STAT }
- | "sub" { out "SUB" ; SUB }
- | "subj" { out "SUBJ" ; SUBJ }
- | "sup" { out "SUP" ; SUP }
- | "super" { out "SUPER" ; SUPER }
- | "then" { out "THEN" ; THEN }
- | "true" { out "TRUE" ; TRUE }
- | "union" { out "UNION" ; UNION }
- | "where" { out "WHERE" ; WHERE }
- | "xor" { out "XOR" ; XOR }
- | IDEN { let id = Lexing.lexeme lexbuf in
- out ("ID " ^ id); ID id }
- | eof { out "EOF" ; EOF }
-and result_token = parse
- | SPC { result_token lexbuf }
- | "(*" { comm_token lexbuf; result_token lexbuf }
- | '"' { STR (qstr string_token lexbuf) }
- | '/' { out "SL"; SL }
- | '{' { LC }
- | '}' { RC }
- | ',' { CM }
- | ';' { SC }
- | '=' { IS }
- | "attr" { ATTR }
- | eof { EOF }
+++ /dev/null
-/* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- */
-
-/* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- */
-
-%{
- module M = MathQL
-
- let analyze x =
- let rec join l1 l2 = match l1, l2 with
- | [], _ -> l2
- | _, [] -> l1
- | s1 :: tl1, s2 :: _ when s1 < s2 -> s1 :: join tl1 l2
- | s1 :: _, s2 :: tl2 when s2 < s1 -> s2 :: join l1 tl2
- | s1 :: tl1, s2 :: tl2 -> s1 :: join tl1 tl2
- in
- let rec iter f = function
- | [] -> []
- | head :: tail -> join (f head) (iter f tail)
- in
- let rec an_val = function
- | M.True -> []
- | M.False -> []
- | M.Const _ -> []
- | M.VVar _ -> []
- | M.Ex _ -> []
- | M.Dot (rv,_) -> [rv]
- | M.Not x -> an_val x
- | M.StatVal x -> an_val x
- | M.Count x -> an_val x
- | M.Align (_,x) -> an_val x
- | M.Proj (_,x) -> an_set x
- | M.Test (_,x,y) -> iter an_val [x; y]
- | M.Set l -> iter an_val l
- and an_set = function
- | M.Empty -> []
- | M.SVar _ -> []
- | M.AVar _ -> []
- | M.Subj x -> an_val x
- | M.Keep (_,_,x) -> an_set x
- | M.Log (_,_,x) -> an_set x
- | M.StatQuery x -> an_set x
- | M.Bin (_,x,y) -> iter an_set [x; y]
- | M.LetSVar (_,x,y) -> iter an_set [x; y]
- | M.For (_,_,x,y) -> iter an_set [x; y]
- | M.Add (_,g,x) -> join (an_grp g) (an_set x)
- | M.LetVVar (_,x,y) -> join (an_val x) (an_set y)
- | M.Select (_,x,y) -> join (an_set x) (an_val y)
- | M.Property (_,_,_,_,c,d,_,_,x) ->
- join (an_val x) (iter an_con [c; List.concat d])
- | M.If (x,y,z) -> join (an_val x) (iter an_set [y; z])
- and fc (_, _, v) = an_val v
- and an_con c = iter fc c
- and fg (_, v) = an_val v
- and an_grp = function
- | M.Attr g -> iter (iter fg) g
- | M.From _ -> []
- in
- an_val x
-
- let f (x, y, z) = x
- let s (x, y, z) = y
- let t (x, y, z) = z
-%}
- %token <string> ID STR
- %token SL IS LC RC CM SC LP RP AT PC DL FS DQ EOF
- %token ADD ALIGN AND AS ATTR BE BUT COUNT DIFF DISTR ELSE EMPTY EQ EX
- %token FALSE FOR FROM IF IN INF INTER INV ISF IST KEEP LE LET LOG LT
- %token MAIN MATCH MEET NOT OF OR PAT PROJ PROP SELECT SOURCE STAT SUB
- %token SUBJ SUP SUPER THEN TRUE UNION WHERE XOR
- %nonassoc IN SUP INF ELSE LOG STAT
- %left DIFF
- %left UNION
- %left INTER
- %nonassoc WHERE EX
- %left XOR OR
- %left AND
- %nonassoc NOT
- %nonassoc SUB MEET EQ LT LE
- %nonassoc SUBJ OF PROJ COUNT ALIGN
-
- %start qstr query result
- %type <string> qstr
- %type <MathQL.query> query
- %type <MathQL.result> result
-%%
- qstr:
- | DQ { "" }
- | STR qstr { $1 ^ $2 }
- ;
- svar:
- | PC ID { $2 }
- ;
- avar:
- | AT ID { $2 }
- ;
- vvar:
- | DL ID { $2 }
- ;
- strs:
- | STR CM strs { $1 :: $3 }
- | STR { [$1] }
- ;
- subpath:
- | STR SL subpath { $1 :: $3 }
- | STR { [$1] }
- ;
- path:
- | subpath { $1 }
- | SL subpath { $2 }
- | SL { [] }
- ;
- paths:
- | path CM paths { $1 :: $3 }
- | path { [$1] }
- inv:
- | INV { true }
- | { false }
- ;
- ref:
- | SUB { M.RefineSub }
- | SUPER { M.RefineSuper }
- | { M.RefineExact }
- ;
- qualif:
- | inv ref path { $1, $2, $3 }
- ;
- cons:
- | path IN val_exp { (false, $1, $3) }
- | path MATCH val_exp { (true, $1, $3) }
- ;
- conss:
- | cons CM conss { $1 :: $3 }
- | cons { [$1] }
- ;
- istrue:
- | IST conss { $2 }
- | { [] }
- ;
- isfalse:
- | { [] }
- | ISF conss isfalse { $2 :: $3 }
- ;
- mainc:
- | MAIN path { $2 }
- | { [] }
- ;
- exp:
- | path AS path { $1, Some $3 }
- | path { $1, None }
- ;
- exps:
- | exp CM exps { $1 :: $3 }
- | exp { [$1] }
- ;
- attrc:
- | ATTR exps { $2 }
- | { [] }
- ;
- pattern:
- | PAT { true }
- | { false }
- ;
- opt_path:
- | path { Some $1 }
- | { None }
- ;
- ass:
- | val_exp AS path { ($3, $1) }
- ;
- asss:
- | ass CM asss { $1 :: $3 }
- | ass { [$1] }
- ;
- assg:
- | asss SC assg { $1 :: $3 }
- | asss { [$1] }
- ;
- distr:
- | DISTR { true }
- | { false }
- ;
- allbut:
- | BUT { true }
- | { false }
- ;
- bin_op:
- | set_exp DIFF set_exp { M.BinFDiff, $1, $3 }
- | set_exp UNION set_exp { M.BinFJoin, $1, $3 }
- | set_exp INTER set_exp { M.BinFMeet, $1, $3 }
- ;
- gen_op:
- | SUP set_exp { M.GenFJoin, $2 }
- | INF set_exp { M.GenFMeet, $2 }
- ;
- test_op:
- | val_exp XOR val_exp { M.Xor, $1, $3 }
- | val_exp OR val_exp { M.Or, $1, $3 }
- | val_exp AND val_exp { M.And, $1, $3 }
- | val_exp SUB val_exp { M.Sub, $1, $3 }
- | val_exp MEET val_exp { M.Meet, $1, $3 }
- | val_exp EQ val_exp { M.Eq, $1, $3 }
- | val_exp LE val_exp { M.Le, $1, $3 }
- | val_exp LT val_exp { M.Lt, $1, $3 }
- ;
- source:
- | SOURCE { true }
- | { false }
- ;
- xml:
- | { false}
- ;
- grp_exp:
- | assg { M.Attr $1 }
- | avar { M.From $1 }
- ;
- val_exp:
- | TRUE { M.True }
- | FALSE { M.False }
- | STR { M.Const $1 }
- | avar FS path { M.Dot ($1,$3) }
- | vvar { M.VVar $1 }
- | LC vals RC { M.Set $2 }
- | LC RC { M.Set [] }
- | LP val_exp RP { $2 }
- | STAT val_exp { M.StatVal $2 }
- | EX val_exp { M.Ex ((analyze $2),$2) }
- | NOT val_exp { M.Not $2 }
- | test_op { M.Test ((f $1),(s $1),(t $1)) }
- | PROJ opt_path set_exp { M.Proj ($2,$3) }
- | COUNT val_exp { M.Count $2 }
- | ALIGN STR IN val_exp { M.Align ($2,$4) }
- ;
- vals:
- | val_exp CM vals { $1 :: $3 }
- | val_exp { [$1] }
- ;
- set_exp:
- | EMPTY { M.Empty }
- | LP set_exp RP { $2 }
- | svar { M.SVar $1 }
- | avar { M.AVar $1 }
- | LET svar BE set_exp IN set_exp { M.LetSVar ($2,$4,$6) }
- | LET vvar BE val_exp IN set_exp { M.LetVVar ($2,$4,$6) }
- | FOR avar IN set_exp gen_op
- { M.For ((fst $5),$2,$4,(snd $5)) }
- | ADD distr grp_exp IN set_exp { M.Add ($2,$3,$5) }
- | IF val_exp THEN set_exp ELSE set_exp { M.If ($2,$4,$6) }
- | PROP qualif mainc istrue isfalse attrc OF pattern val_exp
- { M.Property ((f $2),(s $2),(t $2),$3,$4,$5,$6,$8,$9) }
- | LOG xml source set_exp { M.Log ($2,$3,$4) }
- | STAT set_exp { M.StatQuery $2 }
- | KEEP allbut paths IN set_exp { M.Keep ($2,$3,$5) }
- | KEEP allbut IN set_exp { M.Keep ($2,[],$4) }
- | bin_op
- { M.Bin ((f $1),(s $1),(t $1)) }
- | SELECT avar FROM set_exp WHERE val_exp { M.Select ($2,$4,$6) }
- | SUBJ val_exp { M.Subj $2 }
- ;
- query:
- | set_exp { $1 }
- | set_exp error { $1 }
- | EOF { raise End_of_file }
- ;
- attr:
- | path IS strs { $1, $3 }
- | path { $1, [] }
- ;
- attrs:
- | attr SC attrs { $1 :: $3 }
- | attr { [$1] }
- ;
- group:
- LC attrs RC { $2 }
- ;
- groups:
- | group CM groups { $1 :: $3 }
- | group { [$1] }
- ;
- resource:
- | STR ATTR groups { ($1, $3) }
- | STR { ($1, []) }
- ;
- resources:
- | resource SC resources { $1 :: $3 }
- | resource { [$1] }
- | { [] }
- ;
- result:
- | resources { $1 }
- | EOF { raise End_of_file }
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-(* text linearization and parsing *******************************************)
-
-let rec txt_list out f s = function
- | [] -> ()
- | [a] -> f a
- | a :: tail -> f a; out s; txt_list out f s tail
-
-let txt_str out s = out ("\"" ^ s ^ "\"")
-
-let txt_path out p = out "/"; txt_list out (txt_str out) "/" p
-
-let text_of_query out sep x =
- let module M = MathQL in
- let txt_path_list l = txt_list out (txt_path out) ", " l in
- let txt_svar sv = out ("%" ^ sv) in
- let txt_avar av = out ("@" ^ av) in
- let txt_vvar vv = out ("$" ^ vv) in
- let txt_inv i = if i then out "inverse " in
- let txt_ref = function
- | M.RefineExact -> ()
- | M.RefineSub -> out "sub "
- | M.RefineSuper -> out "super "
- in
- let txt_qualif i r p = txt_inv i; txt_ref r; txt_path out p in
- let main = function
- | [] -> ()
- | p -> out " main "; txt_path out p
- in
- let txt_exp = function
- | (pl, None) -> txt_path out pl
- | (pl, Some pr) -> txt_path out pl; out " as "; txt_path out pr
- in
- let txt_exp_list = function
- | [] -> ()
- | l -> out " attr "; txt_list out txt_exp ", " l
- in
- let pattern b = if b then out "pattern " in
- let txt_opt_path = function
- | None -> ()
- | Some p -> txt_path out p; out " "
- in
- let txt_distr d = if d then out "distr " in
- let txt_bin = function
- | M.BinFJoin -> out " union "
- | M.BinFMeet -> out " intersect "
- | M.BinFDiff -> out " diff "
- in
- let txt_gen = function
- | M.GenFJoin -> out " sup "
- | M.GenFMeet -> out " inf "
- in
- let txt_test = function
- | M.Xor -> out " xor "
- | M.Or -> out " or "
- | M.And -> out " and "
- | M.Sub -> out " sub "
- | M.Meet -> out " meet "
- | M.Eq -> out " eq "
- | M.Le -> out " le "
- | M.Lt -> out " lt "
- in
- let txt_log a b =
- if a then out "xml ";
- if b then out "source "
- in
- let txt_allbut b = if b then out "allbut " in
- let rec txt_con (pat, p, x) =
- txt_path out p;
- if pat then out " match " else out " in ";
- txt_val x
- and txt_con_list s = function
- | [] -> ()
- | l -> out s; txt_list out txt_con ", " l
- and txt_istrue lt = txt_con_list " istrue " lt
- and txt_isfalse lf = txt_con_list " isfalse " lf
- and txt_ass (p, x) = txt_val x; out " as "; txt_path out p
- and txt_ass_list l = txt_list out txt_ass ", " l
- and txt_assg_list g = txt_list out txt_ass_list "; " g
- and txt_val_list = function
- | [v] -> txt_val v
- | l -> out "{"; txt_list out txt_val ", " l; out "}"
- and txt_grp = function
- | M.Attr g -> txt_assg_list g
- | M.From av -> txt_avar av
- and txt_val = function
- | M.True -> out "true"
- | M.False -> out "false"
- | M.Const s -> txt_str out s
- | M.Set l -> txt_val_list l
- | M.VVar vv -> txt_vvar vv
- | M.Dot (av,p) -> txt_avar av; out "."; txt_path out p
- | M.Proj (op,x) -> out "proj "; txt_opt_path op; txt_set x
- | M.Ex (b,x) -> out "ex "; txt_val x
-(* | M.Ex b x -> out "ex ["; txt_list out txt_avar "," b; out "] "; txt_val x
-*) | M.Not x -> out "not "; txt_val x
- | M.Test (k,x,y) -> out "("; txt_val x; txt_test k; txt_val y; out ")"
- | M.StatVal x -> out "stat "; txt_val x
- | M.Count x -> out "count "; txt_val x
- | M.Align (s,x) -> out "align "; txt_str out s; out " in "; txt_val x
- and txt_set = function
- | M.Empty -> out "empty"
- | M.SVar sv -> txt_svar sv
- | M.AVar av -> txt_avar av
- | M.Property (q0,q1,q2,mc,ct,cfl,xl,b,x) ->
- out "property "; txt_qualif q0 q1 q2; main mc;
- txt_istrue ct; txt_list out txt_isfalse "" cfl; txt_exp_list xl;
- out " of "; pattern b; txt_val x
- | M.Bin (k,x,y) -> out "("; txt_set x; txt_bin k; txt_set y;
- out ")"
- | M.LetSVar (sv,x,y) -> out "let "; txt_svar sv; out " be ";
- txt_set x; out " in "; txt_set y
- | M.LetVVar (vv,x,y) -> out "let "; txt_vvar vv; out " be ";
- txt_val x; out " in "; txt_set y
- | M.Select (av,x,y) -> out "select "; txt_avar av; out " from ";
- txt_set x; out " where "; txt_val y
- | M.Subj x -> out "subj "; txt_val x
- | M.For (k,av,x,y) -> out "for "; txt_avar av; out " in ";
- txt_set x; txt_gen k; txt_set y
- | M.If (x,y,z) -> out "if "; txt_val x; out " then ";
- txt_set y; out " else "; txt_set z
- | M.Add (d,g,x) -> out "add "; txt_distr d; txt_grp g;
- out " in "; txt_set x
- | M.Log (a,b,x) -> out "log "; txt_log a b; txt_set x
- | M.StatQuery x -> out "stat "; txt_set x
- | M.Keep (b,l,x) -> out "keep "; txt_allbut b; txt_path_list l;
- txt_set x
- in
- txt_set x; out sep
-
-let text_of_result out sep x =
- let txt_attr = function
- | (p, []) -> txt_path out p
- | (p, l) -> txt_path out p; out " = "; txt_list out (txt_str out) ", " l
- in
- let txt_group l = out "{"; txt_list out txt_attr "; " l; out "}" in
- let txt_res = function
- | (s, []) -> txt_str out s
- | (s, l) -> txt_str out s; out " attr "; txt_list out txt_group ", " l
- in
- let txt_set l = txt_list out txt_res ("; " ^ sep) l; out sep in
- txt_set x
-
-let query_of_text lexbuf =
- MQueryTParser.query MQueryTLexer.query_token lexbuf
-
-let result_of_text lexbuf =
- MQueryTParser.result MQueryTLexer.result_token lexbuf
-
-(* time handling ***********************************************************)
-
-type time = float * float
-
-let start_time () =
- (Sys.time (), Unix.time ())
-
-let stop_time (s0, u0) =
- let s1 = Sys.time () in
- let u1 = Unix.time () in
- Printf.sprintf "%.2fs,%.2fs" (s1 -. s0) (u1 -. u0)
-
-(* operations on lists *****************************************************)
-
-type 'a comparison = Lt
- | Gt
- | Eq of 'a
-
-let list_join f l1 l2 =
- let rec aux = function
- | [], v
- | v, [] -> v
- | ((h1 :: t1) as v1), ((h2 :: t2) as v2) -> begin
- match f h1 h2 with
- | Lt -> h1 :: aux (t1, v2)
- | Gt -> h2 :: aux (v1, t2)
- | Eq h -> h :: aux (t1, t2)
- end
- in aux (l1, l2)
-
-let list_meet f l1 l2 =
- let rec aux = function
- | [], v
- | v, [] -> []
- | ((h1 :: t1) as v1), ((h2 :: t2) as v2) -> begin
- match f h1 h2 with
- | Lt -> aux (t1, v2)
- | Gt -> aux (v1, t2)
- | Eq h -> h :: aux (t1, t2)
- end
- in aux (l1, l2)
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* AUTOR: Ferruccio Guidi <fguidi@cs.unibo.it>
- *)
-
-val text_of_query : (string -> unit) -> string -> MathQL.query -> unit
-
-val text_of_result : (string -> unit) -> string -> MathQL.result -> unit
-
-val query_of_text : Lexing.lexbuf -> MathQL.query
-
-val result_of_text : Lexing.lexbuf -> MathQL.result
-
-type time
-
-val start_time : unit -> time
-
-val stop_time : time -> string
-
-type 'a comparison = Lt
- | Gt
- | Eq of 'a
-
-val list_join : ('a -> 'a -> 'a comparison) -> 'a list -> 'a list -> 'a list
-
-val list_meet : ('a -> 'a -> 'a comparison) -> 'a list -> 'a list -> 'a list
+++ /dev/null
-*.cm[aiox] *.cmxa *.[ao]
-test
+++ /dev/null
-metadataExtractor.cmi: metadataTypes.cmi
-metadataPp.cmi: metadataTypes.cmi
-metadataConstraints.cmi: metadataTypes.cmi
-metadataDb.cmi: metadataTypes.cmi
-sqlStatements.cmo: sqlStatements.cmi
-sqlStatements.cmx: sqlStatements.cmi
-metadataTypes.cmo: metadataTypes.cmi
-metadataTypes.cmx: metadataTypes.cmi
-metadataExtractor.cmo: metadataTypes.cmi metadataExtractor.cmi
-metadataExtractor.cmx: metadataTypes.cmx metadataExtractor.cmi
-metadataPp.cmo: metadataTypes.cmi metadataPp.cmi
-metadataPp.cmx: metadataTypes.cmx metadataPp.cmi
-metadataConstraints.cmo: metadataTypes.cmi metadataPp.cmi \
- metadataConstraints.cmi
-metadataConstraints.cmx: metadataTypes.cmx metadataPp.cmx \
- metadataConstraints.cmi
-metadataDb.cmo: metadataTypes.cmi metadataPp.cmi metadataExtractor.cmi \
- metadataConstraints.cmi metadataDb.cmi
-metadataDb.cmx: metadataTypes.cmx metadataPp.cmx metadataExtractor.cmx \
- metadataConstraints.cmx metadataDb.cmi
+++ /dev/null
-PACKAGE = metadata
-REQUIRES = mysql helm-cic_proof_checking helm-hmysql
-PREDICATES =
-
-INTERFACE_FILES = \
- sqlStatements.mli \
- metadataTypes.mli \
- metadataExtractor.mli \
- metadataPp.mli \
- metadataConstraints.mli \
- metadataDb.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
-
-all: all_table_creator all_extractor
-opt: opt_table_creator opt_extractor
-
-all_table_creator:
- make -C table_creator/ all
-opt_table_creator:
- make -C table_creator/ opt
-
-all_extractor:
- make -C extractor/ all
-opt_extractor:
- make -C extractor/ opt
-
-clean: clean_table_creator clean_extractor
-
-clean_table_creator:
- make -C table_creator/ clean
-
-clean_extractor:
- make -C extractor/ clean
-
+++ /dev/null
-ALL_TABLES=`../table_creator/table_creator list all`
-
-if [ -z "$1" ]; then
- echo "Dumps to stdout some tables of a given db on mowgli."
- echo "If no tables are given the dump will contain:"
- echo " $ALL_TABLES"
- echo ""
- echo "usage: dump.sh dbname [tables...]"
- echo ""
- exit 1
-fi
-DB=$1
-shift
-if [ -z "$1" ]; then
- TABLES=$ALL_TABLES
-else
- TABLES=$@
-fi
-
-mysqldump -e --add-drop-table -u helm -h mowgli.cs.unibo.it $DB $TABLES
+++ /dev/null
-*.cm[aiox]
-*.cmxa
-extractor
-extractor.opt
-extractor_manager
-extractor_manager.opt
+++ /dev/null
-OCAMLFIND=ocamlfind
-
-all: extractor extractor_manager
-opt: extractor.opt extractor_manager.opt
-
-clean:
- rm -f *.cm[ixo] *.[ao] extractor extractor.opt *.err *.out extractor_manager extractor_manager.opt
-
-extractor: extractor.ml
- $(OCAMLFIND) ocamlc \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-extractor.opt: extractor.ml
- $(OCAMLFIND) ocamlopt \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-extractor_manager: extractor_manager.ml
- $(OCAMLFIND) ocamlc \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-extractor_manager.opt: extractor_manager.ml
- $(OCAMLFIND) ocamlopt \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-export: extractor.opt extractor_manager.opt
- nice -n 20 \
- time \
- ./extractor_manager.opt 1>export.out 2>export.err
-
-include .depend
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="tmp">
- <key name="dir">.tmp/</key>
- </section>
- <section name="db">
- <key name="host">localhost</key>
- <key name="user">helm</key>
- <key name="database">mowgli</key>
- </section>
- <section name="getter">
- <key name="servers">
- file:///projects/helm/library/coq_contribs
- </key>
- <key name="cache_dir">$(tmp.dir)/cache</key>
- <key name="maps_dir">$(tmp.dir)/maps</key>
- <key name="dtd_dir">/projects/helm/xml/dtd</key>
- </section>
-</helm_registry>
+++ /dev/null
-let _ = Helm_registry.load_from "extractor.conf.xml"
-
-let usage () =
- prerr_endline "
-
-!! This binary should not be called by hand, use the extractor_manager. !!
-
-usage: ./extractor[.opt] path owner
-
-path: the path for the getter maps
-owner: the owner of the tables to update
-
-"
-
-let _ =
- try
- let _ = Sys.argv.(2), Sys.argv.(1) in
- if Sys.argv.(1) = "-h"||Sys.argv.(1) = "-help"||Sys.argv.(1) = "--help" then
- begin
- usage ();
- exit 1
- end
- with
- Invalid_argument _ -> usage (); exit 1
-
-let owner = Sys.argv.(2)
-let path = Sys.argv.(1)
-
-let main () =
- print_endline (Printf.sprintf "%d alive on path:%s owner:%s"
- (Unix.getpid()) path owner);
- Helm_registry.set "tmp.dir" path;
- Http_getter.init ();
- let dbd =
- HMysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database") ()
- in
- MetadataTypes.ownerize_tables owner;
- let uris =
- let ic = open_in (path ^ "/todo") in
- let acc = ref [] in
- (try
- while true do
- let l = input_line ic in
- acc := l :: !acc
- done
- with
- End_of_file -> ());
- close_in ic;
- !acc
- in
- let len = float_of_int (List.length uris) in
- let i = ref 0 in
- let magic = 45 in
- List.iter (fun u ->
- incr i;
- let perc = ((float_of_int !i) /. len *. 100.0) in
- let l = String.length u in
- let short =
- if l < magic then
- u ^ String.make (magic + 3 - l) ' '
- else
- "..." ^ String.sub u (l - magic) magic
- in
- Printf.printf "%d (%d of %.0f = %3.1f%%): %s\n"
- (Unix.getpid ()) !i len perc short;
- flush stdout;
- let uri = UriManager.uri_of_string u in
- MetadataDb.index_obj ~dbd ~uri;
- CicEnvironment.empty ())
- uris;
- print_string "END "; Unix.system "date"
-;;
-
-main ()
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(* HELPERS *)
-
-let create_all dbd =
- let obj_tbl = MetadataTypes.obj_tbl () in
- let sort_tbl = MetadataTypes.sort_tbl () in
- let rel_tbl = MetadataTypes.rel_tbl () in
- let name_tbl = MetadataTypes.name_tbl () in
- let count_tbl = MetadataTypes.count_tbl () in
- let tbls = [
- (obj_tbl,`RefObj) ; (sort_tbl,`RefSort) ; (rel_tbl,`RefRel) ;
- (name_tbl,`ObjectName) ; (count_tbl,`Count) ]
- in
- let statements =
- (SqlStatements.create_tables tbls) @ (SqlStatements.create_indexes tbls)
- in
- List.iter (fun statement ->
- try
- ignore (Mysql.exec dbd statement)
- with
- exn ->
- let status = Mysql.status dbd in
- match status with
- | Mysql.StatusError Mysql.Table_exists_error -> ()
- | Mysql.StatusError _ -> raise exn
- | _ -> ()
- ) statements
-
-let drop_all dbd =
- let obj_tbl = MetadataTypes.obj_tbl () in
- let sort_tbl = MetadataTypes.sort_tbl () in
- let rel_tbl = MetadataTypes.rel_tbl () in
- let name_tbl = MetadataTypes.name_tbl () in
- let count_tbl = MetadataTypes.count_tbl () in
- let tbls = [
- (obj_tbl,`RefObj) ; (sort_tbl,`RefSort) ; (rel_tbl,`RefRel) ;
- (name_tbl,`ObjectName) ; (count_tbl,`Count) ]
- in
- let statements =
- (SqlStatements.drop_tables tbls) @ (SqlStatements.drop_indexes tbls)
- in
- List.iter (fun statement ->
- try
- ignore (Mysql.exec dbd statement)
- with Mysql.Error _ as exn ->
- match Mysql.errno dbd with
- | Mysql.Bad_table_error
- | Mysql.No_such_index | Mysql.No_such_table -> ()
- | _ -> raise exn
- ) statements
-
-let slash_RE = Str.regexp "/"
-
-let partition l =
- let l = List.fast_sort Pervasives.compare l in
- let matches s1 s2 =
- let l1,l2 = Str.split slash_RE s1, Str.split slash_RE s2 in
- match l1,l2 with
- | _::x::_,_::y::_ -> x = y
- | _ -> false
- in
- let rec chunk l =
- match l with
- | [] -> [],[]
- | h::(h1::tl as rest) when matches h h1 ->
- let ch,todo = chunk rest in
- (h::ch),todo
- | h::(h1::tl as rest)-> [h],rest
- | h::_ -> [h],[]
- in
- let rec split l =
- let ch, todo = chunk l in
- match todo with
- | [] -> [ch]
- | _ -> ch :: split todo
- in
- split l
-
-
-(* ARGV PARSING *)
-
-let _ =
- try
- if Sys.argv.(1) = "-h"||Sys.argv.(1) = "-help"||Sys.argv.(1) = "--help" then
- begin
- prerr_endline "
-usage: ./extractor_manager[.opt] [processes] [owner]
-
-defaults:
- processes = 2
- owner = NEW
-
-";
- exit 1
- end
- with Invalid_argument _ -> ()
-
-let processes =
- try
- int_of_string (Sys.argv.(1))
- with
- Invalid_argument _ -> 2
-
-let owner =
- try
- Sys.argv.(2)
- with Invalid_argument _ -> "NEW"
-
-let create_peons i =
- let rec aux = function
- | 0 -> []
- | n -> (n,0) :: aux (n-1)
- in
- ref (aux i)
-
-let is_a_peon_idle peons =
- List.exists (fun (_,x) -> x = 0) !peons
-
-let get_ide_peon peons =
- let p = fst(List.find (fun (_,x) -> x = 0) !peons) in
- peons := List.filter (fun (x,_) -> x <> p) !peons;
- p
-
-let assign_peon peon pid peons =
- peons := (peon,pid) :: !peons
-
-let wait_a_peon peons =
- let pid,status = Unix.wait () in
- (match status with
- | Unix.WEXITED 0 -> ()
- | Unix.WEXITED s ->
- prerr_endline (Printf.sprintf "PEON %d EXIT STATUS %d" pid s)
- | Unix.WSIGNALED s ->
- prerr_endline
- (Printf.sprintf "PEON %d HAD A PROBLEM, KILLED BY SIGNAL %d" pid s)
- | Unix.WSTOPPED s ->
- prerr_endline
- (Printf.sprintf "PEON %d HAD A PROBLEM, STOPPED BY %d" pid s));
- let p = fst(List.find (fun (_,x) -> x = pid) !peons) in
- peons := List.filter (fun (x,_) -> x <> p) !peons;
- peons := (p,0) :: !peons
-
-let is_a_peon_busy peons =
- List.exists (fun (_,x) -> x <> 0) !peons
-
-(* MAIN *)
-let main () =
- Helm_registry.load_from "extractor.conf.xml";
- Http_getter.init ();
- print_endline "Updating the getter....";
- let base = (Helm_registry.get "tmp.dir") ^ "/maps" in
- let formats i =
- (Helm_registry.get "tmp.dir") ^ "/"^(string_of_int i)^"/maps"
- in
- for i = 1 to processes do
- let fmt = formats i in
- ignore(Unix.system ("rm -rf " ^ fmt));
- ignore(Unix.system ("mkdir -p " ^ fmt));
- ignore(Unix.system ("cp -r " ^ base ^ " " ^ fmt ^ "/../"));
- done;
- let dbd =
- Mysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database") ()
- in
- MetadataTypes.ownerize_tables owner;
- let uri_RE = Str.regexp ".*\\(ind\\|var\\|con\\)$" in
- drop_all dbd;
- create_all dbd;
- let uris = Http_getter.getalluris () in
- let uris = List.filter (fun u -> Str.string_match uri_RE u 0) uris in
- let todo = partition uris in
- let cur = ref 0 in
- let tot = List.length todo in
- let peons = create_peons processes in
- print_string "START "; flush stdout;
- ignore(Unix.system "date");
- while !cur < tot do
- if is_a_peon_idle peons then
- let peon = get_ide_peon peons in
- let fmt = formats peon in
- let oc = open_out (fmt ^ "/../todo") in
- List.iter (fun s -> output_string oc (s^"\n")) (List.nth todo !cur);
- close_out oc;
- let pid = Unix.fork () in
- if pid = 0 then
- Unix.execv
- "./extractor.opt" [| "./extractor.opt" ; fmt ^ "/../" ; owner|]
- else
- begin
- assign_peon peon pid peons;
- incr cur
- end
- else
- wait_a_peon peons
- done;
- while is_a_peon_busy peons do wait_a_peon peons done;
- print_string "END "; flush stdout;
- ignore(Unix.system "date");
- (* and now the rename table stuff *)
- let obj_tbl = MetadataTypes.library_obj_tbl in
- let sort_tbl = MetadataTypes.library_sort_tbl in
- let rel_tbl = MetadataTypes.library_rel_tbl in
- let name_tbl = MetadataTypes.library_name_tbl in
- let count_tbl = MetadataTypes.library_count_tbl in
- let hits_tbl = MetadataTypes.library_hits_tbl in
- let obj_tbl_b = obj_tbl ^ "_BACKUP" in
- let sort_tbl_b = sort_tbl ^ "_BACKUP" in
- let rel_tbl_b = rel_tbl ^ "_BACKUP" in
- let name_tbl_b = name_tbl ^ "_BACKUP" in
- let count_tbl_b = count_tbl ^ "_BACKUP" in
- let obj_tbl_c = MetadataTypes.obj_tbl () in
- let sort_tbl_c = MetadataTypes.sort_tbl () in
- let rel_tbl_c = MetadataTypes.rel_tbl () in
- let name_tbl_c = MetadataTypes.name_tbl () in
- let count_tbl_c = MetadataTypes.count_tbl () in
- let stats =
- SqlStatements.drop_tables [
- (obj_tbl_b,`RefObj);
- (sort_tbl_b,`RefSort);
- (rel_tbl_b,`RefRel);
- (name_tbl_b,`ObjectName);
- (count_tbl_b,`Count);
- (hits_tbl,`Hits) ] @
- SqlStatements.drop_indexes [
- (obj_tbl,`RefObj);
- (sort_tbl,`RefSort);
- (rel_tbl,`RefRel);
- (name_tbl,`ObjectName);
- (count_tbl,`Count);
- (obj_tbl_c,`RefObj);
- (sort_tbl_c,`RefSort);
- (rel_tbl_c,`RefRel);
- (name_tbl_c,`ObjectName);
- (count_tbl_c,`Count);
- (hits_tbl,`Hits) ] @
- SqlStatements.rename_tables [
- (obj_tbl,obj_tbl_b);
- (sort_tbl,sort_tbl_b);
- (rel_tbl,rel_tbl_b);
- (name_tbl,name_tbl_b);
- (count_tbl,count_tbl_b) ] @
- SqlStatements.rename_tables [
- (obj_tbl_c,obj_tbl);
- (sort_tbl_c,sort_tbl);
- (rel_tbl_c,rel_tbl);
- (name_tbl_c,name_tbl);
- (count_tbl_c,count_tbl) ] @
- SqlStatements.create_tables [
- (hits_tbl,`Hits) ] @
- SqlStatements.fill_hits obj_tbl hits_tbl @
- SqlStatements.create_indexes [
- (obj_tbl,`RefObj);
- (sort_tbl,`RefSort);
- (rel_tbl,`RefRel);
- (name_tbl,`ObjectName);
- (count_tbl,`Count);
- (hits_tbl,`Hits) ]
- in
- List.iter (fun statement ->
- try
-(* prerr_endline statement;*)
- ignore (Mysql.exec dbd statement)
- with exn ->
- let status = Mysql.status dbd in
- match status with
- | Mysql.StatusError Mysql.Table_exists_error
- | Mysql.StatusError Mysql.Bad_table_error
- | Mysql.StatusError Mysql.Cant_drop_field_or_key
- | Mysql.StatusError Mysql.Unknown_table -> ()
- | Mysql.StatusError status ->
-(* prerr_endline (string_of_int (Obj.magic status));*)
- prerr_endline (Printexc.to_string exn);
- raise exn
- | _ ->
- prerr_endline (Printexc.to_string exn);
- ())
- stats
-;;
-
-main ()
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-open MetadataTypes
-
-let critical_value = 7
-let just_factor = 3
-
-module UriManagerSet = UriManager.UriSet
-module SetSet = Set.Make (UriManagerSet)
-
-type term_signature = (UriManager.uri * UriManager.uri list) option * UriManagerSet.t
-
-type cardinality_condition =
- | Eq of int
- | Gt of int
- | Lt of int
-
-type rating_criterion =
- [ `Hits (** order by number of hits, most used objects first *)
- ]
-
-let default_tables =
- (library_obj_tbl,library_rel_tbl,library_sort_tbl,library_count_tbl)
-
-let current_tables () =
- (obj_tbl (),rel_tbl (),sort_tbl (), count_tbl ())
-
-let tbln n = "table" ^ string_of_int n
-
-(*
-let add_depth_constr depth_opt cur_tbl where =
- match depth_opt with
- | None -> where
- | Some depth -> (sprintf "%s.h_depth = %d" cur_tbl depth) :: where
-*)
-
-let mk_positions positions cur_tbl =
- "(" ^
- String.concat " or "
- (List.map
- (fun pos ->
- let pos_str = MetadataPp.pp_position_tag pos in
- match pos with
- | `InBody
- | `InConclusion
- | `InHypothesis
- | `MainConclusion None
- | `MainHypothesis None ->
- sprintf "%s.h_position = \"%s\"" cur_tbl pos_str
- | `MainConclusion (Some r)
- | `MainHypothesis (Some r) ->
- let depth = MetadataPp.pp_relation r in
- sprintf "(%s.h_position = \"%s\" and %s.h_depth %s)"
- cur_tbl pos_str cur_tbl depth)
- (positions :> MetadataTypes.position list)) ^
- ")"
-
-let explode_card_constr = function
- | Eq card -> "=", card
- | Gt card -> ">", card
- | Lt card -> "<", card
-
-let add_card_constr tbl col where = function
- | None -> where
- | Some constr ->
- let op, card = explode_card_constr constr in
- (* count(_utente).hypothesis = 3 *)
- (sprintf "%s.%s %s %d" tbl col op card :: where)
-
-let add_diff_constr tbl where = function
- | None -> where
- | Some constr ->
- let op, card = explode_card_constr constr in
- (sprintf "%s.hypothesis - %s.conclusion %s %d" tbl tbl op card :: where)
-
-let add_all_constr ?(tbl=library_count_tbl) (n,from,where) concl full diff =
- match (concl, full, diff) with
- | None, None, None -> (n,from,where)
- | _ ->
- let cur_tbl = tbln n in
- let from = (sprintf "%s as %s" tbl cur_tbl) :: from in
- let where = add_card_constr cur_tbl "conclusion" where concl in
- let where = add_card_constr cur_tbl "statement" where full in
- let where = add_diff_constr cur_tbl where diff in
- (n+2,from,
- (if n > 0 then
- sprintf "table0.source = %s.source" cur_tbl :: where
- else
- where))
-
-
-let add_constraint ?(start=0) ?(tables=default_tables) (n,from,where) metadata =
- let obj_tbl,rel_tbl,sort_tbl,count_tbl = tables
- in
- let cur_tbl = tbln n in
- let start_table = tbln start in
- match metadata with
- | `Obj (uri, positions) ->
- let from = (sprintf "%s as %s" obj_tbl cur_tbl) :: from in
- let where =
- (sprintf "(%s.h_occurrence = \"%s\")" cur_tbl (UriManager.string_of_uri uri)) ::
- mk_positions positions cur_tbl ::
- (if n=start then []
- else [sprintf "%s.source = %s.source" start_table cur_tbl]) @
- where
- in
- ((n+2), from, where)
- | `Rel positions ->
- let from = (sprintf "%s as %s" rel_tbl cur_tbl) :: from in
- let where =
- mk_positions positions cur_tbl ::
- (if n=start then []
- else [sprintf "%s.source = %s.source" start_table cur_tbl]) @
- where
- in
- ((n+2), from, where)
- | `Sort (sort, positions) ->
- let sort_str = CicPp.ppsort sort in
- let from = (sprintf "%s as %s" sort_tbl cur_tbl) :: from in
- let where =
- (sprintf "%s.h_sort = \"%s\"" cur_tbl sort_str ) ::
- mk_positions positions cur_tbl ::
- (if n=start then
- []
- else
- [sprintf "%s.source = %s.source" start_table cur_tbl ]) @ where
- in
- ((n+2), from, where)
-
-let exec ~(dbd:HMysql.dbd) ?rating (n,from,where) =
- let from = String.concat ", " from in
- let where = String.concat " and " where in
- let query =
- match rating with
- | None -> sprintf "select distinct table0.source from %s where %s" from where
- | Some `Hits ->
- sprintf
- ("select distinct table0.source from %s, hits where %s
- and table0.source = hits.source order by hits.no desc")
- from where
- in
- (* prerr_endline query; *)
- let result = HMysql.exec dbd query in
- HMysql.map result
- (fun row -> match row.(0) with Some s -> UriManager.uri_of_string s | _ -> assert false)
-
-
-let at_least ~(dbd:HMysql.dbd) ?concl_card ?full_card ?diff ?rating tables
- (metadata: MetadataTypes.constr list)
-=
- let obj_tbl,rel_tbl,sort_tbl, count_tbl = tables
- in
- if (metadata = []) && concl_card = None && full_card = None then
- failwith "MetadataQuery.at_least: no constraints given";
- let (n,from,where) =
- List.fold_left (add_constraint ~tables) (0,[],[]) metadata
- in
- let (n,from,where) =
- add_all_constr ~tbl:count_tbl (n,from,where) concl_card full_card diff
- in
- exec ~dbd ?rating (n,from,where)
-
-let at_least
- ~(dbd:HMysql.dbd) ?concl_card ?full_card ?diff ?rating
- (metadata: MetadataTypes.constr list)
-=
- if are_tables_ownerized () then
- (at_least
- ~dbd ?concl_card ?full_card ?diff ?rating default_tables metadata) @
- (at_least
- ~dbd ?concl_card ?full_card ?diff ?rating (current_tables ()) metadata)
- else
- at_least
- ~dbd ?concl_card ?full_card ?diff ?rating default_tables metadata
-
-
- (** Prefix handling *)
-
-let filter_by_card n =
- SetSet.filter (fun t -> (UriManagerSet.cardinal t) <= n)
-
-let merge n a b =
- let init = SetSet.union a b in
- let merge_single_set s1 b =
- SetSet.fold
- (fun s2 res -> SetSet.add (UriManagerSet.union s1 s2) res)
- b SetSet.empty in
- let res =
- SetSet.fold (fun s1 res -> SetSet.union (merge_single_set s1 b) res) a init
- in
- filter_by_card n res
-
-let rec inspect_children n childs =
- List.fold_left
- (fun res term -> merge n (inspect_conclusion n term) res)
- SetSet.empty childs
-
-and add_root n root childs =
- let childunion = inspect_children n childs in
- let addroot = UriManagerSet.add root in
- SetSet.fold
- (fun child newsets -> SetSet.add (addroot child) newsets)
- childunion
- (SetSet.singleton (UriManagerSet.singleton root))
-
-and inspect_conclusion n t =
- if n = 0 then SetSet.empty
- else match t with
- Cic.Rel _
- | Cic.Meta _
- | Cic.Sort _
- | Cic.Implicit _ -> SetSet.empty
- | Cic.Var (u,exp_named_subst) -> SetSet.empty
- | Cic.Const (u,exp_named_subst) ->
- SetSet.singleton (UriManagerSet.singleton u)
- | Cic.MutInd (u, t, exp_named_subst) ->
- SetSet.singleton (UriManagerSet.singleton
- (UriManager.uri_of_uriref u t None))
- | Cic.MutConstruct (u, t, c, exp_named_subst) ->
- SetSet.singleton (UriManagerSet.singleton
- (UriManager.uri_of_uriref u t (Some c)))
- | Cic.Cast (t, _) -> inspect_conclusion n t
- | Cic.Prod (_, s, t) ->
- merge n (inspect_conclusion n s) (inspect_conclusion n t)
- | Cic.Lambda (_, s, t) ->
- merge n (inspect_conclusion n s) (inspect_conclusion n t)
- | Cic.LetIn (_, s, t) ->
- merge n (inspect_conclusion n s) (inspect_conclusion n t)
- | Cic.Appl ((Cic.Const (u,exp_named_subst))::l) ->
- add_root (n-1) u l
- | Cic.Appl ((Cic.MutInd (u, t, exp_named_subst))::l) ->
- let uri = UriManager.uri_of_uriref u t None in
- add_root (n-1) uri l
- | Cic.Appl ((Cic.MutConstruct (u, t, c, exp_named_subst))::l) ->
- let suri = UriManager.uri_of_uriref u t (Some c) in
- add_root (n-1) suri l
- | Cic.Appl l ->
- SetSet.empty
- | Cic.MutCase (u, t, tt, uu, m) ->
- SetSet.empty
- | Cic.Fix (_, m) ->
- SetSet.empty
- | Cic.CoFix (_, m) ->
- SetSet.empty
-
-let rec inspect_term n t =
- if n = 0 then
- assert false
- else
- match t with
- Cic.Rel _
- | Cic.Meta _
- | Cic.Sort _
- | Cic.Implicit _ -> None, SetSet.empty
- | Cic.Var (u,exp_named_subst) -> None, SetSet.empty
- | Cic.Const (u,exp_named_subst) ->
- Some u, SetSet.empty
- | Cic.MutInd (u, t, exp_named_subst) ->
- let uri = UriManager.uri_of_uriref u t None in
- Some uri, SetSet.empty
- | Cic.MutConstruct (u, t, c, exp_named_subst) ->
- let uri = UriManager.uri_of_uriref u t (Some c) in
- Some uri, SetSet.empty
- | Cic.Cast (t, _) -> inspect_term n t
- | Cic.Prod (_, _, t) -> inspect_term n t
- | Cic.LetIn (_, _, t) -> inspect_term n t
- | Cic.Appl ((Cic.Const (u,exp_named_subst))::l) ->
- let childunion = inspect_children (n-1) l in
- Some u, childunion
- | Cic.Appl ((Cic.MutInd (u, t, exp_named_subst))::l) ->
- let suri = UriManager.uri_of_uriref u t None in
- if u = HelmLibraryObjects.Logic.eq_URI && n>1 then
- (* equality is handled in a special way: in particular,
- the type, if defined, is always added to the prefix,
- and n is not decremented - it should have been n-2 *)
- match l with
- Cic.Const (u1,exp_named_subst1)::l1 ->
- let inconcl = add_root (n-1) u1 l1 in
- Some suri, inconcl
- | Cic.MutInd (u1, t1, exp_named_subst1)::l1 ->
- let suri1 = UriManager.uri_of_uriref u1 t1 None in
- let inconcl = add_root (n-1) suri1 l1 in
- Some suri, inconcl
- | Cic.MutConstruct (u1, t1, c1, exp_named_subst1)::l1 ->
- let suri1 = UriManager.uri_of_uriref u1 t1 (Some c1) in
- let inconcl = add_root (n-1) suri1 l1 in
- Some suri, inconcl
- | _ :: _ -> Some suri, SetSet.empty
- | _ -> assert false (* args number must be > 0 *)
- else
- let childunion = inspect_children (n-1) l in
- Some suri, childunion
- | Cic.Appl ((Cic.MutConstruct (u, t, c, exp_named_subst))::l) ->
- let suri = UriManager.uri_of_uriref u t(Some c) in
- let childunion = inspect_children (n-1) l in
- Some suri, childunion
- | _ -> None, SetSet.empty
-
-let add_cardinality s =
- let l = SetSet.elements s in
- let res =
- List.map
- (fun set ->
- let el = UriManagerSet.elements set in
- (List.length el, el)) l in
- (* ordered by descending cardinality *)
- List.sort (fun (n,_) (m,_) -> m - n) ((0,[])::res)
-
-let prefixes n t =
- match inspect_term n t with
- Some a, set -> Some a, add_cardinality set
- | None, set when (SetSet.is_empty set) -> None, []
- | _, _ -> assert false
-
-
-let rec add children =
- List.fold_left
- (fun acc t -> UriManagerSet.union (signature_concl t) acc)
- (UriManagerSet.empty) children
-
-(* this function creates the set of all different constants appearing in
- the conclusion of the term *)
-and signature_concl =
- function
- Cic.Rel _
- | Cic.Meta _
- | Cic.Sort _
- | Cic.Implicit _ -> UriManagerSet.empty
- | Cic.Var (u,exp_named_subst) ->
- (*CSC: TODO if the var has a body it must be processed *)
- UriManagerSet.empty
- | Cic.Const (u,exp_named_subst) ->
- UriManagerSet.singleton u
- | Cic.MutInd (u, t, exp_named_subst) ->
- let uri = UriManager.uri_of_uriref u t None in
- UriManagerSet.singleton uri
- | Cic.MutConstruct (u, t, c, exp_named_subst) ->
- let uri = UriManager.uri_of_uriref u t (Some c) in
- UriManagerSet.singleton uri
- | Cic.Cast (t, _) -> signature_concl t
- | Cic.Prod (_, s, t) ->
- UriManagerSet.union (signature_concl s) (signature_concl t)
- | Cic.Lambda (_, s, t) ->
- UriManagerSet.union (signature_concl s) (signature_concl t)
- | Cic.LetIn (_, s, t) ->
- UriManagerSet.union (signature_concl s) (signature_concl t)
- | Cic.Appl l -> add l
- | Cic.MutCase _
- | Cic.Fix _
- | Cic.CoFix _ ->
- UriManagerSet.empty
-
-let rec signature_of = function
- | Cic.Cast (t, _) -> signature_of t
- | Cic.Prod (_, _, t) -> signature_of t
- | Cic.LetIn (_, _, t) -> signature_of t
- | Cic.Appl ((Cic.Const (u,exp_named_subst))::l) ->
- Some (u, []), add l
- | Cic.Appl ((Cic.MutInd (u, t, exp_named_subst))::l) ->
- let suri = UriManager.uri_of_uriref u t None in
- if u = HelmLibraryObjects.Logic.eq_URI then
- (* equality is handled in a special way: in particular,
- the type, if defined, is always added to the prefix,
- and n is not decremented - it should have been n-2 *)
- match l with
- Cic.Const (u1,exp_named_subst1)::l1 ->
- let inconcl = UriManagerSet.remove u1 (add l1) in
- Some (suri, [u1]), inconcl
- | Cic.MutInd (u1, t1, exp_named_subst1)::l1 ->
- let suri1 = UriManager.uri_of_uriref u1 t1 None in
- let inconcl = UriManagerSet.remove suri1 (add l1) in
- Some (suri, [suri1]), inconcl
- | Cic.MutConstruct (u1, t1, c1, exp_named_subst1)::l1 ->
- let suri1 = UriManager.uri_of_uriref u1 t1 (Some c1) in
- let inconcl = UriManagerSet.remove suri1 (add l1) in
- Some (suri, [suri1]), inconcl
- | _ :: _ -> Some (suri, []), UriManagerSet.empty
- | _ -> assert false (* args number must be > 0 *)
- else
- Some (suri, []), add l
- | Cic.Appl ((Cic.MutConstruct (u, t, c, exp_named_subst))::l) ->
- let suri = UriManager.uri_of_uriref u t (Some c) in
- Some (suri, []), add l
- | t -> None, signature_concl t
-
-(* takes a list of lists and returns the list of all elements
- without repetitions *)
-let union l =
- let rec drop_repetitions = function
- [] -> []
- | [a] -> [a]
- | u1::u2::l when u1 = u2 -> drop_repetitions (u2::l)
- | u::l -> u::(drop_repetitions l) in
- drop_repetitions (List.sort Pervasives.compare (List.concat l))
-
-let must_of_prefix ?(where = `Conclusion) m s =
- let positions =
- match where with
- | `Conclusion -> [`InConclusion]
- | `Statement -> [`InConclusion; `InHypothesis; `MainHypothesis None]
- in
- let positions =
- if m = None then `MainConclusion None :: positions else positions in
- let s' = List.map (fun (u:UriManager.uri) -> `Obj (u, positions)) s in
- match m with
- None -> s'
- | Some m -> `Obj (m, [`MainConclusion None]) :: s'
-
-let escape = Str.global_replace (Str.regexp_string "\'") "\\'"
-
-let get_constants (dbd:HMysql.dbd) ~where uri =
- let uri = escape (UriManager.string_of_uri uri) in
- let positions =
- match where with
- | `Conclusion -> [ MetadataTypes.mainconcl_pos; MetadataTypes.inconcl_pos ]
- | `Statement ->
- [ MetadataTypes.mainconcl_pos; MetadataTypes.inconcl_pos;
- MetadataTypes.inhyp_pos; MetadataTypes.mainhyp_pos ]
- in
- let query =
- let pos_predicate =
- String.concat " OR "
- (List.map (fun pos -> sprintf "(h_position = \"%s\")" pos) positions)
- in
- sprintf ("SELECT h_occurrence FROM %s WHERE source=\"%s\" AND (%s) UNION "^^
- "SELECT h_occurrence FROM %s WHERE source=\"%s\" AND (%s)")
- (MetadataTypes.obj_tbl ()) uri pos_predicate
- MetadataTypes.library_obj_tbl uri pos_predicate
-
- in
- let result = HMysql.exec dbd query in
- let set = ref UriManagerSet.empty in
- HMysql.iter result
- (fun col ->
- match col.(0) with
- | Some uri -> set := UriManagerSet.add (UriManager.uri_of_string uri) !set
- | _ -> assert false);
- !set
-
-let at_most ~(dbd:HMysql.dbd) ?(where = `Conclusion) only u =
- let inconcl = get_constants dbd ~where u in
- UriManagerSet.subset inconcl only
-
- (* Special handling of equality. The problem is filtering out theorems just
- * containing variables (e.g. all the theorems in cic:/Coq/Ring/). Really
- * ad-hoc, no better solution found at the moment *)
-let myspeciallist_of_facts =
- [0,UriManager.uri_of_string "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)"]
-let myspeciallist =
- [0,UriManager.uri_of_string "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)";
- (* 0,"cic:/Coq/Init/Logic/sym_eq.con"; *)
- 0,UriManager.uri_of_string "cic:/Coq/Init/Logic/trans_eq.con";
- 0,UriManager.uri_of_string "cic:/Coq/Init/Logic/f_equal.con";
- 0,UriManager.uri_of_string "cic:/Coq/Init/Logic/f_equal2.con";
- 0,UriManager.uri_of_string "cic:/Coq/Init/Logic/f_equal3.con"]
-
-
-let compute_exactly ~(dbd:HMysql.dbd) ?(facts=false) ~where main prefixes =
- List.concat
- (List.map
- (fun (m,s) ->
- let is_eq,card =
- match main with
- None -> false,m
- | Some main ->
- (m = 0 &&
- UriManager.eq main
- (UriManager.uri_of_string (HelmLibraryObjects.Logic.eq_XURI))),
- m+1
- in
- if m = 0 && is_eq then
- (if facts then myspeciallist_of_facts
- else myspeciallist)
- else
- let res =
- (* this gets rid of the ~750 objects of type Set/Prop/Type *)
- if card = 0 then []
- else
- let must = must_of_prefix ~where main s in
- match where with
- | `Conclusion -> at_least ~dbd ~concl_card:(Eq card) must
- | `Statement -> at_least ~dbd ~full_card:(Eq card) must
- in
- List.map (fun uri -> (card, uri)) res)
- prefixes)
-
- (* critical value reached, fallback to "only" constraints *)
-
-let compute_with_only ~(dbd:HMysql.dbd) ?(facts=false) ?(where = `Conclusion)
- main prefixes constants
-=
- let max_prefix_length =
- match prefixes with
- | [] -> assert false
- | (max,_)::_ -> max in
- let maximal_prefixes =
- let rec filter res = function
- [] -> res
- | (n,s)::l when n = max_prefix_length -> filter ((n,s)::res) l
- | _::_-> res in
- filter [] prefixes in
- let greater_than =
- let all =
- union
- (List.map
- (fun (m,s) ->
- let card = if main = None then m else m + 1 in
- let must = must_of_prefix ~where main s in
- (let res =
- match where with
- | `Conclusion -> at_least ~dbd ~concl_card:(Gt card) must
- | `Statement -> at_least ~dbd ~full_card:(Gt card) must
- in
- (* we tag the uri with m+1, for sorting purposes *)
- List.map (fun uri -> (card, uri)) res))
- maximal_prefixes)
- in
- Printf.fprintf stderr "all: %d\n" (List.length all);flush_all ();
- List.filter (function (_,uri) -> at_most ~dbd ~where constants uri) all in
- let equal_to = compute_exactly ~dbd ~facts ~where main prefixes in
- greater_than @ equal_to
-
- (* real match query implementation *)
-
-let cmatch ~(dbd:HMysql.dbd) ?(facts=false) t =
- let (main, constants) = signature_of t in
- match main with
- | None -> []
- | Some (main, types) ->
- (* the type of eq is not counted in constants_no *)
- let types_no = List.length types in
- let constants_no = UriManagerSet.cardinal constants in
- if (constants_no > critical_value) then
- let prefixes = prefixes just_factor t in
- (match prefixes with
- | Some main, all_concl ->
- let all_constants =
- List.fold_right UriManagerSet.add types (UriManagerSet.add main constants)
- in
- compute_with_only ~dbd ~facts (Some main) all_concl all_constants
- | _, _ -> [])
- else
- (* in this case we compute all prefixes, and we do not need
- to apply the only constraints *)
- let prefixes =
- if constants_no = 0 then
- (if types_no = 0 then
- Some main, [0, []]
- else
- Some main, [0, []; types_no, types])
- else
- prefixes (constants_no+types_no+1) t
- in
- (match prefixes with
- Some main, all_concl ->
- compute_exactly ~dbd ~facts ~where:`Conclusion (Some main) all_concl
- | _, _ -> [])
-
-let power_upto upto consts =
- let l = UriManagerSet.elements consts in
- List.sort (fun (n,_) (m,_) -> m - n)
- (List.fold_left
- (fun res a ->
- let res' =
- List.filter (function (n,l) -> n <= upto)
- (List.map (function (n,l) -> (n+1,a::l)) res) in
- res@res')
- [(0,[])] l)
-
-let power consts =
- let l = UriManagerSet.elements consts in
- List.sort (fun (n,_) (m,_) -> m - n)
- (List.fold_left
- (fun res a -> res@(List.map (function (n,l) -> (n+1,a::l)) res))
- [(0,[])] l)
-
-type where = [ `Conclusion | `Statement ]
-
-let sigmatch ~(dbd:HMysql.dbd) ?(facts=false) ?(where = `Conclusion)
- (main, constants)
-=
- let main,types =
- match main with
- None -> None,[]
- | Some (main, types) -> Some main,types
- in
- let constants_no = UriManagerSet.cardinal constants in
- (* prerr_endline (("constants_no: ")^(string_of_int constants_no)); *)
- if (constants_no > critical_value) then
- let subsets =
- let subsets = power_upto just_factor constants in
- (* let _ = prerr_endline (("subsets: ")^
- (string_of_int (List.length subsets))) in *)
- let types_no = List.length types in
- List.map (function (n,l) -> (n+types_no,types@l)) subsets
- in
- let all_constants =
- let all = match main with None -> types | Some m -> m::types in
- List.fold_right UriManagerSet.add all constants
- in
- compute_with_only ~dbd ~where main subsets all_constants
- else
- let subsets =
- let subsets = power constants in
- let types_no = List.length types in
- if types_no > 0 then
- (0,[]) :: List.map (function (n,l) -> (n+types_no,types@l)) subsets
- else subsets
- in
- compute_exactly ~dbd ~facts ~where main subsets
-
- (* match query wrappers *)
-
-let cmatch'= cmatch
-
-let cmatch ~dbd ?(facts=false) term =
- List.map snd
- (List.sort
- (fun x y -> Pervasives.compare (fst y) (fst x))
- (cmatch' ~dbd ~facts term))
-
-let constants_of = signature_concl
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-module UriManagerSet : Set.S with type elt = UriManager.uri
-
-
- (** @return <main, constants>
- * main: constant in main position and, for polymorphic constants, type
- * instantitation
- * constants: constants appearing in term *)
-type term_signature = (UriManager.uri * UriManager.uri list) option * UriManagerSet.t
-
-(** {2 Candidates filtering} *)
-
- (** @return sorted list of theorem URIs, first URIs in the least have higher
- * relevance *)
-val cmatch: dbd:HMysql.dbd -> ?facts:bool -> Cic.term -> UriManager.uri list
-
- (** as cmatch, but returned list is not sorted but rather tagged with
- * relevance information: higher the tag, higher the relevance *)
-val cmatch': dbd:HMysql.dbd -> ?facts:bool -> Cic.term -> (int * UriManager.uri) list
-
-type where = [ `Conclusion | `Statement ] (** signature matching extent *)
-
- (** @param where defaults to `Conclusion *)
-val sigmatch:
- dbd:HMysql.dbd ->
- ?facts:bool ->
- ?where:where ->
- term_signature ->
- (int * UriManager.uri) list
-
-(** {2 Constraint engine} *)
-
- (** constraing on the number of distinct constants *)
-type cardinality_condition =
- | Eq of int
- | Gt of int
- | Lt of int
-
-type rating_criterion =
- [ `Hits (** order by number of hits, most used objects first *)
- ]
-
-val add_constraint:
- ?start:int ->
- ?tables:string * string * string * string ->
- int * string list * string list ->
- MetadataTypes.constr ->
- int * string list * string list
-
- (** @param concl_card cardinality condition on conclusion only
- * @param full_card cardinality condition on the whole statement
- * @param diff required difference between the number of different constants in
- * hypothesis and the number of different constants in body
- * @return list of URI satisfying given constraints *)
-
-val at_least:
- dbd:HMysql.dbd ->
- ?concl_card:cardinality_condition ->
- ?full_card:cardinality_condition ->
- ?diff:cardinality_condition ->
- ?rating:rating_criterion ->
- MetadataTypes.constr list ->
- UriManager.uri list
-
- (** @param where defaults to `Conclusion *)
-val at_most:
- dbd:HMysql.dbd ->
- ?where:where -> UriManagerSet.t ->
- (UriManager.uri -> bool)
-
-val add_all_constr:
- ?tbl:string ->
- int * string list * string list ->
- cardinality_condition option ->
- cardinality_condition option ->
- cardinality_condition option ->
- int * string list * string list
-
-val exec:
- dbd:HMysql.dbd ->
- ?rating:[ `Hits ] ->
- int * string list * string list ->
- UriManager.uri list
-
-val signature_of: Cic.term -> term_signature
-val constants_of: Cic.term -> UriManagerSet.t
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open MetadataTypes
-
-open Printf
-
-let execute_insert dbd uri (sort_cols, rel_cols, obj_cols) =
- let sort_tuples =
- List.fold_left (fun s l -> match l with
- | [`String a; `String b; `Int c; `String d] ->
- sprintf "(\"%s\", \"%s\", %d, \"%s\")" a b c d :: s
- | _ -> assert false )
- [] sort_cols
- in
- let rel_tuples =
- List.fold_left (fun s l -> match l with
- | [`String a; `String b; `Int c] ->
- sprintf "(\"%s\", \"%s\", %d)" a b c :: s
- | _ -> assert false)
- [] rel_cols
- in
- let obj_tuples = List.fold_left (fun s l -> match l with
- | [`String a; `String b; `String c; `Int d] ->
- sprintf "(\"%s\", \"%s\", \"%s\", %d)" a b c d :: s
- | [`String a; `String b; `String c; `Null] ->
- sprintf "(\"%s\", \"%s\", \"%s\", %s)" a b c "NULL" :: s
- | _ -> assert false)
- [] obj_cols
- in
- if sort_tuples <> [] then
- begin
- let query_sort =
- sprintf "INSERT %s VALUES %s;" (sort_tbl ()) (String.concat "," sort_tuples)
- in
- ignore (HMysql.exec dbd query_sort)
- end;
- if rel_tuples <> [] then
- begin
- let query_rel =
- sprintf "INSERT %s VALUES %s;" (rel_tbl ()) (String.concat "," rel_tuples)
- in
- ignore (HMysql.exec dbd query_rel)
- end;
- if obj_tuples <> [] then
- begin
- let query_obj =
- sprintf "INSERT %s VALUES %s;" (obj_tbl ()) (String.concat "," obj_tuples)
- in
- ignore (HMysql.exec dbd query_obj)
- end
-
-
-let count_distinct position l =
- MetadataConstraints.UriManagerSet.cardinal
- (List.fold_left (fun acc d ->
- match position with
- | `Conclusion ->
- (match d with
- | `Obj (name,`InConclusion)
- | `Obj (name,`MainConclusion _ ) ->
- MetadataConstraints.UriManagerSet.add name acc
- | _ -> acc)
- | `Hypothesis ->
- (match d with
- | `Obj (name,`InHypothesis)
- | `Obj (name,`MainHypothesis _) ->
- MetadataConstraints.UriManagerSet.add name acc
- | _ -> acc)
- | `Statement ->
- (match d with
- | `Obj (name,`InBody) -> acc
- | `Obj (name,_) -> MetadataConstraints.UriManagerSet.add name acc
- | _ -> acc)
- ) MetadataConstraints.UriManagerSet.empty l)
-
-let insert_const_no ~dbd l =
- let data =
- List.fold_left
- (fun acc (uri,_,metadata) ->
- let no_concl = count_distinct `Conclusion metadata in
- let no_hyp = count_distinct `Hypothesis metadata in
- let no_full = count_distinct `Statement metadata in
- (sprintf "(\"%s\", %d, %d, %d)"
- (UriManager.string_of_uri uri) no_concl no_hyp no_full) :: acc
- ) [] l in
- let insert =
- sprintf "INSERT INTO %s VALUES %s" (count_tbl ()) (String.concat "," data)
- in
- ignore (HMysql.exec dbd insert)
-
-let insert_name ~dbd l =
- let data =
- List.fold_left
- (fun acc (uri,name,_) ->
- (sprintf "(\"%s\", \"%s\")" (UriManager.string_of_uri uri) name) :: acc
- ) [] l in
- let insert =
- sprintf "INSERT INTO %s VALUES %s" (name_tbl ()) (String.concat "," data)
- in
- ignore (HMysql.exec dbd insert)
-
-type columns =
- MetadataPp.t list list * MetadataPp.t list list * MetadataPp.t list list
-
- (* TODO ZACK: verify if an object has already been indexed *)
-let already_indexed _ = false
-
-(***** TENTATIVE HACK FOR THE DB SLOWDOWN - BEGIN *******)
-let analyze_index = ref 0
-let eventually_analyze dbd =
- incr analyze_index;
- if !analyze_index > 30 then
- begin
- let analyze t = "OPTIMIZE TABLE " ^ t ^ ";" in
- List.iter
- (fun table -> ignore (HMysql.exec dbd (analyze table)))
- [name_tbl (); rel_tbl (); sort_tbl (); obj_tbl(); count_tbl()]
- end
-
-(***** TENTATIVE HACK FOR THE DB SLOWDOWN - END *******)
-
-let index_obj ~dbd ~uri =
- if not (already_indexed uri) then begin
- eventually_analyze dbd;
- let metadata = MetadataExtractor.compute_obj uri in
- let uri = UriManager.string_of_uri uri in
- let columns = MetadataPp.columns_of_metadata metadata in
- execute_insert dbd uri (columns :> columns);
- insert_const_no ~dbd metadata;
- insert_name ~dbd metadata
- end
-
-
-let tables_to_clean =
- [sort_tbl; rel_tbl; obj_tbl; name_tbl; count_tbl]
-
-let clean ~(dbd:HMysql.dbd) =
- let owned_uris = (* list of uris in list-of-columns format *)
- let query = sprintf "SELECT source FROM %s" (name_tbl ()) in
- let result = HMysql.exec dbd query in
- let uris = HMysql.map result (fun cols ->
- match cols.(0) with
- | Some src -> src
- | None -> assert false) in
- (* and now some stuff to remove #xpointers and duplicates *)
- uris
- in
- let del_from tbl =
- let query s =
- sprintf "DELETE FROM %s WHERE source LIKE \"%s%%\"" (tbl ()) s
- in
- List.iter
- (fun source_col -> ignore (HMysql.exec dbd (query source_col)))
- owned_uris
- in
- List.iter del_from tables_to_clean;
- owned_uris
-
-let unindex ~dbd ~uri =
- let uri = UriManager.string_of_uri uri in
- let del_from tbl =
- let query tbl =
- sprintf "DELETE FROM %s WHERE source LIKE \"%s%%\"" (tbl ()) uri
- in
- ignore (HMysql.exec dbd (query tbl))
- in
- List.iter del_from tables_to_clean
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-
-
-val index_obj: dbd:HMysql.dbd -> uri:UriManager.uri -> unit
-
-(* TODO Zack indexing of variables and (perhaps?) incomplete proofs *)
-
- (** remove from the db all metadata pertaining to a given owner
- * @return list of uris removed from the db *)
-val clean: dbd:HMysql.dbd -> string list
-
-val unindex: dbd:HMysql.dbd -> uri:UriManager.uri -> unit
-
-val count_distinct:
- [`Conclusion | `Hypothesis | `Statement ] ->
- MetadataTypes.metadata list ->
- int
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MetadataTypes
-
-let is_main_pos = function
- | `MainConclusion _
- | `MainHypothesis _ -> true
- | _ -> false
-
-let main_pos (pos: position): main_position =
- match pos with
- | `MainConclusion depth -> `MainConclusion depth
- | `MainHypothesis depth -> `MainHypothesis depth
- | _ -> assert false
-
-let next_pos = function
- | `MainConclusion _ -> `InConclusion
- | `MainHypothesis _ -> `InHypothesis
- | pos -> pos
-
-let string_of_uri = UriManager.string_of_uri
-
-module OrderedMetadata =
- struct
- type t = MetadataTypes.metadata
- let compare m1 m2 = (* ignore universes in Cic.Type sort *)
- match (m1, m2) with
- | `Sort (Cic.Type _, pos1), `Sort (Cic.Type _, pos2) ->
- Pervasives.compare pos1 pos2
- | _ -> Pervasives.compare m1 m2
- end
-
-module MetadataSet = Set.Make (OrderedMetadata)
-module UriManagerSet = UriManager.UriSet
-
-module S = MetadataSet
-
-let unopt = function Some x -> x | None -> assert false
-
-let incr_depth = function
- | `MainConclusion (Some (Eq depth)) -> `MainConclusion (Some (Eq (depth + 1)))
- | `MainHypothesis (Some (Eq depth)) -> `MainHypothesis (Some (Eq (depth + 1)))
- | _ -> assert false
-
-let var_has_body uri =
- match CicEnvironment.get_obj CicUniv.empty_ugraph uri with
- | Cic.Variable (_, Some body, _, _, _), _ -> true
- | _ -> false
-
-let compute_term pos term =
- let rec aux (pos: position) set = function
- | Cic.Var (uri, subst) when var_has_body uri ->
- (* handles variables with body as constants *)
- aux pos set (Cic.Const (uri, subst))
- | Cic.Rel _
- | Cic.Var _ ->
- if is_main_pos pos then
- S.add (`Rel (main_pos pos)) set
- else
- set
- | Cic.Meta (_, local_context) ->
- List.fold_left
- (fun set context ->
- match context with
- | None -> set
- | Some term -> aux (next_pos pos) set term)
- set
- local_context
- | Cic.Sort sort ->
- if is_main_pos pos then
- S.add (`Sort (sort, main_pos pos)) set
- else
- set
- | Cic.Implicit _ -> assert false
- | Cic.Cast (term, ty) ->
- (* TODO consider also ty? *)
- aux pos set term
- | Cic.Prod (_, source, target) ->
- (match pos with
- | `MainConclusion _ ->
- let set = aux (`MainHypothesis (Some (Eq 0))) set source in
- aux (incr_depth pos) set target
- | `MainHypothesis _ ->
- let set = aux `InHypothesis set source in
- aux (incr_depth pos) set target
- | `InConclusion
- | `InHypothesis
- | `InBody ->
- let set = aux pos set source in
- aux pos set target)
- | Cic.Lambda (_, source, target) ->
- (*assert (not (is_main_pos pos));*)
- let set = aux (next_pos pos) set source in
- aux (next_pos pos) set target
- | Cic.LetIn (_, term, target) ->
- if is_main_pos pos then
- aux pos set (CicSubstitution.subst term target)
- else
- let set = aux pos set term in
- aux pos set target
- | Cic.Appl [] -> assert false
- | Cic.Appl (hd :: tl) ->
- let set = aux pos set hd in
- List.fold_left
- (fun set term -> aux (next_pos pos) set term)
- set tl
- | Cic.Const (uri, subst) ->
- let set = S.add (`Obj (uri, pos)) set in
- List.fold_left
- (fun set (_, term) -> aux (next_pos pos) set term)
- set subst
- | Cic.MutInd (uri, typeno, subst) ->
- let uri = UriManager.uri_of_uriref uri typeno None in
- let set = S.add (`Obj (uri, pos)) set in
- List.fold_left (fun set (_, term) -> aux (next_pos pos) set term)
- set subst
- | Cic.MutConstruct (uri, typeno, consno, subst) ->
- let uri = UriManager.uri_of_uriref uri typeno (Some consno) in
- let set = S.add (`Obj (uri, pos)) set in
- List.fold_left (fun set (_, term) -> aux (next_pos pos) set term)
- set subst
- | Cic.MutCase (uri, _, outtype, term, pats) ->
- let pos = next_pos pos in
- let set = aux pos set term in
- let set = aux pos set outtype in
- List.fold_left (fun set term -> aux pos set term) set pats
- | Cic.Fix (_, funs) ->
- let pos = next_pos pos in
- List.fold_left
- (fun set (_, _, ty, body) ->
- let set = aux pos set ty in
- aux pos set body)
- set funs
- | Cic.CoFix (_, funs) ->
- let pos = next_pos pos in
- List.fold_left
- (fun set (_, ty, body) ->
- let set = aux pos set ty in
- aux pos set body)
- set funs
- in
- aux pos S.empty term
-
-module OrderedInt =
-struct
- type t = int
- let compare = Pervasives.compare
-end
-
-module IntSet = Set.Make (OrderedInt)
-
-let compute_metas term =
- let rec aux in_hyp ((concl_metas, hyp_metas) as acc) cic =
- match cic with
- | Cic.Rel _
- | Cic.Sort _
- | Cic.Var _ -> acc
- | Cic.Meta (no, local_context) ->
- let acc =
- if in_hyp then
- (concl_metas, IntSet.add no hyp_metas)
- else
- (IntSet.add no concl_metas, hyp_metas)
- in
- List.fold_left
- (fun set context ->
- match context with
- | None -> set
- | Some term -> aux in_hyp set term)
- acc
- local_context
- | Cic.Implicit _ -> assert false
- | Cic.Cast (term, ty) ->
- (* TODO consider also ty? *)
- aux in_hyp acc term
- | Cic.Prod (_, source, target) ->
- if in_hyp then
- let acc = aux in_hyp acc source in
- aux in_hyp acc target
- else
- let acc = aux true acc source in
- aux in_hyp acc target
- | Cic.Lambda (_, source, target) ->
- let acc = aux in_hyp acc source in
- aux in_hyp acc target
- | Cic.LetIn (_, term, target) ->
- aux in_hyp acc (CicSubstitution.subst term target)
- | Cic.Appl [] -> assert false
- | Cic.Appl (hd :: tl) ->
- let acc = aux in_hyp acc hd in
- List.fold_left (fun acc term -> aux in_hyp acc term) acc tl
- | Cic.Const (_, subst)
- | Cic.MutInd (_, _, subst)
- | Cic.MutConstruct (_, _, _, subst) ->
- List.fold_left (fun acc (_, term) -> aux in_hyp acc term) acc subst
- | Cic.MutCase (uri, _, outtype, term, pats) ->
- let acc = aux in_hyp acc term in
- let acc = aux in_hyp acc outtype in
- List.fold_left (fun acc term -> aux in_hyp acc term) acc pats
- | Cic.Fix (_, funs) ->
- List.fold_left
- (fun acc (_, _, ty, body) ->
- let acc = aux in_hyp acc ty in
- aux in_hyp acc body)
- acc funs
- | Cic.CoFix (_, funs) ->
- List.fold_left
- (fun acc (_, ty, body) ->
- let acc = aux in_hyp acc ty in
- aux in_hyp acc body)
- acc funs
- in
- aux false (IntSet.empty, IntSet.empty) term
-
- (** type of inductiveType *)
-let compute_type pos uri typeno (name, _, ty, constructors) =
- let consno = ref 0 in
- let type_metadata =
- (UriManager.uri_of_uriref uri typeno None, name, (compute_term pos ty))
- in
- let constructors_metadata =
- List.map
- (fun (name, term) ->
- incr consno;
- let uri = UriManager.uri_of_uriref uri typeno (Some !consno) in
- (uri, name, (compute_term pos term)))
- constructors
- in
- type_metadata :: constructors_metadata
-
-let compute_ind pos ~uri ~types =
- let idx = ref ~-1 in
- List.map (fun ty -> incr idx; compute_type pos uri !idx ty) types
-
-let compute (pos:position) ~body ~ty =
- let type_metadata = compute_term pos ty in
- let body_metadata =
- match body with
- | None -> S.empty
- | Some body -> compute_term `InBody body
- in
- let uris =
- S.fold
- (fun metadata uris ->
- match metadata with
- | `Obj (uri, _) -> UriManagerSet.add uri uris
- | _ -> uris)
- type_metadata UriManagerSet.empty
- in
- S.union
- (S.filter
- (function
- | `Obj (uri, _) when UriManagerSet.mem uri uris -> false
- | _ -> true)
- body_metadata)
- type_metadata
-
-let depth_offset params =
- let non p x = not (p x) in
- List.length (List.filter (non var_has_body) params)
-
-let rec compute_var pos uri =
- let o, _ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- | Cic.Variable (_, Some _, _, _, _) -> S.empty
- | Cic.Variable (_, None, ty, params, _) ->
- let var_metadata =
- List.fold_left
- (fun metadata uri ->
- S.union metadata (compute_var (next_pos pos) uri))
- S.empty
- params
- in
- (match pos with
- | `MainHypothesis (Some (Eq 0)) ->
- let pos = `MainHypothesis (Some (Eq (depth_offset params))) in
- let ty_metadata = compute_term pos ty in
- S.union ty_metadata var_metadata
- | `InHypothesis ->
- let ty_metadata = compute_term pos ty in
- S.union ty_metadata var_metadata
- | _ -> assert false)
- | _ -> assert false
-
-let compute_obj uri =
- let o, _ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- | Cic.Variable (_, body, ty, params, _)
- | Cic.Constant (_, body, ty, params, _) ->
- let pos = `MainConclusion (Some (Eq (depth_offset params))) in
- let metadata = compute pos ~body ~ty in
- let var_metadata =
- List.fold_left
- (fun metadata uri ->
- S.union metadata (compute_var (`MainHypothesis (Some (Eq 0))) uri))
- S.empty
- params
- in
- [ uri,
- UriManager.name_of_uri uri,
- S.union metadata var_metadata ]
- | Cic.InductiveDefinition (types, params, _, _) ->
- let pos = `MainConclusion(Some (Eq (depth_offset params))) in
- let metadata = compute_ind pos ~uri ~types in
- let var_metadata =
- List.fold_left
- (fun metadata uri ->
- S.union metadata (compute_var (`MainHypothesis (Some (Eq 0))) uri))
- S.empty params
- in
- List.fold_left
- (fun acc m ->
- (List.map (fun (uri,name,md) -> (uri,name,S.union md var_metadata)) m)
- @ acc)
- [] metadata
- | Cic.CurrentProof _ -> assert false
-
-let compute_obj uri =
- List.map (fun (u, n, md) -> (u, n, S.elements md)) (compute_obj uri)
-
-let compute ~body ~ty =
- S.elements (compute (`MainConclusion (Some (Eq 0))) ~body ~ty)
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val compute:
- body:Cic.term option ->
- ty:Cic.term ->
- MetadataTypes.metadata list
-
- (** @return tuples <uri, shortname, metadata> *)
-val compute_obj:
- UriManager.uri ->
- (UriManager.uri * string * MetadataTypes.metadata list) list
-
-module IntSet: Set.S with type elt = int
-
- (** given a term, returns a pair of sets corresponding respectively to the set
- * of meta numbers occurring in term's conclusion and the set of meta numbers
- * occurring in term's hypotheses *)
-val compute_metas: Cic.term -> IntSet.t * IntSet.t
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-open MetadataTypes
-
-let pp_relation r =
- match r with
- | Eq i -> sprintf "= %d" i
- | Ge i -> sprintf ">= %d" i
- | Gt i -> sprintf "> %d" i
- | Le i -> sprintf "<= %d" i
- | Lt i -> sprintf "< %d" i
-
-let pp_position = function
- | `MainConclusion (Some d) -> sprintf "MainConclusion(%s)" (pp_relation d)
- | `MainConclusion None -> sprintf "MainConclusion"
- | `MainHypothesis (Some d) -> sprintf "MainHypothesis(%s)" (pp_relation d)
- | `MainHypothesis None -> "MainHypothesis"
- | `InConclusion -> "InConclusion"
- | `InHypothesis -> "InHypothesis"
- | `InBody -> "InBody"
-
-let pp_position_tag = function
- | `MainConclusion _ -> mainconcl_pos
- | `MainHypothesis _ -> mainhyp_pos
- | `InConclusion -> inconcl_pos
- | `InHypothesis -> inhyp_pos
- | `InBody -> inbody_pos
-
-let columns_of_position pos =
- match pos with
- | `MainConclusion (Some (Eq d)) -> `String mainconcl_pos, `Int d
- | `MainConclusion None -> `String mainconcl_pos, `Null
- | `MainHypothesis (Some (Eq d)) -> `String mainhyp_pos, `Int d
- | `MainHypothesis None -> `String mainhyp_pos, `Null
- | `InConclusion -> `String inconcl_pos, `Null
- | `InHypothesis -> `String inhyp_pos, `Null
- | `InBody -> `String inbody_pos, `Null
- | _ -> assert false
-
-(*
-let metadata_ns = "http://www.cs.unibo.it/helm/schemas/schema-helm"
-let uri_of_pos pos = String.concat "#" [metadata_ns; pp_position pos]
-*)
-
-type t = [ `Int of int | `String of string | `Null ]
-
-let columns_of_metadata_aux ~about metadata =
- let sort s = `String (CicPp.ppsort s) in
- let source = `String (UriManager.string_of_uri about) in
- let occurrence u = `String (UriManager.string_of_uri u) in
- List.fold_left
- (fun (sort_cols, rel_cols, obj_cols) metadata ->
- match metadata with
- | `Sort (s, p) ->
- let (p, d) = columns_of_position (p :> position) in
- [source; p; d; sort s] :: sort_cols, rel_cols, obj_cols
- | `Rel p ->
- let (p, d) = columns_of_position (p :> position) in
- sort_cols, [source; p; d] :: rel_cols, obj_cols
- | `Obj (o, p) ->
- let (p, d) = columns_of_position p in
- sort_cols, rel_cols,
- [source; occurrence o; p; d] :: obj_cols)
- ([], [], []) metadata
-
-let columns_of_metadata metadata =
- List.fold_left
- (fun (sort_cols, rel_cols, obj_cols) (uri, _, metadata) ->
- let (s, r, o) = columns_of_metadata_aux ~about:uri metadata in
- (List.append sort_cols s, List.append rel_cols r, List.append obj_cols o))
- ([], [], []) metadata
-
-let pp_constr =
- function
- | `Sort (sort, p) ->
- sprintf "Sort %s; [%s]"
- (CicPp.ppsort sort) (String.concat ";" (List.map pp_position p))
- | `Rel p -> sprintf "Rel [%s]" (String.concat ";" (List.map pp_position p))
- | `Obj (uri, p) -> sprintf "Obj %s; [%s]"
- (UriManager.string_of_uri uri) (String.concat ";" (List.map pp_position p))
-
-(*
-let pp_columns ?(sep = "\n") (sort_cols, rel_cols, obj_cols) =
- String.concat sep
- ([ "Sort" ] @ List.map Dbi.sdebug (sort_cols :> Dbi.sql_t list list) @
- [ "Rel" ] @ List.map Dbi.sdebug (rel_cols :> Dbi.sql_t list list) @
- [ "Obj" ] @ List.map Dbi.sdebug (obj_cols :> Dbi.sql_t list list))
-*)
-
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** metadata -> string *)
-
-val pp_position: MetadataTypes.position -> string
-val pp_position_tag: MetadataTypes.position -> string
-val pp_constr: MetadataTypes.constr -> string
-
-(** Pretty printer and OCamlDBI friendly interface *)
-
-type t =
- [ `Int of int
- | `String of string
- | `Null ]
-
- (** @return columns for Sort, Rel, and Obj respectively *)
-val columns_of_metadata:
- (UriManager.uri * string * MetadataTypes.metadata list) list ->
- t list list * t list list * t list list
-
-(*
-val pp_columns: ?sep:string -> t list list * t list list * t list list -> string
-*)
-
-val pp_relation: MetadataTypes.relation -> string
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let position_prefix = "http://www.cs.unibo.it/helm/schemas/schema-helm#"
-(* let position_prefix = "" *)
-
-let inconcl_pos = position_prefix ^ "InConclusion"
-let mainconcl_pos = position_prefix ^ "MainConclusion"
-let mainhyp_pos = position_prefix ^ "MainHypothesis"
-let inhyp_pos = position_prefix ^ "InHypothesis"
-let inbody_pos = position_prefix ^ "InBody"
-
-type relation =
- | Eq of int
- | Le of int
- | Lt of int
- | Ge of int
- | Gt of int
-
-type main_position =
- [ `MainConclusion of relation option (* Pi depth *)
- | `MainHypothesis of relation option (* Pi depth *)
- ]
-
-type position =
- [ main_position
- | `InConclusion
- | `InHypothesis
- | `InBody
- ]
-
-type pi_depth = int
-
-type metadata =
- [ `Sort of Cic.sort * main_position
- | `Rel of main_position
- | `Obj of UriManager.uri * position
- ]
-
-type constr =
- [ `Sort of Cic.sort * main_position list
- | `Rel of main_position list
- | `Obj of UriManager.uri * position list
- ]
-
-let constr_of_metadata: metadata -> constr = function
- | `Sort (sort, pos) -> `Sort (sort, [pos])
- | `Rel pos -> `Rel [pos]
- | `Obj (uri, pos) -> `Obj (uri, [pos])
-
- (** the name of the tables in the DB *)
-let sort_tbl_original = "refSort"
-let rel_tbl_original = "refRel"
-let obj_tbl_original = "refObj"
-let name_tbl_original = "objectName"
-let count_tbl_original = "count"
-let hits_tbl_original = "hits"
-
- (** the names currently used *)
-let sort_tbl_real = ref sort_tbl_original
-let rel_tbl_real = ref rel_tbl_original
-let obj_tbl_real = ref obj_tbl_original
-let name_tbl_real = ref name_tbl_original
-let count_tbl_real = ref count_tbl_original
-
- (** the exported symbols *)
-let sort_tbl () = ! sort_tbl_real ;;
-let rel_tbl () = ! rel_tbl_real ;;
-let obj_tbl () = ! obj_tbl_real ;;
-let name_tbl () = ! name_tbl_real ;;
-let count_tbl () = ! count_tbl_real ;;
-
- (** to use the owned tables *)
-let ownerize_tables owner =
- sort_tbl_real := ( sort_tbl_original ^ "_" ^ owner) ;
- rel_tbl_real := ( rel_tbl_original ^ "_" ^ owner) ;
- obj_tbl_real := ( obj_tbl_original ^ "_" ^ owner) ;
- name_tbl_real := ( name_tbl_original ^ "_" ^ owner);
- count_tbl_real := ( count_tbl_original ^ "_" ^ owner)
-;;
-
-let library_sort_tbl = sort_tbl_original
-let library_rel_tbl = rel_tbl_original
-let library_obj_tbl = obj_tbl_original
-let library_name_tbl = name_tbl_original
-let library_count_tbl = count_tbl_original
-let library_hits_tbl = hits_tbl_original
-
-let are_tables_ownerized () =
- sort_tbl () <> library_sort_tbl
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-val inconcl_pos : string
-val mainconcl_pos : string
-val mainhyp_pos : string
-val inhyp_pos : string
-val inbody_pos : string
-
-type relation =
- | Eq of int
- | Le of int
- | Lt of int
- | Ge of int
- | Gt of int
-
-type main_position =
- [ `MainConclusion of relation option (* Pi depth *)
- | `MainHypothesis of relation option (* Pi depth *)
- ]
-
-type position =
- [ main_position
- | `InConclusion
- | `InHypothesis
- | `InBody
- ]
-
-type pi_depth = int
-
-type metadata =
- [ `Sort of Cic.sort * main_position
- | `Rel of main_position
- | `Obj of UriManager.uri * position
- ]
-
-type constr =
- [ `Sort of Cic.sort * main_position list
- | `Rel of main_position list
- | `Obj of UriManager.uri * position list
- ]
-
-val constr_of_metadata: metadata -> constr
-
- (** invoke this function to set the current owner. Afterwards the functions
- * below will return the name of the table of the set owner *)
-val ownerize_tables : string -> unit
-val are_tables_ownerized : unit -> bool
-
-val sort_tbl: unit -> string
-val rel_tbl: unit -> string
-val obj_tbl: unit -> string
-val name_tbl: unit -> string
-val count_tbl: unit -> string
-
-val library_sort_tbl: string
-val library_rel_tbl: string
-val library_obj_tbl: string
-val library_name_tbl: string
-val library_count_tbl: string
-val library_hits_tbl: string
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-type tbl = [ `RefObj| `RefSort| `RefRel| `ObjectName| `Hits| `Count]
-
-(* TABLES *)
-
-let sprintf_refObj_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary not null,
- h_occurrence varchar(255) binary not null,
- h_position varchar(62) binary not null,
- h_depth integer
-);" name]
-
-let sprintf_refSort_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary not null,
- h_position varchar(62) binary not null,
- h_depth integer not null,
- h_sort varchar(5) binary not null
-);" name]
-
-let sprintf_refRel_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary not null,
- h_position varchar(62) binary not null,
- h_depth integer not null
-);" name]
-
-let sprintf_objectName_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary not null,
- value varchar(255) binary not null
-);" name]
-
-let sprintf_hits_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary not null,
- no integer not null
-);" name]
-
-let sprintf_count_format name = [
-sprintf "CREATE TABLE %s (
- source varchar(255) binary unique not null,
- conclusion smallint(6) not null,
- hypothesis smallint(6) not null,
- statement smallint(6) not null
-);" name]
-
-let sprintf_refObj_drop name = [sprintf "DROP TABLE %s;" name]
-
-let sprintf_refSort_drop name = [sprintf "DROP TABLE %s;" name]
-
-let sprintf_refRel_drop name = [sprintf "DROP TABLE %s;" name]
-
-let sprintf_objectName_drop name = [sprintf "DROP TABLE %s;" name]
-
-let sprintf_hits_drop name = [sprintf "DROP TABLE %s;" name]
-
-let sprintf_count_drop name = [sprintf "DROP TABLE %s;" name]
-
-(* INDEXES *)
-
-let sprintf_refObj_index name = [
-sprintf "CREATE INDEX %s_index ON %s (source(219),h_occurrence(219),h_position);" name name;
-sprintf "CREATE INDEX %s_occurrence ON %s (h_occurrence);" name name ]
-
-let sprintf_refSort_index name = [
-sprintf "CREATE INDEX %s_index ON %s (source,h_sort,h_position,h_depth);" name name]
-
-let sprintf_objectName_index name = [
-sprintf "CREATE INDEX %s_value ON %s (value);" name name]
-
-let sprintf_hits_index name = [
-sprintf "CREATE INDEX %s_source ON %s (source);" name name ;
-sprintf "CREATE INDEX %s_no ON %s (no);" name name]
-
-let sprintf_count_index name = [
-sprintf "CREATE INDEX %s_conclusion ON %s (conclusion);" name name;
-sprintf "CREATE INDEX %s_hypothesis ON %s (hypothesis);" name name;
-sprintf "CREATE INDEX %s_statement ON %s (statement);" name name]
-
-let sprintf_refRel_index name = [
-sprintf "CREATE INDEX %s_index ON %s (source,h_position,h_depth);" name name]
-
-let sprintf_refObj_index_drop name = [
-sprintf "DROP INDEX %s_index ON %s;" name name ]
-
-let sprintf_refSort_index_drop name = [
-sprintf "DROP INDEX %s_index ON %s;" name name ]
-
-let sprintf_objectName_index_drop name = [
-sprintf "DROP INDEX %s_value ON %s;" name name]
-
-let sprintf_hits_index_drop name = [
-sprintf "DROP INDEX %s_source ON %s;" name name ;
-sprintf "DROP INDEX %s_no ON %s;" name name]
-
-let sprintf_count_index_drop name = [
-sprintf "DROP INDEX %s_source ON %s;" name name;
-sprintf "DROP INDEX %s_conclusion ON %s;" name name;
-sprintf "DROP INDEX %s_hypothesis ON %s;" name name;
-sprintf "DROP INDEX %s_statement ON %s;" name name]
-
-let sprintf_refRel_index_drop name = [
-sprintf "DROP INDEX %s_index ON %s;" name name]
-
-let sprintf_rename_table oldname newname = [
-sprintf "RENAME TABLE %s TO %s;" oldname newname
-]
-
-
-(* FUNCTIONS *)
-
-let get_table_format t named =
- match t with
- | `RefObj -> sprintf_refObj_format named
- | `RefSort -> sprintf_refSort_format named
- | `RefRel -> sprintf_refRel_format named
- | `ObjectName -> sprintf_objectName_format named
- | `Hits -> sprintf_hits_format named
- | `Count -> sprintf_count_format named
-
-let get_index_format t named =
- match t with
- | `RefObj -> sprintf_refObj_index named
- | `RefSort -> sprintf_refSort_index named
- | `RefRel -> sprintf_refRel_index named
- | `ObjectName -> sprintf_objectName_index named
- | `Hits -> sprintf_hits_index named
- | `Count -> sprintf_count_index named
-
-let get_table_drop t named =
- match t with
- | `RefObj -> sprintf_refObj_drop named
- | `RefSort -> sprintf_refSort_drop named
- | `RefRel -> sprintf_refRel_drop named
- | `ObjectName -> sprintf_objectName_drop named
- | `Hits -> sprintf_hits_drop named
- | `Count -> sprintf_count_drop named
-
-let get_index_drop t named =
- match t with
- | `RefObj -> sprintf_refObj_index_drop named
- | `RefSort -> sprintf_refSort_index_drop named
- | `RefRel -> sprintf_refRel_index_drop named
- | `ObjectName -> sprintf_objectName_index_drop named
- | `Hits -> sprintf_hits_index_drop named
- | `Count -> sprintf_count_index_drop named
-
-let create_tables l =
- List.fold_left (fun s (name,table) -> s @ get_table_format table name) [] l
-
-let create_indexes l =
- List.fold_left (fun s (name,table) -> s @ get_index_format table name) [] l
-
-let drop_tables l =
- List.fold_left (fun s (name,table) -> s @ get_table_drop table name) [] l
-
-let drop_indexes l =
- List.fold_left (fun s (name,table) -> s @ get_index_drop table name) [] l
-
-let rename_tables l =
- List.fold_left (fun s (o,n) -> s @ sprintf_rename_table o n) [] l
-
-let fill_hits refObj hits =
- [ sprintf
- "INSERT INTO %s
- SELECT h_occurrence, COUNT(source)
- FROM %s
- GROUP BY h_occurrence;"
- hits refObj ]
-
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** table shape kinds *)
-type tbl = [ `RefObj| `RefSort| `RefRel| `ObjectName| `Hits| `Count]
-
-(** all functions below return either an SQL statement or a list of SQL
- * statements.
- * For functions taking as argument (string * tbl) list, the meaning is a list
- * of pairs <table name, table type>; where the type specify the desired kind of
- * table and name the desired name (e.g. create a `RefObj like table name
- * refObj_NEW) *)
-
-val create_tables: (string * tbl) list -> string list
-val create_indexes: (string * tbl) list -> string list
-val drop_tables: (string * tbl) list -> string list
-val drop_indexes: (string * tbl) list -> string list
-val rename_tables: (string * string) list -> string list
-
-(** @param refObj name of the refObj table
- * @param hits name of the hits table *)
-val fill_hits: string -> string -> string list
-
+++ /dev/null
-*.cm[aiox]
-*.cmxa
-table_creator
-table_creator.opt
-table_destructor
-table_destructor.opt
+++ /dev/null
-sql.cmo: sql.cmi
-sql.cmx: sql.cmi
-table_creator.cmo: sql.cmi
-table_creator.cmx: sql.cmx
+++ /dev/null
-REQUIRES = mysql helm-metadata
-OCAMLFIND = ocamlfind
-
-INTERFACE_FILES =
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN = \
- table_creator table_creator.opt table_destructor table_destructor.opt
-
-all: table_creator table_destructor
-opt: table_creator.opt table_destructor.opt
-
-table_creator: table_creator.ml ../metadata.cma
- $(OCAMLFIND) ocamlc \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-table_destructor: table_creator
- ln -f $< $@
-
-table_creator.opt: table_creator.ml ../metadata.cmxa
- $(OCAMLFIND) ocamlopt \
- -thread -package mysql,helm-metadata -linkpkg -o $@ $<
-
-table_destructor.opt: table_creator.opt
- ln -f $< $@
-
-clean:
- rm -f *.cm[iox] *.a *.o
- rm -f table_creator table_creator.opt table_destructor table_destructor.opt
-
-include .depend
+++ /dev/null
-#!/bin/sh
-
-# sync metadata from a source database (usually "mowgli") to a target one
-# (usually "matita")
-# Created: Fri, 13 May 2005 13:50:16 +0200 zacchiro
-# Last-Modified: Fri, 13 May 2005 13:50:16 +0200 zacchiro
-
-SOURCE_DB="mowgli"
-TARGET_DB="matita"
-MYSQL_FLAGS="-u helm -h localhost"
-
-MYSQL="mysql $MYSQL_FLAGS -f"
-MYSQLDUMP="mysqldump $MYSQL_FLAGS"
-MYSQLRESTORE="mysqlrestore $MYSQL_FLAGS"
-TABLES=`./table_creator list all`
-DUMP="${SOURCE_DB}_dump.gz"
-
-echo "Dumping source db $SOURCE_DB ..."
-$MYSQLDUMP $SOURCE_DB $TABLES | gzip -c > $DUMP
-echo "Destroying old tables in target db $TARGET_DB ..."
-./table_destructor table all | $MYSQL $TARGET_DB
-echo "Creating table structure in target db $TARGET_DB ..."
-echo "Filling target db $TARGET_DB ..."
-zcat $DUMP | $MYSQL $TARGET_DB
-./table_creator index all | $MYSQL $TARGET_DB
-rm $DUMP
-echo "Done."
-
+++ /dev/null
-
-open Printf
-
-let map =
- (MetadataTypes.library_obj_tbl,`RefObj) ::
- (MetadataTypes.library_sort_tbl,`RefSort) ::
- (MetadataTypes.library_rel_tbl,`RefRel) ::
- (MetadataTypes.library_name_tbl,`ObjectName) ::
- (MetadataTypes.library_hits_tbl,`Hits) ::
- (MetadataTypes.library_count_tbl,`Count) :: []
-
-let usage argv_o =
- prerr_string "\nusage:";
- prerr_string ("\t" ^ argv_o ^ " what tablename[=rename]\n");
- prerr_string ("\t" ^ argv_o ^ " what all\n\n");
- prerr_endline "what:";
- prerr_endline "\tlist\tlist table names";
- prerr_endline "\ttable\toutput SQL regarding tables";
- prerr_endline "\tindex\toutput SQL regarding indexes";
- prerr_endline "\tfill\toutput SQL filling tables (only \"hits\" supported)\n";
- prerr_string "known tables:\n\t";
- List.iter (fun (n,_) -> prerr_string (" " ^ n)) map;
- prerr_endline "\n"
-
-let eq_RE = Str.regexp "="
-
-let parse_args l =
- List.map (fun s ->
- let parts = Str.split eq_RE s in
- let len = List.length parts in
- assert (len = 1 || len = 2);
- if len = 1 then (s,s) else (List.nth parts 0, List.nth parts 1))
- l
-
-let destructor_RE = Str.regexp "table_destructor\\(\\|\\.opt\\)$"
-
-let am_i_destructor () =
- try
- let _ = Str.search_forward destructor_RE Sys.argv.(0) 0 in true
- with Not_found -> false
-
-let main () =
- let len = Array.length Sys.argv in
- if len < 3 then
- begin
- usage Sys.argv.(0);
- exit 1
- end
- else
- begin
- let tab,idx,fill =
- if am_i_destructor () then
- (SqlStatements.drop_tables,SqlStatements.drop_indexes,
- fun _ t -> [sprintf "DELETE * FROM %s;" t])
- else
- (SqlStatements.create_tables,SqlStatements.create_indexes,
- SqlStatements.fill_hits)
- in
- let from = 2 in
- let what =
- match Sys.argv.(1) with
- | "list" -> `List
- | "index" -> `Index
- | "table" -> `Table
- | "fill" -> `Fill
- | _ -> failwith "what must be one of \"index\", \"table\", \"fill\""
- in
- let todo = Array.to_list (Array.sub Sys.argv from (len - from)) in
- let todo = match todo with ["all"] -> List.map fst map | todo -> todo in
- let todo = parse_args todo in
- let todo = List.map (fun (x,name) -> name, (List.assoc x map)) todo in
- match what with
- | `Index -> print_endline (String.concat "\n" (idx todo))
- | `Table -> print_endline (String.concat "\n" (tab todo))
- | `Fill ->
- print_endline (String.concat "\n"
- (fill MetadataTypes.library_obj_tbl MetadataTypes.library_hits_tbl))
- | `List -> print_endline (String.concat " " (List.map fst map))
- end
-
-let _ = main ()
-
-
+++ /dev/null
-*.cm[iaox] *.cmxa
-saturate
-saturate.opt
+++ /dev/null
-inference.cmi: utils.cmi
-utils.cmo: utils.cmi
-utils.cmx: utils.cmi
-inference.cmo: utils.cmi inference.cmi
-inference.cmx: utils.cmx inference.cmi
-path_indexing.cmo: utils.cmi trie.cmo inference.cmi
-path_indexing.cmx: utils.cmx trie.cmx inference.cmx
-discrimination_tree.cmo: utils.cmi trie.cmo inference.cmi
-discrimination_tree.cmx: utils.cmx trie.cmx inference.cmx
-indexing.cmo: utils.cmi inference.cmi discrimination_tree.cmo
-indexing.cmx: utils.cmx inference.cmx discrimination_tree.cmx
-saturation.cmo: utils.cmi inference.cmi indexing.cmo
-saturation.cmx: utils.cmx inference.cmx indexing.cmx
+++ /dev/null
-PACKAGE = paramodulation
-
-REQUIRES = \
- helm-registry \
- helm-cic_transformations \
- helm-tactics \
- helm-cic_disambiguation \
- mysql
-
-INTERFACE_FILES = \
- utils.mli \
- inference.mli
-
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml) \
- trie.ml \
- path_indexing.ml \
- discrimination_tree.ml \
- indexing.ml \
- saturation.ml
-
-# saturate_main.ml
-# test_indexing.ml
-
-
-include ../Makefile.common
-
-
-paramodulation.cmo: $(IMPLEMENTATION_FILES:%.ml=%.cmo)
- $(OCAMLC) -pack -o $@ $(IMPLEMENTATION_FILES:%.ml=%.cmo)
-
-paramodulation.cmx: $(IMPLEMENTATION_FILES:%.ml=%.cmx)
- $(OCAMLOPT) -pack -o $@ $(IMPLEMENTATION_FILES:%.ml=%.cmx)
-
-
-$(ARCHIVE): paramodulation.cmo $(LIBRARIES)
- $(OCAMLC) $(OCAMLARCHIVEOPTIONS) -a -o $@ \
- paramodulation.cmo
-
-$(ARCHIVE_OPT): paramodulation.cmx $(LIBRARIES_OPT)
- $(OCAMLOPT) $(OCAMLARCHIVEOPTIONS) -a -o $@ \
- paramodulation.cmx
-
-PARAMOD_OBJS = $(IMPLEMENTATION_FILES:%.ml=%.cmo) \
- saturate_main.cmo
-PARAMOD_OBJS_OPT = $(IMPLEMENTATION_FILES:%.ml=%.cmx) \
- saturate_main.cmx
-
-saturate: $(PARAMOD_OBJS) $(LIBRARIES)
- $(OCAMLC) -thread -linkpkg -o $@ $(PARAMOD_OBJS)
-
-saturate.opt: $(PARAMOD_OBJS_OPT) $(LIBRARIES)
- $(OCAMLOPT) -thread -linkpkg -o $@ $(PARAMOD_OBJS_OPT)
+++ /dev/null
-make saturate per compilare l'eseguibile da riga di comando (make saturate.opt per la versione ottimizzata)
-
-./saturate -h per vedere una lista di parametri:
-
-./saturate: unknown option `-h'.
-Usage:
- -full Enable full mode
- -f Enable/disable full-reduction strategy (default: enabled)
- -r Weight-Age equality selection ratio (default: 4)
- -s symbols-based selection ratio (relative to the weight ratio, default: 0)
- -c Configuration file (for the db connection)
- -o Term ordering. Possible values are:
- kbo: Knuth-Bendix ordering
- nr-kbo: Non-recursive variant of kbo (default)
- lpo: Lexicographic path ordering
- -l Time limit in seconds (default: no limit)
- -w Maximal width (default: 3)
- -d Maximal depth (default: 3)
- -retrieve retrieve only
- -help Display this list of options
- --help Display this list of options
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type path_string_elem = Cic.term;;
-type path_string = path_string_elem list;;
-
-
-(* needed by the retrieve_* functions, to know the arities of the "functions" *)
-let arities = Hashtbl.create 11;;
-
-
-let rec path_string_of_term = function
- | Cic.Meta _ -> [Cic.Implicit None]
- | Cic.Appl ((hd::tl) as l) ->
- if not (Hashtbl.mem arities hd) then
- Hashtbl.add arities hd (List.length tl);
- List.concat (List.map path_string_of_term l)
- | term -> [term]
-;;
-
-
-let string_of_path_string ps =
- String.concat "." (List.map CicPp.ppterm ps)
-;;
-
-
-module OrderedPathStringElement = struct
- type t = path_string_elem
-
- let compare = Pervasives.compare
-end
-
-module PSMap = Map.Make(OrderedPathStringElement);;
-
-
-module OrderedPosEquality = struct
- type t = Utils.pos * Inference.equality
-
- let compare = Pervasives.compare
-end
-
-module PosEqSet = Set.Make(OrderedPosEquality);;
-
-
-module DiscriminationTree = Trie.Make(PSMap);;
-
-
-let string_of_discrimination_tree tree =
- let rec to_string level = function
- | DiscriminationTree.Node (value, map) ->
- let s =
- match value with
- | Some v ->
- (String.make (2 * level) ' ') ^
- "{" ^ (String.concat "; "
- (List.map
- (fun (p, e) ->
- "(" ^ (Utils.string_of_pos p) ^ ", " ^
- (Inference.string_of_equality e) ^ ")")
- (PosEqSet.elements v))) ^ "}"
- | None -> ""
- in
- let rest =
- String.concat "\n"
- (PSMap.fold
- (fun k v s ->
- let ks = CicPp.ppterm k in
- let rs = to_string (level+1) v in
- ((String.make (2 * level) ' ') ^ ks ^ "\n" ^ rs)::s)
- map [])
- in
- s ^ rest
- in
- to_string 0 tree
-;;
-
-
-let index tree equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_string_of_term l
- and psr = path_string_of_term r in
- let index pos tree ps =
- let ps_set =
- try DiscriminationTree.find ps tree with Not_found -> PosEqSet.empty in
- let tree =
- DiscriminationTree.add ps (PosEqSet.add (pos, equality) ps_set) tree in
- tree
- in
- match ordering with
- | Utils.Gt -> index Utils.Left tree psl
- | Utils.Lt -> index Utils.Right tree psr
- | _ ->
- let tree = index Utils.Left tree psl in
- index Utils.Right tree psr
-;;
-
-
-let remove_index tree equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_string_of_term l
- and psr = path_string_of_term r in
- let remove_index pos tree ps =
- try
- let ps_set =
- PosEqSet.remove (pos, equality) (DiscriminationTree.find ps tree) in
- if PosEqSet.is_empty ps_set then
- DiscriminationTree.remove ps tree
- else
- DiscriminationTree.add ps ps_set tree
- with Not_found ->
- tree
- in
- match ordering with
- | Utils.Gt -> remove_index Utils.Left tree psl
- | Utils.Lt -> remove_index Utils.Right tree psr
- | _ ->
- let tree = remove_index Utils.Left tree psl in
- remove_index Utils.Right tree psr
-;;
-
-
-let in_index tree equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_string_of_term l
- and psr = path_string_of_term r in
- let meta_convertibility = Inference.meta_convertibility_eq equality in
- let ok ps =
- try
- let set = DiscriminationTree.find ps tree in
- PosEqSet.exists (fun (p, e) -> meta_convertibility e) set
- with Not_found ->
- false
- in
- (ok psl) || (ok psr)
-;;
-
-
-let head_of_term = function
- | Cic.Appl (hd::tl) -> hd
- | term -> term
-;;
-
-
-let rec subterm_at_pos pos term =
- match pos with
- | [] -> term
- | index::pos ->
- match term with
- | Cic.Appl l ->
- (try subterm_at_pos pos (List.nth l index)
- with Failure _ -> raise Not_found)
- | _ -> raise Not_found
-;;
-
-
-let rec after_t pos term =
- let pos' =
- match pos with
- | [] -> raise Not_found
- | pos -> List.fold_right (fun i r -> if r = [] then [i+1] else i::r) pos []
- in
- try
- let t = subterm_at_pos pos' term in pos'
- with Not_found ->
- let pos, _ =
- List.fold_right
- (fun i (r, b) -> if b then (i::r, true) else (r, true)) pos ([], false)
- in
- after_t pos term
-;;
-
-
-let next_t pos term =
- let t = subterm_at_pos pos term in
- try
- let _ = subterm_at_pos [1] t in
- pos @ [1]
- with Not_found ->
- match pos with
- | [] -> [1]
- | pos -> after_t pos term
-;;
-
-
-let retrieve_generalizations tree term =
- let rec retrieve tree term pos =
- match tree with
- | DiscriminationTree.Node (Some s, _) when pos = [] -> s
- | DiscriminationTree.Node (_, map) ->
- let res =
- try
- let hd_term = head_of_term (subterm_at_pos pos term) in
- let n = PSMap.find hd_term map in
- match n with
- | DiscriminationTree.Node (Some s, _) -> s
- | DiscriminationTree.Node (None, _) ->
- let newpos = try next_t pos term with Not_found -> [] in
- retrieve n term newpos
- with Not_found ->
- PosEqSet.empty
- in
- try
- let n = PSMap.find (Cic.Implicit None) map in
- let newpos = try after_t pos term with Not_found -> [-1] in
- if newpos = [-1] then
- match n with
- | DiscriminationTree.Node (Some s, _) -> PosEqSet.union s res
- | _ -> res
- else
- PosEqSet.union res (retrieve n term newpos)
- with Not_found ->
- res
- in
- retrieve tree term []
-;;
-
-
-let jump_list = function
- | DiscriminationTree.Node (value, map) ->
- let rec get n tree =
- match tree with
- | DiscriminationTree.Node (v, m) ->
- if n = 0 then
- [tree]
- else
- PSMap.fold
- (fun k v res ->
- let a = try Hashtbl.find arities k with Not_found -> 0 in
- (get (n-1 + a) v) @ res) m []
- in
- PSMap.fold
- (fun k v res ->
- let arity = try Hashtbl.find arities k with Not_found -> 0 in
- (get arity v) @ res)
- map []
-;;
-
-
-let retrieve_unifiables tree term =
- let rec retrieve tree term pos =
- match tree with
- | DiscriminationTree.Node (Some s, _) when pos = [] -> s
- | DiscriminationTree.Node (_, map) ->
- let subterm =
- try Some (subterm_at_pos pos term) with Not_found -> None
- in
- match subterm with
- | None -> PosEqSet.empty
- | Some (Cic.Meta _) ->
- let newpos = try next_t pos term with Not_found -> [] in
- let jl = jump_list tree in
- List.fold_left
- (fun r s -> PosEqSet.union r s)
- PosEqSet.empty
- (List.map (fun t -> retrieve t term newpos) jl)
- | Some subterm ->
- let res =
- try
- let hd_term = head_of_term subterm in
- let n = PSMap.find hd_term map in
- match n with
- | DiscriminationTree.Node (Some s, _) -> s
- | DiscriminationTree.Node (None, _) ->
- retrieve n term (next_t pos term)
- with Not_found ->
- PosEqSet.empty
- in
- try
- let n = PSMap.find (Cic.Implicit None) map in
- let newpos = try after_t pos term with Not_found -> [-1] in
- if newpos = [-1] then
- match n with
- | DiscriminationTree.Node (Some s, _) -> PosEqSet.union s res
- | _ -> res
- else
- PosEqSet.union res (retrieve n term newpos)
- with Not_found ->
- res
- in
- retrieve tree term []
-;;
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug_print = Utils.debug_print;;
-
-
-type retrieval_mode = Matching | Unification;;
-
-
-let print_candidates mode term res =
- let _ =
- match mode with
- | Matching ->
- Printf.printf "| candidates Matching %s\n" (CicPp.ppterm term)
- | Unification ->
- Printf.printf "| candidates Unification %s\n" (CicPp.ppterm term)
- in
- print_endline
- (String.concat "\n"
- (List.map
- (fun (p, e) ->
- Printf.sprintf "| (%s, %s)" (Utils.string_of_pos p)
- (Inference.string_of_equality e))
- res));
- print_endline "|";
-;;
-
-
-let indexing_retrieval_time = ref 0.;;
-
-
-let apply_subst = CicMetaSubst.apply_subst
-
-
-
-(*
-(* NO INDEXING *)
-let init_index () = ()
-
-let empty_table () = []
-
-let index table equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- match ordering with
- | Utils.Gt -> (Utils.Left, equality)::table
- | Utils.Lt -> (Utils.Right, equality)::table
- | _ -> (Utils.Left, equality)::(Utils.Right, equality)::table
-;;
-
-let remove_index table equality =
- List.filter (fun (p, e) -> e != equality) table
-;;
-
-let in_index table equality =
- List.exists (fun (p, e) -> e == equality) table
-;;
-
-let get_candidates mode table term = table
-*)
-
-
-(*
-(* PATH INDEXING *)
-let init_index () = ()
-
-let empty_table () =
- Path_indexing.PSTrie.empty
-;;
-
-let index = Path_indexing.index
-and remove_index = Path_indexing.remove_index
-and in_index = Path_indexing.in_index;;
-
-let get_candidates mode trie term =
- let t1 = Unix.gettimeofday () in
- let res =
- let s =
- match mode with
- | Matching -> Path_indexing.retrieve_generalizations trie term
- | Unification -> Path_indexing.retrieve_unifiables trie term
-(* Path_indexing.retrieve_all trie term *)
- in
- Path_indexing.PosEqSet.elements s
- in
-(* print_candidates mode term res; *)
- let t2 = Unix.gettimeofday () in
- indexing_retrieval_time := !indexing_retrieval_time +. (t2 -. t1);
- res
-;;
-*)
-
-
-(* DISCRIMINATION TREES *)
-let init_index () =
- Hashtbl.clear Discrimination_tree.arities;
-;;
-
-let empty_table () =
- Discrimination_tree.DiscriminationTree.empty
-;;
-
-let index = Discrimination_tree.index
-and remove_index = Discrimination_tree.remove_index
-and in_index = Discrimination_tree.in_index;;
-
-let get_candidates mode tree term =
- let t1 = Unix.gettimeofday () in
- let res =
- let s =
- match mode with
- | Matching -> Discrimination_tree.retrieve_generalizations tree term
- | Unification -> Discrimination_tree.retrieve_unifiables tree term
- in
- Discrimination_tree.PosEqSet.elements s
- in
-(* print_candidates mode term res; *)
-(* print_endline (Discrimination_tree.string_of_discrimination_tree tree); *)
-(* print_newline (); *)
- let t2 = Unix.gettimeofday () in
- indexing_retrieval_time := !indexing_retrieval_time +. (t2 -. t1);
- res
-;;
-
-
-let match_unif_time_ok = ref 0.;;
-let match_unif_time_no = ref 0.;;
-
-
-(*
- finds the first equality in the index that matches "term", of type "termty"
- termty can be Implicit if it is not needed. The result (one of the sides of
- the equality, actually) should be not greater (wrt the term ordering) than
- term
-*)
-let rec find_matches metasenv context ugraph lift_amount term termty =
- let module C = Cic in
- let module U = Utils in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let cmp = !Utils.compare_terms in
- let check = match termty with C.Implicit None -> false | _ -> true in
- function
- | [] -> None
- | candidate::tl ->
- let pos, (_, proof, (ty, left, right, o), metas, args) = candidate in
- if check && not (fst (CicReduction.are_convertible
- ~metasenv context termty ty ugraph)) then (
- find_matches metasenv context ugraph lift_amount term termty tl
- ) else
- let do_match c eq_URI =
- let subst', metasenv', ugraph' =
- let t1 = Unix.gettimeofday () in
- try
- let r =
- Inference.matching (metasenv @ metas) context
- term (S.lift lift_amount c) ugraph in
- let t2 = Unix.gettimeofday () in
- match_unif_time_ok := !match_unif_time_ok +. (t2 -. t1);
- r
- with Inference.MatchingFailure as e ->
- let t2 = Unix.gettimeofday () in
- match_unif_time_no := !match_unif_time_no +. (t2 -. t1);
- raise e
- in
- Some (C.Rel (1 + lift_amount), subst', metasenv', ugraph',
- (candidate, eq_URI))
- in
- let c, other, eq_URI =
- if pos = Utils.Left then left, right, Utils.eq_ind_URI ()
- else right, left, Utils.eq_ind_r_URI ()
- in
- if o <> U.Incomparable then
- try
- do_match c eq_URI
- with Inference.MatchingFailure ->
- find_matches metasenv context ugraph lift_amount term termty tl
- else
- let res =
- try do_match c eq_URI
- with Inference.MatchingFailure -> None
- in
- match res with
- | Some (_, s, _, _, _) ->
- let c' = apply_subst s c
- and other' = apply_subst s other in
- let order = cmp c' other' in
- let names = U.names_of_context context in
- if order = U.Gt then
- res
- else
- find_matches
- metasenv context ugraph lift_amount term termty tl
- | None ->
- find_matches metasenv context ugraph lift_amount term termty tl
-;;
-
-
-(*
- as above, but finds all the matching equalities, and the matching condition
- can be either Inference.matching or Inference.unification
-*)
-let rec find_all_matches ?(unif_fun=Inference.unification)
- metasenv context ugraph lift_amount term termty =
- let module C = Cic in
- let module U = Utils in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let cmp = !Utils.compare_terms in
- function
- | [] -> []
- | candidate::tl ->
- let pos, (_, _, (ty, left, right, o), metas, args) = candidate in
- let do_match c eq_URI =
- let subst', metasenv', ugraph' =
- let t1 = Unix.gettimeofday () in
- try
- let r =
- unif_fun (metasenv @ metas) context
- term (S.lift lift_amount c) ugraph in
- let t2 = Unix.gettimeofday () in
- match_unif_time_ok := !match_unif_time_ok +. (t2 -. t1);
- r
- with
- | Inference.MatchingFailure
- | CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ as e ->
- let t2 = Unix.gettimeofday () in
- match_unif_time_no := !match_unif_time_no +. (t2 -. t1);
- raise e
- in
- (C.Rel (1 + lift_amount), subst', metasenv', ugraph',
- (candidate, eq_URI))
- in
- let c, other, eq_URI =
- if pos = Utils.Left then left, right, Utils.eq_ind_URI ()
- else right, left, Utils.eq_ind_r_URI ()
- in
- if o <> U.Incomparable then
- try
- let res = do_match c eq_URI in
- res::(find_all_matches ~unif_fun metasenv context ugraph
- lift_amount term termty tl)
- with
- | Inference.MatchingFailure
- | CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ ->
- find_all_matches ~unif_fun metasenv context ugraph
- lift_amount term termty tl
- else
- try
- let res = do_match c eq_URI in
- match res with
- | _, s, _, _, _ ->
- let c' = apply_subst s c
- and other' = apply_subst s other in
- let order = cmp c' other' in
- let names = U.names_of_context context in
- if order <> U.Lt && order <> U.Le then
- res::(find_all_matches ~unif_fun metasenv context ugraph
- lift_amount term termty tl)
- else
- find_all_matches ~unif_fun metasenv context ugraph
- lift_amount term termty tl
- with
- | Inference.MatchingFailure
- | CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ ->
- find_all_matches ~unif_fun metasenv context ugraph
- lift_amount term termty tl
-;;
-
-
-(*
- returns true if target is subsumed by some equality in table
-*)
-let subsumption env table target =
- let _, _, (ty, left, right, _), tmetas, _ = target in
- let metasenv, context, ugraph = env in
- let metasenv = metasenv @ tmetas in
- let samesubst subst subst' =
- let tbl = Hashtbl.create (List.length subst) in
- List.iter (fun (m, (c, t1, t2)) -> Hashtbl.add tbl m (c, t1, t2)) subst;
- List.for_all
- (fun (m, (c, t1, t2)) ->
- try
- let c', t1', t2' = Hashtbl.find tbl m in
- if (c = c') && (t1 = t1') && (t2 = t2') then true
- else false
- with Not_found ->
- true)
- subst'
- in
- let leftr =
- match left with
- | Cic.Meta _ -> []
- | _ ->
- let leftc = get_candidates Matching table left in
- find_all_matches ~unif_fun:Inference.matching
- metasenv context ugraph 0 left ty leftc
- in
- let rec ok what = function
- | [] -> false, []
- | (_, subst, menv, ug, ((pos, (_, _, (_, l, r, o), m, _)), _))::tl ->
- try
- let other = if pos = Utils.Left then r else l in
- let subst', menv', ug' =
- let t1 = Unix.gettimeofday () in
- try
- let r =
- Inference.matching (metasenv @ menv @ m) context what other ugraph
- in
- let t2 = Unix.gettimeofday () in
- match_unif_time_ok := !match_unif_time_ok +. (t2 -. t1);
- r
- with Inference.MatchingFailure as e ->
- let t2 = Unix.gettimeofday () in
- match_unif_time_no := !match_unif_time_no +. (t2 -. t1);
- raise e
- in
- if samesubst subst subst' then
- true, subst
- else
- ok what tl
- with Inference.MatchingFailure ->
- ok what tl
- in
- let r, subst = ok right leftr in
- let r, s =
- if r then
- true, subst
- else
- let rightr =
- match right with
- | Cic.Meta _ -> []
- | _ ->
- let rightc = get_candidates Matching table right in
- find_all_matches ~unif_fun:Inference.matching
- metasenv context ugraph 0 right ty rightc
- in
- ok left rightr
- in
- (if r then
- debug_print
- (lazy
- (Printf.sprintf "SUBSUMPTION! %s\n%s\n"
- (Inference.string_of_equality target) (Utils.print_subst s))));
- r, s
-;;
-
-
-let rec demodulation_aux ?(typecheck=false)
- metasenv context ugraph table lift_amount term =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let candidates = get_candidates Matching table term in
- match term with
- | C.Meta _ -> None
- | term ->
- let termty, ugraph =
- if typecheck then
- CicTypeChecker.type_of_aux' metasenv context term ugraph
- else
- C.Implicit None, ugraph
- in
- let res =
- find_matches metasenv context ugraph lift_amount term termty candidates
- in
- if res <> None then
- res
- else
- match term with
- | C.Appl l ->
- let res, ll =
- List.fold_left
- (fun (res, tl) t ->
- if res <> None then
- (res, tl @ [S.lift 1 t])
- else
- let r =
- demodulation_aux metasenv context ugraph table
- lift_amount t
- in
- match r with
- | None -> (None, tl @ [S.lift 1 t])
- | Some (rel, _, _, _, _) -> (r, tl @ [rel]))
- (None, []) l
- in (
- match res with
- | None -> None
- | Some (_, subst, menv, ug, eq_found) ->
- Some (C.Appl ll, subst, menv, ug, eq_found)
- )
- | C.Prod (nn, s, t) ->
- let r1 =
- demodulation_aux metasenv context ugraph table lift_amount s in (
- match r1 with
- | None ->
- let r2 =
- demodulation_aux metasenv
- ((Some (nn, C.Decl s))::context) ugraph
- table (lift_amount+1) t
- in (
- match r2 with
- | None -> None
- | Some (t', subst, menv, ug, eq_found) ->
- Some (C.Prod (nn, (S.lift 1 s), t'),
- subst, menv, ug, eq_found)
- )
- | Some (s', subst, menv, ug, eq_found) ->
- Some (C.Prod (nn, s', (S.lift 1 t)),
- subst, menv, ug, eq_found)
- )
- | C.Lambda (nn, s, t) ->
- let r1 =
- demodulation_aux metasenv context ugraph table lift_amount s in (
- match r1 with
- | None ->
- let r2 =
- demodulation_aux metasenv
- ((Some (nn, C.Decl s))::context) ugraph
- table (lift_amount+1) t
- in (
- match r2 with
- | None -> None
- | Some (t', subst, menv, ug, eq_found) ->
- Some (C.Lambda (nn, (S.lift 1 s), t'),
- subst, menv, ug, eq_found)
- )
- | Some (s', subst, menv, ug, eq_found) ->
- Some (C.Lambda (nn, s', (S.lift 1 t)),
- subst, menv, ug, eq_found)
- )
- | t ->
- None
-;;
-
-
-let build_newtarget_time = ref 0.;;
-
-
-let demod_counter = ref 1;;
-
-(** demodulation, when target is an equality *)
-let rec demodulation_equality newmeta env table sign target =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let metasenv, context, ugraph = env in
- let _, proof, (eq_ty, left, right, order), metas, args = target in
- let metasenv' = metasenv @ metas in
-
- let maxmeta = ref newmeta in
-
- let build_newtarget is_left (t, subst, menv, ug, (eq_found, eq_URI)) =
- let time1 = Unix.gettimeofday () in
-
- let pos, (_, proof', (ty, what, other, _), menv', args') = eq_found in
- let ty =
- try fst (CicTypeChecker.type_of_aux' metasenv context what ugraph)
- with CicUtil.Meta_not_found _ -> ty
- in
- let what, other = if pos = Utils.Left then what, other else other, what in
- let newterm, newproof =
- let bo = apply_subst subst (S.subst other t) in
- let name = C.Name ("x_Demod_" ^ (string_of_int !demod_counter)) in
- incr demod_counter;
- let bo' =
- let l, r = if is_left then t, S.lift 1 right else S.lift 1 left, t in
- C.Appl [C.MutInd (LibraryObjects.eq_URI (), 0, []);
- S.lift 1 eq_ty; l; r]
- in
- if sign = Utils.Positive then
- (bo,
- Inference.ProofBlock (
- subst, eq_URI, (name, ty), bo'(* t' *), eq_found, proof))
- else
- let metaproof =
- incr maxmeta;
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- debug_print (lazy (Printf.sprintf "\nADDING META: %d\n" !maxmeta));
- print_newline ();
- C.Meta (!maxmeta, irl)
- in
- let eq_found =
- let proof' =
- let termlist =
- if pos = Utils.Left then [ty; what; other]
- else [ty; other; what]
- in
- Inference.ProofSymBlock (termlist, proof')
- in
- let what, other =
- if pos = Utils.Left then what, other else other, what
- in
- pos, (0, proof', (ty, other, what, Utils.Incomparable),
- menv', args')
- in
- let target_proof =
- let pb =
- Inference.ProofBlock (subst, eq_URI, (name, ty), bo',
- eq_found, Inference.BasicProof metaproof)
- in
- match proof with
- | Inference.BasicProof _ ->
- print_endline "replacing a BasicProof";
- pb
- | Inference.ProofGoalBlock (_, parent_proof) ->
- print_endline "replacing another ProofGoalBlock";
- Inference.ProofGoalBlock (pb, parent_proof)
- | _ -> assert false
- in
- let refl =
- C.Appl [C.MutConstruct (* reflexivity *)
- (LibraryObjects.eq_URI (), 0, 1, []);
- eq_ty; if is_left then right else left]
- in
- (bo,
- Inference.ProofGoalBlock (Inference.BasicProof refl, target_proof))
- in
- let left, right = if is_left then newterm, right else left, newterm in
- let m = (Inference.metas_of_term left) @ (Inference.metas_of_term right) in
- let newmetasenv = List.filter (fun (i, _, _) -> List.mem i m) metas
- and newargs = args
- in
- let ordering = !Utils.compare_terms left right in
-
- let time2 = Unix.gettimeofday () in
- build_newtarget_time := !build_newtarget_time +. (time2 -. time1);
-
- let res =
- let w = Utils.compute_equality_weight eq_ty left right in
- (w, newproof, (eq_ty, left, right, ordering), newmetasenv, newargs)
- in
- !maxmeta, res
- in
- let res = demodulation_aux metasenv' context ugraph table 0 left in
- let newmeta, newtarget =
- match res with
- | Some t ->
- let newmeta, newtarget = build_newtarget true t in
- if (Inference.is_identity (metasenv', context, ugraph) newtarget) ||
- (Inference.meta_convertibility_eq target newtarget) then
- newmeta, newtarget
- else
- demodulation_equality newmeta env table sign newtarget
- | None ->
- let res = demodulation_aux metasenv' context ugraph table 0 right in
- match res with
- | Some t ->
- let newmeta, newtarget = build_newtarget false t in
- if (Inference.is_identity (metasenv', context, ugraph) newtarget) ||
- (Inference.meta_convertibility_eq target newtarget) then
- newmeta, newtarget
- else
- demodulation_equality newmeta env table sign newtarget
- | None ->
- newmeta, target
- in
- (* newmeta, newtarget *)
- (* tentiamo di ridurre usando CicReduction.normalize *)
- let w, p, (ty, left, right, o), m, a = newtarget in
- let left' = ProofEngineReduction.simpl context left in
- let right' = ProofEngineReduction.simpl context right in
- let newleft =
- if !Utils.compare_terms left' left = Utils.Lt then left' else left in
- let newright =
- if !Utils.compare_terms right' right = Utils.Lt then right' else right in
- if newleft != left || newright != right then (
- debug_print
- (lazy
- (Printf.sprintf "left: %s, left': %s\nright: %s, right': %s\n"
- (CicPp.ppterm left) (CicPp.ppterm left') (CicPp.ppterm right)
- (CicPp.ppterm right')))
- );
- let w' = Utils.compute_equality_weight ty newleft newright in
- let o' = !Utils.compare_terms newleft newright in
- newmeta, (w', p, (ty, newleft, newright, o'), m, a)
-;;
-
-
-(**
- Performs the beta expansion of the term "term" w.r.t. "table",
- i.e. returns the list of all the terms t s.t. "(t term) = t2", for some t2
- in table.
-*)
-let rec betaexpand_term metasenv context ugraph table lift_amount term =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let candidates = get_candidates Unification table term in
- let res, lifted_term =
- match term with
- | C.Meta (i, l) ->
- let l', lifted_l =
- List.fold_right
- (fun arg (res, lifted_tl) ->
- match arg with
- | Some arg ->
- let arg_res, lifted_arg =
- betaexpand_term metasenv context ugraph table
- lift_amount arg in
- let l1 =
- List.map
- (fun (t, s, m, ug, eq_found) ->
- (Some t)::lifted_tl, s, m, ug, eq_found)
- arg_res
- in
- (l1 @
- (List.map
- (fun (l, s, m, ug, eq_found) ->
- (Some lifted_arg)::l, s, m, ug, eq_found)
- res),
- (Some lifted_arg)::lifted_tl)
- | None ->
- (List.map
- (fun (r, s, m, ug, eq_found) ->
- None::r, s, m, ug, eq_found) res,
- None::lifted_tl)
- ) l ([], [])
- in
- let e =
- List.map
- (fun (l, s, m, ug, eq_found) ->
- (C.Meta (i, l), s, m, ug, eq_found)) l'
- in
- e, C.Meta (i, lifted_l)
-
- | C.Rel m ->
- [], if m <= lift_amount then C.Rel m else C.Rel (m+1)
-
- | C.Prod (nn, s, t) ->
- let l1, lifted_s =
- betaexpand_term metasenv context ugraph table lift_amount s in
- let l2, lifted_t =
- betaexpand_term metasenv ((Some (nn, C.Decl s))::context) ugraph
- table (lift_amount+1) t in
- let l1' =
- List.map
- (fun (t, s, m, ug, eq_found) ->
- C.Prod (nn, t, lifted_t), s, m, ug, eq_found) l1
- and l2' =
- List.map
- (fun (t, s, m, ug, eq_found) ->
- C.Prod (nn, lifted_s, t), s, m, ug, eq_found) l2 in
- l1' @ l2', C.Prod (nn, lifted_s, lifted_t)
-
- | C.Lambda (nn, s, t) ->
- let l1, lifted_s =
- betaexpand_term metasenv context ugraph table lift_amount s in
- let l2, lifted_t =
- betaexpand_term metasenv ((Some (nn, C.Decl s))::context) ugraph
- table (lift_amount+1) t in
- let l1' =
- List.map
- (fun (t, s, m, ug, eq_found) ->
- C.Lambda (nn, t, lifted_t), s, m, ug, eq_found) l1
- and l2' =
- List.map
- (fun (t, s, m, ug, eq_found) ->
- C.Lambda (nn, lifted_s, t), s, m, ug, eq_found) l2 in
- l1' @ l2', C.Lambda (nn, lifted_s, lifted_t)
-
- | C.Appl l ->
- let l', lifted_l =
- List.fold_right
- (fun arg (res, lifted_tl) ->
- let arg_res, lifted_arg =
- betaexpand_term metasenv context ugraph table lift_amount arg
- in
- let l1 =
- List.map
- (fun (a, s, m, ug, eq_found) ->
- a::lifted_tl, s, m, ug, eq_found)
- arg_res
- in
- (l1 @
- (List.map
- (fun (r, s, m, ug, eq_found) ->
- lifted_arg::r, s, m, ug, eq_found)
- res),
- lifted_arg::lifted_tl)
- ) l ([], [])
- in
- (List.map
- (fun (l, s, m, ug, eq_found) -> (C.Appl l, s, m, ug, eq_found)) l',
- C.Appl lifted_l)
-
- | t -> [], (S.lift lift_amount t)
- in
- match term with
- | C.Meta (i, l) -> res, lifted_term
- | term ->
- let termty, ugraph =
- C.Implicit None, ugraph
-(* CicTypeChecker.type_of_aux' metasenv context term ugraph *)
- in
- let r =
- find_all_matches
- metasenv context ugraph lift_amount term termty candidates
- in
- r @ res, lifted_term
-;;
-
-
-let sup_l_counter = ref 1;;
-
-(**
- superposition_left
- returns a list of new clauses inferred with a left superposition step
- the negative equation "target" and one of the positive equations in "table"
-*)
-let superposition_left newmeta (metasenv, context, ugraph) table target =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let module CR = CicReduction in
- let module U = Utils in
- let weight, proof, (eq_ty, left, right, ordering), _, _ = target in
- let expansions, _ =
- let term = if ordering = U.Gt then left else right in
- betaexpand_term metasenv context ugraph table 0 term
- in
- let maxmeta = ref newmeta in
- let build_new (bo, s, m, ug, (eq_found, eq_URI)) =
-
- debug_print (lazy "\nSUPERPOSITION LEFT\n");
-
- let time1 = Unix.gettimeofday () in
-
- let pos, (_, proof', (ty, what, other, _), menv', args') = eq_found in
- let what, other = if pos = Utils.Left then what, other else other, what in
- let newgoal, newproof =
- let bo' = apply_subst s (S.subst other bo) in
- let name = C.Name ("x_SupL_" ^ (string_of_int !sup_l_counter)) in
- incr sup_l_counter;
- let bo'' =
- let l, r =
- if ordering = U.Gt then bo, S.lift 1 right else S.lift 1 left, bo in
- C.Appl [C.MutInd (LibraryObjects.eq_URI (), 0, []);
- S.lift 1 eq_ty; l; r]
- in
- incr maxmeta;
- let metaproof =
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- C.Meta (!maxmeta, irl)
- in
- let eq_found =
- let proof' =
- let termlist =
- if pos = Utils.Left then [ty; what; other]
- else [ty; other; what]
- in
- Inference.ProofSymBlock (termlist, proof')
- in
- let what, other =
- if pos = Utils.Left then what, other else other, what
- in
- pos, (0, proof', (ty, other, what, Utils.Incomparable), menv', args')
- in
- let target_proof =
- let pb =
- Inference.ProofBlock (s, eq_URI, (name, ty), bo'', eq_found,
- Inference.BasicProof metaproof)
- in
- match proof with
- | Inference.BasicProof _ ->
- debug_print (lazy "replacing a BasicProof");
- pb
- | Inference.ProofGoalBlock (_, parent_proof) ->
- debug_print (lazy "replacing another ProofGoalBlock");
- Inference.ProofGoalBlock (pb, parent_proof)
- | _ -> assert false
- in
- let refl =
- C.Appl [C.MutConstruct (* reflexivity *)
- (LibraryObjects.eq_URI (), 0, 1, []);
- eq_ty; if ordering = U.Gt then right else left]
- in
- (bo',
- Inference.ProofGoalBlock (Inference.BasicProof refl, target_proof))
- in
- let left, right =
- if ordering = U.Gt then newgoal, right else left, newgoal in
- let neworder = !Utils.compare_terms left right in
-
- let time2 = Unix.gettimeofday () in
- build_newtarget_time := !build_newtarget_time +. (time2 -. time1);
-
- let res =
- let w = Utils.compute_equality_weight eq_ty left right in
- (w, newproof, (eq_ty, left, right, neworder), [], [])
- in
- res
- in
- !maxmeta, List.map build_new expansions
-;;
-
-
-let sup_r_counter = ref 1;;
-
-(**
- superposition_right
- returns a list of new clauses inferred with a right superposition step
- between the positive equation "target" and one in the "table" "newmeta" is
- the first free meta index, i.e. the first number above the highest meta
- index: its updated value is also returned
-*)
-let superposition_right newmeta (metasenv, context, ugraph) table target =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let module CR = CicReduction in
- let module U = Utils in
- let _, eqproof, (eq_ty, left, right, ordering), newmetas, args = target in
- let metasenv' = metasenv @ newmetas in
- let maxmeta = ref newmeta in
- let res1, res2 =
- match ordering with
- | U.Gt -> fst (betaexpand_term metasenv' context ugraph table 0 left), []
- | U.Lt -> [], fst (betaexpand_term metasenv' context ugraph table 0 right)
- | _ ->
- let res l r =
- List.filter
- (fun (_, subst, _, _, _) ->
- let subst = apply_subst subst in
- let o = !Utils.compare_terms (subst l) (subst r) in
- o <> U.Lt && o <> U.Le)
- (fst (betaexpand_term metasenv' context ugraph table 0 l))
- in
- (res left right), (res right left)
- in
- let build_new ordering (bo, s, m, ug, (eq_found, eq_URI)) =
-
- let time1 = Unix.gettimeofday () in
-
- let pos, (_, proof', (ty, what, other, _), menv', args') = eq_found in
- let what, other = if pos = Utils.Left then what, other else other, what in
- let newgoal, newproof =
- let bo' = apply_subst s (S.subst other bo) in
- let t' =
- let name = C.Name ("x_SupR_" ^ (string_of_int !sup_r_counter)) in
- incr sup_r_counter;
- let l, r =
- if ordering = U.Gt then bo, S.lift 1 right else S.lift 1 left, bo in
- (name, ty, S.lift 1 eq_ty, l, r)
- in
- let name = C.Name ("x_SupR_" ^ (string_of_int !sup_r_counter)) in
- incr sup_r_counter;
- let bo'' =
- let l, r =
- if ordering = U.Gt then bo, S.lift 1 right else S.lift 1 left, bo in
- C.Appl [C.MutInd (LibraryObjects.eq_URI (), 0, []);
- S.lift 1 eq_ty; l; r]
- in
- bo',
- Inference.ProofBlock (s, eq_URI, (name, ty), bo'', eq_found, eqproof)
- in
- let newmeta, newequality =
- let left, right =
- if ordering = U.Gt then newgoal, apply_subst s right
- else apply_subst s left, newgoal in
- let neworder = !Utils.compare_terms left right
- and newmenv = newmetas @ menv'
- and newargs = args @ args' in
- let eq' =
- let w = Utils.compute_equality_weight eq_ty left right in
- (w, newproof, (eq_ty, left, right, neworder), newmenv, newargs)
- and env = (metasenv, context, ugraph) in
- let newm, eq' = Inference.fix_metas !maxmeta eq' in
- newm, eq'
- in
- maxmeta := newmeta;
-
- let time2 = Unix.gettimeofday () in
- build_newtarget_time := !build_newtarget_time +. (time2 -. time1);
-
- newequality
- in
- let new1 = List.map (build_new U.Gt) res1
- and new2 = List.map (build_new U.Lt) res2 in
- let ok e = not (Inference.is_identity (metasenv, context, ugraph) e) in
- (!maxmeta,
- (List.filter ok (new1 @ new2)))
-;;
-
-
-(** demodulation, when the target is a goal *)
-let rec demodulation_goal newmeta env table goal =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let metasenv, context, ugraph = env in
- let maxmeta = ref newmeta in
- let proof, metas, term = goal in
- let metasenv' = metasenv @ metas in
-
- let build_newgoal (t, subst, menv, ug, (eq_found, eq_URI)) =
- let pos, (_, proof', (ty, what, other, _), menv', args') = eq_found in
- let what, other = if pos = Utils.Left then what, other else other, what in
- let ty =
- try fst (CicTypeChecker.type_of_aux' metasenv context what ugraph)
- with CicUtil.Meta_not_found _ -> ty
- in
- let newterm, newproof =
- let bo = apply_subst subst (S.subst other t) in
- let bo' = apply_subst subst t in
- let name = C.Name ("x_DemodGoal_" ^ (string_of_int !demod_counter)) in
- incr demod_counter;
- let metaproof =
- incr maxmeta;
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- debug_print (lazy (Printf.sprintf "\nADDING META: %d\n" !maxmeta));
- C.Meta (!maxmeta, irl)
- in
- let eq_found =
- let proof' =
- let termlist =
- if pos = Utils.Left then [ty; what; other]
- else [ty; other; what]
- in
- Inference.ProofSymBlock (termlist, proof')
- in
- let what, other =
- if pos = Utils.Left then what, other else other, what
- in
- pos, (0, proof', (ty, other, what, Utils.Incomparable), menv', args')
- in
- let goal_proof =
- let pb =
- Inference.ProofBlock (subst, eq_URI, (name, ty), bo',
- eq_found, Inference.BasicProof metaproof)
- in
- let rec repl = function
- | Inference.NoProof ->
- debug_print (lazy "replacing a NoProof");
- pb
- | Inference.BasicProof _ ->
- debug_print (lazy "replacing a BasicProof");
- pb
- | Inference.ProofGoalBlock (_, parent_proof) ->
- debug_print (lazy "replacing another ProofGoalBlock");
- Inference.ProofGoalBlock (pb, parent_proof)
- | (Inference.SubProof (term, meta_index, p) as subproof) ->
- debug_print
- (lazy
- (Printf.sprintf "replacing %s"
- (Inference.string_of_proof subproof)));
- Inference.SubProof (term, meta_index, repl p)
- | _ -> assert false
- in repl proof
- in
- bo, Inference.ProofGoalBlock (Inference.NoProof, goal_proof)
- in
- let m = Inference.metas_of_term newterm in
- let newmetasenv = List.filter (fun (i, _, _) -> List.mem i m) metas in
- !maxmeta, (newproof, newmetasenv, newterm)
- in
- let res =
- demodulation_aux ~typecheck:true metasenv' context ugraph table 0 term
- in
- match res with
- | Some t ->
- let newmeta, newgoal = build_newgoal t in
- let _, _, newg = newgoal in
- if Inference.meta_convertibility term newg then
- newmeta, newgoal
- else
- demodulation_goal newmeta env table newgoal
- | None ->
- newmeta, goal
-;;
-
-
-(** demodulation, when the target is a theorem *)
-let rec demodulation_theorem newmeta env table theorem =
- let module C = Cic in
- let module S = CicSubstitution in
- let module M = CicMetaSubst in
- let module HL = HelmLibraryObjects in
- let metasenv, context, ugraph = env in
- let maxmeta = ref newmeta in
- let proof, metas, term = theorem in
- let term, termty, metas = theorem in
- let metasenv' = metasenv @ metas in
-
- let build_newtheorem (t, subst, menv, ug, (eq_found, eq_URI)) =
- let pos, (_, proof', (ty, what, other, _), menv', args') = eq_found in
- let what, other = if pos = Utils.Left then what, other else other, what in
- let newterm, newty =
- let bo = apply_subst subst (S.subst other t) in
- let bo' = apply_subst subst t in
- let name = C.Name ("x_DemodThm_" ^ (string_of_int !demod_counter)) in
- incr demod_counter;
- let newproof =
- Inference.ProofBlock (subst, eq_URI, (name, ty), bo', eq_found,
- Inference.BasicProof term)
- in
- (Inference.build_proof_term newproof, bo)
- in
- let m = Inference.metas_of_term newterm in
- let newmetasenv = List.filter (fun (i, _, _) -> List.mem i m) metas in
- !maxmeta, (newterm, newty, newmetasenv)
- in
- let res =
- demodulation_aux ~typecheck:true metasenv' context ugraph table 0 termty
- in
- match res with
- | Some t ->
- let newmeta, newthm = build_newtheorem t in
- let newt, newty, _ = newthm in
- if Inference.meta_convertibility termty newty then
- newmeta, newthm
- else
- demodulation_theorem newmeta env table newthm
- | None ->
- newmeta, theorem
-;;
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Utils;;
-
-
-type equality =
- int * (* weight *)
- proof *
- (Cic.term * (* type *)
- Cic.term * (* left side *)
- Cic.term * (* right side *)
- Utils.comparison) * (* ordering *)
- Cic.metasenv * (* environment for metas *)
- Cic.term list (* arguments *)
-
-and proof =
- | NoProof
- | BasicProof of Cic.term
- | ProofBlock of
- Cic.substitution * UriManager.uri *
- (Cic.name * Cic.term) * Cic.term * (Utils.pos * equality) * proof
- | ProofGoalBlock of proof * proof
- | ProofSymBlock of Cic.term list * proof
- | SubProof of Cic.term * int * proof
-;;
-
-
-let string_of_equality ?env =
- match env with
- | None -> (
- function
- | w, _, (ty, left, right, o), _, _ ->
- Printf.sprintf "Weight: %d, {%s}: %s =(%s) %s" w (CicPp.ppterm ty)
- (CicPp.ppterm left) (string_of_comparison o) (CicPp.ppterm right)
- )
- | Some (_, context, _) -> (
- let names = names_of_context context in
- function
- | w, _, (ty, left, right, o), _, _ ->
- Printf.sprintf "Weight: %d, {%s}: %s =(%s) %s" w (CicPp.pp ty names)
- (CicPp.pp left names) (string_of_comparison o)
- (CicPp.pp right names)
- )
-;;
-
-
-let rec string_of_proof = function
- | NoProof -> "NoProof"
- | BasicProof t -> "BasicProof " ^ (CicPp.ppterm t)
- | SubProof (t, i, p) ->
- Printf.sprintf "SubProof(%s, %s, %s)"
- (CicPp.ppterm t) (string_of_int i) (string_of_proof p)
- | ProofSymBlock _ -> "ProofSymBlock"
- | ProofBlock _ -> "ProofBlock"
- | ProofGoalBlock (p1, p2) ->
- Printf.sprintf "ProofGoalBlock(%s, %s)"
- (string_of_proof p1) (string_of_proof p2)
-;;
-
-
-(* returns an explicit named subst and a list of arguments for sym_eq_URI *)
-let build_ens_for_sym_eq sym_eq_URI termlist =
- let obj, _ = CicEnvironment.get_obj CicUniv.empty_ugraph sym_eq_URI in
- match obj with
- | Cic.Constant (_, _, _, uris, _) ->
- assert (List.length uris <= List.length termlist);
- let rec aux = function
- | [], tl -> [], tl
- | (uri::uris), (term::tl) ->
- let ens, args = aux (uris, tl) in
- (uri, term)::ens, args
- | _, _ -> assert false
- in
- aux (uris, termlist)
- | _ -> assert false
-;;
-
-
-let build_proof_term proof =
- let rec do_build_proof proof =
- match proof with
- | NoProof ->
- Printf.fprintf stderr "WARNING: no proof!\n";
- Cic.Implicit None
- | BasicProof term -> term
- | ProofGoalBlock (proofbit, proof) ->
- print_endline "found ProofGoalBlock, going up...";
- do_build_goal_proof proofbit proof
- | ProofSymBlock (termlist, proof) ->
- let proof = do_build_proof proof in
- let ens, args = build_ens_for_sym_eq (Utils.sym_eq_URI ()) termlist in
- Cic.Appl ([Cic.Const (Utils.sym_eq_URI (), ens)] @ args @ [proof])
- | ProofBlock (subst, eq_URI, (name, ty), bo, (pos, eq), eqproof) ->
- let t' = Cic.Lambda (name, ty, bo) in
- let proof' =
- let _, proof', _, _, _ = eq in
- do_build_proof proof'
- in
- let eqproof = do_build_proof eqproof in
- let _, _, (ty, what, other, _), menv', args' = eq in
- let what, other =
- if pos = Utils.Left then what, other else other, what
- in
- CicMetaSubst.apply_subst subst
- (Cic.Appl [Cic.Const (eq_URI, []); ty;
- what; t'; eqproof; other; proof'])
- | SubProof (term, meta_index, proof) ->
- let proof = do_build_proof proof in
- let eq i = function
- | Cic.Meta (j, _) -> i = j
- | _ -> false
- in
- ProofEngineReduction.replace
- ~equality:eq ~what:[meta_index] ~with_what:[proof] ~where:term
-
- and do_build_goal_proof proofbit proof =
- match proof with
- | ProofGoalBlock (pb, p) ->
- do_build_proof (ProofGoalBlock (replace_proof proofbit pb, p))
- | _ -> do_build_proof (replace_proof proofbit proof)
-
- and replace_proof newproof = function
- | ProofBlock (subst, eq_URI, namety, bo, poseq, eqproof) ->
- let eqproof' = replace_proof newproof eqproof in
- ProofBlock (subst, eq_URI, namety, bo, poseq, eqproof')
- | ProofGoalBlock (pb, p) ->
- let pb' = replace_proof newproof pb in
- ProofGoalBlock (pb', p)
- | BasicProof _ -> newproof
- | SubProof (term, meta_index, p) ->
- SubProof (term, meta_index, replace_proof newproof p)
- | p -> p
- in
- do_build_proof proof
-;;
-
-
-let rec metas_of_term = function
- | Cic.Meta (i, c) -> [i]
- | Cic.Var (_, ens)
- | Cic.Const (_, ens)
- | Cic.MutInd (_, _, ens)
- | Cic.MutConstruct (_, _, _, ens) ->
- List.flatten (List.map (fun (u, t) -> metas_of_term t) ens)
- | Cic.Cast (s, t)
- | Cic.Prod (_, s, t)
- | Cic.Lambda (_, s, t)
- | Cic.LetIn (_, s, t) -> (metas_of_term s) @ (metas_of_term t)
- | Cic.Appl l -> List.flatten (List.map metas_of_term l)
- | Cic.MutCase (uri, i, s, t, l) ->
- (metas_of_term s) @ (metas_of_term t) @
- (List.flatten (List.map metas_of_term l))
- | Cic.Fix (i, il) ->
- List.flatten
- (List.map (fun (s, i, t1, t2) ->
- (metas_of_term t1) @ (metas_of_term t2)) il)
- | Cic.CoFix (i, il) ->
- List.flatten
- (List.map (fun (s, t1, t2) ->
- (metas_of_term t1) @ (metas_of_term t2)) il)
- | _ -> []
-;;
-
-
-exception NotMetaConvertible;;
-
-let meta_convertibility_aux table t1 t2 =
- let module C = Cic in
- let print_table t =
- String.concat ", "
- (List.map
- (fun (k, v) -> Printf.sprintf "(%d, %d)" k v) t)
- in
- let rec aux ((table_l, table_r) as table) t1 t2 =
- match t1, t2 with
- | C.Meta (m1, tl1), C.Meta (m2, tl2) ->
- let m1_binding, table_l =
- try List.assoc m1 table_l, table_l
- with Not_found -> m2, (m1, m2)::table_l
- and m2_binding, table_r =
- try List.assoc m2 table_r, table_r
- with Not_found -> m1, (m2, m1)::table_r
- in
- if (m1_binding <> m2) || (m2_binding <> m1) then
- raise NotMetaConvertible
- else (
- try
- List.fold_left2
- (fun res t1 t2 ->
- match t1, t2 with
- | None, Some _ | Some _, None -> raise NotMetaConvertible
- | None, None -> res
- | Some t1, Some t2 -> (aux res t1 t2))
- (table_l, table_r) tl1 tl2
- with Invalid_argument _ ->
- raise NotMetaConvertible
- )
- | C.Var (u1, ens1), C.Var (u2, ens2)
- | C.Const (u1, ens1), C.Const (u2, ens2) when (UriManager.eq u1 u2) ->
- aux_ens table ens1 ens2
- | C.Cast (s1, t1), C.Cast (s2, t2)
- | C.Prod (_, s1, t1), C.Prod (_, s2, t2)
- | C.Lambda (_, s1, t1), C.Lambda (_, s2, t2)
- | C.LetIn (_, s1, t1), C.LetIn (_, s2, t2) ->
- let table = aux table s1 s2 in
- aux table t1 t2
- | C.Appl l1, C.Appl l2 -> (
- try List.fold_left2 (fun res t1 t2 -> (aux res t1 t2)) table l1 l2
- with Invalid_argument _ -> raise NotMetaConvertible
- )
- | C.MutInd (u1, i1, ens1), C.MutInd (u2, i2, ens2)
- when (UriManager.eq u1 u2) && i1 = i2 -> aux_ens table ens1 ens2
- | C.MutConstruct (u1, i1, j1, ens1), C.MutConstruct (u2, i2, j2, ens2)
- when (UriManager.eq u1 u2) && i1 = i2 && j1 = j2 ->
- aux_ens table ens1 ens2
- | C.MutCase (u1, i1, s1, t1, l1), C.MutCase (u2, i2, s2, t2, l2)
- when (UriManager.eq u1 u2) && i1 = i2 ->
- let table = aux table s1 s2 in
- let table = aux table t1 t2 in (
- try List.fold_left2 (fun res t1 t2 -> (aux res t1 t2)) table l1 l2
- with Invalid_argument _ -> raise NotMetaConvertible
- )
- | C.Fix (i1, il1), C.Fix (i2, il2) when i1 = i2 -> (
- try
- List.fold_left2
- (fun res (n1, i1, s1, t1) (n2, i2, s2, t2) ->
- if i1 <> i2 then raise NotMetaConvertible
- else
- let res = (aux res s1 s2) in aux res t1 t2)
- table il1 il2
- with Invalid_argument _ -> raise NotMetaConvertible
- )
- | C.CoFix (i1, il1), C.CoFix (i2, il2) when i1 = i2 -> (
- try
- List.fold_left2
- (fun res (n1, s1, t1) (n2, s2, t2) ->
- let res = aux res s1 s2 in aux res t1 t2)
- table il1 il2
- with Invalid_argument _ -> raise NotMetaConvertible
- )
- | t1, t2 when t1 = t2 -> table
- | _, _ -> raise NotMetaConvertible
-
- and aux_ens table ens1 ens2 =
- let cmp (u1, t1) (u2, t2) =
- compare (UriManager.string_of_uri u1) (UriManager.string_of_uri u2)
- in
- let ens1 = List.sort cmp ens1
- and ens2 = List.sort cmp ens2 in
- try
- List.fold_left2
- (fun res (u1, t1) (u2, t2) ->
- if not (UriManager.eq u1 u2) then raise NotMetaConvertible
- else aux res t1 t2)
- table ens1 ens2
- with Invalid_argument _ -> raise NotMetaConvertible
- in
- aux table t1 t2
-;;
-
-
-let meta_convertibility_eq eq1 eq2 =
- let _, _, (ty, left, right, _), _, _ = eq1
- and _, _, (ty', left', right', _), _, _ = eq2 in
- if ty <> ty' then
- false
- else if (left = left') && (right = right') then
- true
- else if (left = right') && (right = left') then
- true
- else
- try
- let table = meta_convertibility_aux ([], []) left left' in
- let _ = meta_convertibility_aux table right right' in
- true
- with NotMetaConvertible ->
- try
- let table = meta_convertibility_aux ([], []) left right' in
- let _ = meta_convertibility_aux table right left' in
- true
- with NotMetaConvertible ->
- false
-;;
-
-
-let meta_convertibility t1 t2 =
- let f t =
- String.concat ", "
- (List.map
- (fun (k, v) -> Printf.sprintf "(%d, %d)" k v) t)
- in
- if t1 = t2 then
- true
- else
- try
- let l, r = meta_convertibility_aux ([], []) t1 t2 in
- true
- with NotMetaConvertible ->
- false
-;;
-
-
-let rec check_irl start = function
- | [] -> true
- | None::tl -> check_irl (start+1) tl
- | (Some (Cic.Rel x))::tl ->
- if x = start then check_irl (start+1) tl else false
- | _ -> false
-;;
-
-
-let rec is_simple_term = function
- | Cic.Appl ((Cic.Meta _)::_) -> false
- | Cic.Appl l -> List.for_all is_simple_term l
- | Cic.Meta (i, l) -> check_irl 1 l
- | Cic.Rel _ -> true
- | Cic.Const _ -> true
- | Cic.MutInd (_, _, []) -> true
- | Cic.MutConstruct (_, _, _, []) -> true
- | _ -> false
-;;
-
-
-let lookup_subst meta subst =
- match meta with
- | Cic.Meta (i, _) -> (
- try let _, (_, t, _) = List.find (fun (m, _) -> m = i) subst in t
- with Not_found -> meta
- )
- | _ -> assert false
-;;
-
-
-let unification_simple metasenv context t1 t2 ugraph =
- let module C = Cic in
- let module M = CicMetaSubst in
- let module U = CicUnification in
- let lookup = lookup_subst in
- let rec occurs_check subst what where =
- match where with
- | t when what = t -> true
- | C.Appl l -> List.exists (occurs_check subst what) l
- | C.Meta _ ->
- let t = lookup where subst in
- if t <> where then occurs_check subst what t else false
- | _ -> false
- in
- let rec unif subst menv s t =
- let s = match s with C.Meta _ -> lookup s subst | _ -> s
- and t = match t with C.Meta _ -> lookup t subst | _ -> t
- in
- match s, t with
- | s, t when s = t -> subst, menv
- | C.Meta (i, _), C.Meta (j, _) when i > j ->
- unif subst menv t s
- | C.Meta _, t when occurs_check subst s t ->
- raise
- (U.UnificationFailure (lazy "Inference.unification.unif"))
- | C.Meta (i, l), t -> (
- try
- let _, _, ty = CicUtil.lookup_meta i menv in
- let subst =
- if not (List.mem_assoc i subst) then (i, (context, t, ty))::subst
- else subst
- in
- let menv = menv in (* List.filter (fun (m, _, _) -> i <> m) menv in *)
- subst, menv
- with CicUtil.Meta_not_found m ->
- let names = names_of_context context in
- debug_print
- (lazy
- (Printf.sprintf "Meta_not_found %d!: %s %s\n%s\n\n%s" m
- (CicPp.pp t1 names) (CicPp.pp t2 names)
- (print_metasenv menv) (print_metasenv metasenv)));
- assert false
- )
- | _, C.Meta _ -> unif subst menv t s
- | C.Appl (hds::_), C.Appl (hdt::_) when hds <> hdt ->
- raise (U.UnificationFailure (lazy "Inference.unification.unif"))
- | C.Appl (hds::tls), C.Appl (hdt::tlt) -> (
- try
- List.fold_left2
- (fun (subst', menv) s t -> unif subst' menv s t)
- (subst, menv) tls tlt
- with Invalid_argument _ ->
- raise (U.UnificationFailure (lazy "Inference.unification.unif"))
- )
- | _, _ ->
- raise (U.UnificationFailure (lazy "Inference.unification.unif"))
- in
- let subst, menv = unif [] metasenv t1 t2 in
- let menv =
- List.filter
- (fun (m, _, _) ->
- try let _ = List.find (fun (i, _) -> m = i) subst in false
- with Not_found -> true)
- menv
- in
- List.rev subst, menv, ugraph
-;;
-
-
-let unification metasenv context t1 t2 ugraph =
- let subst, menv, ug =
- if not (is_simple_term t1) || not (is_simple_term t2) then (
- debug_print
- (lazy
- (Printf.sprintf "NOT SIMPLE TERMS: %s %s"
- (CicPp.ppterm t1) (CicPp.ppterm t2)));
- CicUnification.fo_unif metasenv context t1 t2 ugraph
- ) else
- unification_simple metasenv context t1 t2 ugraph
- in
- let rec fix_term = function
- | (Cic.Meta (i, l) as t) ->
- let t' = lookup_subst t subst in
- if t <> t' then fix_term t' else t
- | Cic.Appl l -> Cic.Appl (List.map fix_term l)
- | t -> t
- in
- let rec fix_subst = function
- | [] -> []
- | (i, (c, t, ty))::tl -> (i, (c, fix_term t, fix_term ty))::(fix_subst tl)
- in
- fix_subst subst, menv, ug
-;;
-
-
-let unification = CicUnification.fo_unif;;
-
-exception MatchingFailure;;
-
-
-(*
-let matching_simple metasenv context t1 t2 ugraph =
- let module C = Cic in
- let module M = CicMetaSubst in
- let module U = CicUnification in
- let lookup meta subst =
- match meta with
- | C.Meta (i, _) -> (
- try let _, (_, t, _) = List.find (fun (m, _) -> m = i) subst in t
- with Not_found -> meta
- )
- | _ -> assert false
- in
- let rec do_match subst menv s t =
- match s, t with
- | s, t when s = t -> subst, menv
- | s, C.Meta (i, l) ->
- let filter_menv i menv =
- List.filter (fun (m, _, _) -> i <> m) menv
- in
- let subst, menv =
- let value = lookup t subst in
- match value with
- | value when value = t ->
- let _, _, ty = CicUtil.lookup_meta i menv in
- (i, (context, s, ty))::subst, filter_menv i menv
- | value when value <> s ->
- raise MatchingFailure
- | value -> do_match subst menv s value
- in
- subst, menv
- | C.Appl ls, C.Appl lt -> (
- try
- List.fold_left2
- (fun (subst, menv) s t -> do_match subst menv s t)
- (subst, menv) ls lt
- with Invalid_argument _ ->
- raise MatchingFailure
- )
- | _, _ ->
- raise MatchingFailure
- in
- let subst, menv = do_match [] metasenv t1 t2 in
- subst, menv, ugraph
-;;
-*)
-
-
-let matching metasenv context t1 t2 ugraph =
- try
- let subst, metasenv, ugraph =
- unification metasenv context t1 t2 ugraph
- in
- let t' = CicMetaSubst.apply_subst subst t1 in
- if not (meta_convertibility t1 t') then
- raise MatchingFailure
- else
- let metas = metas_of_term t1 in
- let fix_subst = function
- | (i, (c, Cic.Meta (j, lc), ty)) when List.mem i metas ->
- (j, (c, Cic.Meta (i, lc), ty))
- | s -> s
- in
- let subst = List.map fix_subst subst in
- subst, metasenv, ugraph
- with
- | CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ ->
- raise MatchingFailure
-;;
-
-
-let find_equalities context proof =
- let module C = Cic in
- let module S = CicSubstitution in
- let module T = CicTypeChecker in
- let eq_uri = LibraryObjects.eq_URI () in
- let newmeta = ProofEngineHelpers.new_meta_of_proof ~proof in
- let ok_types ty menv =
- List.for_all (fun (_, _, mt) -> mt = ty) menv
- in
- let rec aux index newmeta = function
- | [] -> [], newmeta
- | (Some (_, C.Decl (term)))::tl ->
- let do_find context term =
- match term with
- | C.Prod (name, s, t) ->
- let (head, newmetas, args, newmeta) =
- ProofEngineHelpers.saturate_term newmeta []
- context (S.lift index term) 0
- in
- let p =
- if List.length args = 0 then
- C.Rel index
- else
- C.Appl ((C.Rel index)::args)
- in (
- match head with
- | C.Appl [C.MutInd (uri, _, _); ty; t1; t2]
- when (UriManager.eq uri eq_uri) && (ok_types ty newmetas) ->
- debug_print
- (lazy
- (Printf.sprintf "OK: %s" (CicPp.ppterm term)));
- let o = !Utils.compare_terms t1 t2 in
- let w = compute_equality_weight ty t1 t2 in
- let proof = BasicProof p in
- let e = (w, proof, (ty, t1, t2, o), newmetas, args) in
- Some e, (newmeta+1)
- | _ -> None, newmeta
- )
- | C.Appl [C.MutInd (uri, _, _); ty; t1; t2]
- when UriManager.eq uri eq_uri ->
- let t1 = S.lift index t1
- and t2 = S.lift index t2 in
- let o = !Utils.compare_terms t1 t2 in
- let w = compute_equality_weight ty t1 t2 in
- let e = (w, BasicProof (C.Rel index), (ty, t1, t2, o), [], []) in
- Some e, (newmeta+1)
- | _ -> None, newmeta
- in (
- match do_find context term with
- | Some p, newmeta ->
- let tl, newmeta' = (aux (index+1) newmeta tl) in
- (index, p)::tl, max newmeta newmeta'
- | None, _ ->
- aux (index+1) newmeta tl
- )
- | _::tl ->
- aux (index+1) newmeta tl
- in
- let il, maxm = aux 1 newmeta context in
- let indexes, equalities = List.split il in
- indexes, equalities, maxm
-;;
-
-
-(*
-let equations_blacklist =
- List.fold_left
- (fun s u -> UriManager.UriSet.add (UriManager.uri_of_string u) s)
- UriManager.UriSet.empty [
- "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)";
- "cic:/Coq/Init/Logic/trans_eq.con";
- "cic:/Coq/Init/Logic/f_equal.con";
- "cic:/Coq/Init/Logic/f_equal2.con";
- "cic:/Coq/Init/Logic/f_equal3.con";
- "cic:/Coq/Init/Logic/f_equal4.con";
- "cic:/Coq/Init/Logic/f_equal5.con";
- "cic:/Coq/Init/Logic/sym_eq.con";
- "cic:/Coq/Init/Logic/eq_ind.con";
- "cic:/Coq/Init/Logic/eq_ind_r.con";
- "cic:/Coq/Init/Logic/eq_rec.con";
- "cic:/Coq/Init/Logic/eq_rec_r.con";
- "cic:/Coq/Init/Logic/eq_rect.con";
- "cic:/Coq/Init/Logic/eq_rect_r.con";
- "cic:/Coq/Logic/Eqdep/UIP.con";
- "cic:/Coq/Logic/Eqdep/UIP_refl.con";
- "cic:/Coq/Logic/Eqdep_dec/eq2eqT.con";
- "cic:/Coq/ZArith/Zcompare/rename.con";
- (* ALB !!!! questo e` imbrogliare, ma x ora lo lasciamo cosi`...
- perche' questo cacchio di teorema rompe le scatole :'( *)
- "cic:/Rocq/SUBST/comparith/mult_n_2.con";
-
- "cic:/matita/logic/equality/eq_f.con";
- "cic:/matita/logic/equality/eq_f2.con";
- "cic:/matita/logic/equality/eq_rec.con";
- "cic:/matita/logic/equality/eq_rect.con";
- ]
-;;
-*)
-let equations_blacklist = UriManager.UriSet.empty;;
-
-
-let find_library_equalities dbd context status maxmeta =
- let module C = Cic in
- let module S = CicSubstitution in
- let module T = CicTypeChecker in
- let blacklist =
- List.fold_left
- (fun s u -> UriManager.UriSet.add u s)
- equations_blacklist
- [eq_XURI (); sym_eq_URI (); trans_eq_URI (); eq_ind_URI ();
- eq_ind_r_URI ()]
- in
- let candidates =
- List.fold_left
- (fun l uri ->
- let suri = UriManager.string_of_uri uri in
- if UriManager.UriSet.mem uri blacklist then
- l
- else
- let t = CicUtil.term_of_uri uri in
- let ty, _ =
- CicTypeChecker.type_of_aux' [] context t CicUniv.empty_ugraph
- in
- (uri, t, ty)::l)
- []
- (let t1 = Unix.gettimeofday () in
- let eqs = (MetadataQuery.equations_for_goal ~dbd status) in
- let t2 = Unix.gettimeofday () in
- (debug_print
- (lazy
- (Printf.sprintf "Tempo di MetadataQuery.equations_for_goal: %.9f\n"
- (t2 -. t1))));
- eqs)
- in
- let eq_uri1 = eq_XURI ()
- and eq_uri2 = LibraryObjects.eq_URI () in
- let iseq uri =
- (UriManager.eq uri eq_uri1) || (UriManager.eq uri eq_uri2)
- in
- let ok_types ty menv =
- List.for_all (fun (_, _, mt) -> mt = ty) menv
- in
- let rec has_vars = function
- | C.Meta _ | C.Rel _ | C.Const _ -> false
- | C.Var _ -> true
- | C.Appl l -> List.exists has_vars l
- | C.Prod (_, s, t) | C.Lambda (_, s, t)
- | C.LetIn (_, s, t) | C.Cast (s, t) ->
- (has_vars s) || (has_vars t)
- | _ -> false
- in
- let rec aux newmeta = function
- | [] -> [], newmeta
- | (uri, term, termty)::tl ->
- debug_print
- (lazy
- (Printf.sprintf "Examining: %s (%s)"
- (CicPp.ppterm term) (CicPp.ppterm termty)));
- let res, newmeta =
- match termty with
- | C.Prod (name, s, t) when not (has_vars termty) ->
- let head, newmetas, args, newmeta =
- ProofEngineHelpers.saturate_term newmeta [] context termty 0
- in
- let p =
- if List.length args = 0 then
- term
- else
- C.Appl (term::args)
- in (
- match head with
- | C.Appl [C.MutInd (uri, _, _); ty; t1; t2]
- when (iseq uri) && (ok_types ty newmetas) ->
- debug_print
- (lazy
- (Printf.sprintf "OK: %s" (CicPp.ppterm term)));
- let o = !Utils.compare_terms t1 t2 in
- let w = compute_equality_weight ty t1 t2 in
- let proof = BasicProof p in
- let e = (w, proof, (ty, t1, t2, o), newmetas, args) in
- Some e, (newmeta+1)
- | _ -> None, newmeta
- )
- | C.Appl [C.MutInd (uri, _, _); ty; t1; t2]
- when iseq uri && not (has_vars termty) ->
- let o = !Utils.compare_terms t1 t2 in
- let w = compute_equality_weight ty t1 t2 in
- let e = (w, BasicProof term, (ty, t1, t2, o), [], []) in
- Some e, (newmeta+1)
- | _ -> None, newmeta
- in
- match res with
- | Some e ->
- let tl, newmeta' = aux newmeta tl in
- (uri, e)::tl, max newmeta newmeta'
- | None ->
- aux newmeta tl
- in
- let found, maxm = aux maxmeta candidates in
- let uriset, eqlist =
- (List.fold_left
- (fun (s, l) (u, e) ->
- if List.exists (meta_convertibility_eq e) (List.map snd l) then (
- debug_print
- (lazy
- (Printf.sprintf "NO!! %s already there!"
- (string_of_equality e)));
- (UriManager.UriSet.add u s, l)
- ) else (UriManager.UriSet.add u s, (u, e)::l))
- (UriManager.UriSet.empty, []) found)
- in
- uriset, eqlist, maxm
-;;
-
-
-let find_library_theorems dbd env status equalities_uris =
- let module C = Cic in
- let module S = CicSubstitution in
- let module T = CicTypeChecker in
- let blacklist =
- let refl_equal =
- UriManager.uri_of_string "cic:/Coq/Init/Logic/eq.ind#xpointer(1/1/1)" in
- let s =
- UriManager.UriSet.remove refl_equal
- (UriManager.UriSet.union equalities_uris equations_blacklist)
- in
- List.fold_left
- (fun s u -> UriManager.UriSet.add u s)
- s [eq_XURI () ;sym_eq_URI (); trans_eq_URI (); eq_ind_URI ();
- eq_ind_r_URI ()]
- in
- let metasenv, context, ugraph = env in
- let candidates =
- List.fold_left
- (fun l uri ->
- if UriManager.UriSet.mem uri blacklist then l
- else
- let t = CicUtil.term_of_uri uri in
- let ty, _ = CicTypeChecker.type_of_aux' metasenv context t ugraph in
- (t, ty, [])::l)
- [] (MetadataQuery.signature_of_goal ~dbd status)
- in
- let refl_equal =
- let u = eq_XURI () in
- let t = CicUtil.term_of_uri u in
- let ty, _ = CicTypeChecker.type_of_aux' [] [] t CicUniv.empty_ugraph in
- (t, ty, [])
- in
- refl_equal::candidates
-;;
-
-
-let find_context_hypotheses env equalities_indexes =
- let metasenv, context, ugraph = env in
- let _, res =
- List.fold_left
- (fun (n, l) entry ->
- match entry with
- | None -> (n+1, l)
- | Some _ ->
- if List.mem n equalities_indexes then
- (n+1, l)
- else
- let t = Cic.Rel n in
- let ty, _ =
- CicTypeChecker.type_of_aux' metasenv context t ugraph in
- (n+1, (t, ty, [])::l))
- (1, []) context
- in
- res
-;;
-
-
-let fix_metas newmeta ((w, p, (ty, left, right, o), menv, args) as equality) =
- let table = Hashtbl.create (List.length args) in
- let newargs, newmeta =
- List.fold_right
- (fun t (newargs, index) ->
- match t with
- | Cic.Meta (i, l) ->
- if Hashtbl.mem table i then
- let idx = Hashtbl.find table i in
- ((Cic.Meta (idx, l))::newargs, index+1)
- else
- let _ = Hashtbl.add table i index in
- ((Cic.Meta (index, l))::newargs, index+1)
- | _ -> assert false)
- args ([], newmeta+1)
- in
- let repl where =
- ProofEngineReduction.replace ~equality:(=) ~what:args ~with_what:newargs
- ~where
- in
- let menv' =
- List.fold_right
- (fun (i, context, term) menv ->
- try
- let index = Hashtbl.find table i in
- (index, context, term)::menv
- with Not_found ->
- (i, context, term)::menv)
- menv []
- in
- let ty = repl ty
- and left = repl left
- and right = repl right in
- let metas = (metas_of_term left) @ (metas_of_term right) in
- let menv' = List.filter (fun (i, _, _) -> List.mem i metas) menv' in
- let newargs =
- List.filter
- (function Cic.Meta (i, _) -> List.mem i metas | _ -> assert false) newargs
- in
- let _ =
- if List.length metas > 0 then
- let first = List.hd metas in
- (* this new equality might have less variables than its parents: here
- we fill the gap with a dummy arg. Example:
- with (f X Y) = X we can simplify
- (g X) = (f X Y) in
- (g X) = X.
- So the new equation has only one variable, but it still has type like
- \lambda X,Y:..., so we need to pass a dummy arg for Y
- (I hope this makes some sense...)
- *)
- Hashtbl.iter
- (fun k v ->
- if not (List.exists
- (function Cic.Meta (i, _) -> i = v | _ -> assert false)
- newargs) then
- Hashtbl.replace table k first)
- (Hashtbl.copy table)
- in
- let rec fix_proof = function
- | NoProof -> NoProof
- | BasicProof term -> BasicProof (repl term)
- | ProofBlock (subst, eq_URI, namety, bo, (pos, eq), p) ->
- let subst' =
- List.fold_left
- (fun s arg ->
- match arg with
- | Cic.Meta (i, l) -> (
- try
- let j = Hashtbl.find table i in
- if List.mem_assoc i subst then
- s
- else
- let _, context, ty = CicUtil.lookup_meta i menv in
- (i, (context, Cic.Meta (j, l), ty))::s
- with Not_found | CicUtil.Meta_not_found _ ->
- s
- )
- | _ -> assert false)
- [] args
- in
- ProofBlock (subst' @ subst, eq_URI, namety, bo(* t' *), (pos, eq), p)
- | p -> assert false
- in
- let neweq = (w, fix_proof p, (ty, left, right, o), menv', newargs) in
- (newmeta + 1, neweq)
-;;
-
-
-let term_is_equality term =
- let iseq uri = UriManager.eq uri (LibraryObjects.eq_URI ()) in
- match term with
- | Cic.Appl [Cic.MutInd (uri, _, _); _; _; _] when iseq uri -> true
- | _ -> false
-;;
-
-
-exception TermIsNotAnEquality;;
-
-let equality_of_term proof term =
- let eq_uri = LibraryObjects.eq_URI () in
- let iseq uri = UriManager.eq uri eq_uri in
- match term with
- | Cic.Appl [Cic.MutInd (uri, _, _); ty; t1; t2] when iseq uri ->
- let o = !Utils.compare_terms t1 t2 in
- let w = compute_equality_weight ty t1 t2 in
- let e = (w, BasicProof proof, (ty, t1, t2, o), [], []) in
- e
- | _ ->
- raise TermIsNotAnEquality
-;;
-
-
-type environment = Cic.metasenv * Cic.context * CicUniv.universe_graph;;
-
-
-let is_identity ((metasenv, context, ugraph) as env) = function
- | ((_, _, (ty, left, right, _), menv, _) as equality) ->
- (left = right ||
- (* (meta_convertibility left right) || *)
- (fst (CicReduction.are_convertible
- ~metasenv:(metasenv @ menv) context left right ugraph)))
-;;
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-type equality =
- int * (* weight *)
- proof * (* proof *)
- (Cic.term * (* type *)
- Cic.term * (* left side *)
- Cic.term * (* right side *)
- Utils.comparison) * (* ordering *)
- Cic.metasenv * (* environment for metas *)
- Cic.term list (* arguments *)
-
-and proof =
- | NoProof
- | BasicProof of Cic.term (* already a proof of a goal *)
- | ProofBlock of (* proof of a rewrite step *)
- Cic.substitution * UriManager.uri * (* eq_ind or eq_ind_r *)
- (Cic.name * Cic.term) * Cic.term * (Utils.pos * equality) * proof
- | ProofGoalBlock of proof * proof
- (* proof of the new meta, proof of the goal from which this comes *)
- | ProofSymBlock of Cic.term list * proof (* expl.named subst, proof *)
- | SubProof of Cic.term * int * proof
- (* parent proof, subgoal, proof of the subgoal *)
-
-type environment = Cic.metasenv * Cic.context * CicUniv.universe_graph
-
-(** builds the Cic.term encoded by proof *)
-val build_proof_term: proof -> Cic.term
-
-val string_of_proof: proof -> string
-
-exception MatchingFailure
-
-(** matching between two terms. Can raise MatchingFailure *)
-val matching:
- Cic.metasenv -> Cic.context -> Cic.term -> Cic.term ->
- CicUniv.universe_graph ->
- Cic.substitution * Cic.metasenv * CicUniv.universe_graph
-
-(**
- special unification that checks if the two terms are "simple", and in
- such case should be significantly faster than CicUnification.fo_unif
-*)
-val unification:
- Cic.metasenv -> Cic.context -> Cic.term -> Cic.term ->
- CicUniv.universe_graph ->
- Cic.substitution * Cic.metasenv * CicUniv.universe_graph
-
-
-(**
- scans the context to find all Declarations "left = right"; returns a
- list of tuples (proof, (type, left, right), newmetas). Uses
- PrimitiveTactics.new_metasenv_for_apply to replace bound variables with
- fresh metas...
-*)
-val find_equalities:
- Cic.context -> ProofEngineTypes.proof -> int list * equality list * int
-
-(**
- searches the library for equalities that can be applied to the current goal
-*)
-val find_library_equalities:
- HMysql.dbd -> Cic.context -> ProofEngineTypes.status -> int ->
- UriManager.UriSet.t * (UriManager.uri * equality) list * int
-
-(**
- searches the library for theorems that are not equalities (returned by the
- function above)
-*)
-val find_library_theorems:
- HMysql.dbd -> environment -> ProofEngineTypes.status -> UriManager.UriSet.t ->
- (Cic.term * Cic.term * Cic.metasenv) list
-
-(**
- searches the context for hypotheses that are not equalities
-*)
-val find_context_hypotheses:
- environment -> int list -> (Cic.term * Cic.term * Cic.metasenv) list
-
-
-exception TermIsNotAnEquality;;
-
-(**
- raises TermIsNotAnEquality if term is not an equation.
- The first Cic.term is a proof of the equation
-*)
-val equality_of_term: Cic.term -> Cic.term -> equality
-
-val term_is_equality: Cic.term -> bool
-
-(** tests a sort of alpha-convertibility between the two terms, but on the
- metavariables *)
-val meta_convertibility: Cic.term -> Cic.term -> bool
-
-(** meta convertibility between two equations *)
-val meta_convertibility_eq: equality -> equality -> bool
-
-val is_identity: environment -> equality -> bool
-
-val string_of_equality: ?env:environment -> equality -> string
-
-val metas_of_term: Cic.term -> int list
-
-(** ensures that metavariables in equality are unique *)
-val fix_metas: int -> equality -> int * equality
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* path indexing implementation *)
-
-(* position of the subterm, subterm (Appl are not stored...) *)
-type path_string_elem = Index of int | Term of Cic.term;;
-type path_string = path_string_elem list;;
-
-
-let rec path_strings_of_term index =
- let module C = Cic in function
- | C.Meta _ -> [ [Index index; Term (C.Implicit None)] ]
- | C.Appl (hd::tl) ->
- let p = if index > 0 then [Index index; Term hd] else [Term hd] in
- let _, res =
- List.fold_left
- (fun (i, r) t ->
- let rr = path_strings_of_term i t in
- (i+1, r @ (List.map (fun ps -> p @ ps) rr)))
- (1, []) tl
- in
- res
- | term -> [ [Index index; Term term] ]
-;;
-
-
-let string_of_path_string ps =
- String.concat "."
- (List.map
- (fun e ->
- let s =
- match e with
- | Index i -> "Index " ^ (string_of_int i)
- | Term t -> "Term " ^ (CicPp.ppterm t)
- in
- "(" ^ s ^ ")")
- ps)
-;;
-
-
-module OrderedPathStringElement = struct
- type t = path_string_elem
-
- let compare t1 t2 =
- match t1, t2 with
- | Index i, Index j -> Pervasives.compare i j
- | Term t1, Term t2 -> if t1 = t2 then 0 else Pervasives.compare t1 t2
- | Index _, Term _ -> -1
- | Term _, Index _ -> 1
-end
-
-module PSMap = Map.Make(OrderedPathStringElement);;
-
-module OrderedPosEquality = struct
- type t = Utils.pos * Inference.equality
-
- let compare = Pervasives.compare
-end
-
-module PosEqSet = Set.Make(OrderedPosEquality);;
-
-
-module PSTrie = Trie.Make(PSMap);;
-
-
-let index trie equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_strings_of_term 0 l
- and psr = path_strings_of_term 0 r in
- let index pos trie ps =
- let ps_set = try PSTrie.find ps trie with Not_found -> PosEqSet.empty in
- let trie = PSTrie.add ps (PosEqSet.add (pos, equality) ps_set) trie in
- trie
- in
- match ordering with
- | Utils.Gt -> List.fold_left (index Utils.Left) trie psl
- | Utils.Lt -> List.fold_left (index Utils.Right) trie psr
- | _ ->
- let trie = List.fold_left (index Utils.Left) trie psl in
- List.fold_left (index Utils.Right) trie psr
-;;
-
-
-let remove_index trie equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_strings_of_term 0 l
- and psr = path_strings_of_term 0 r in
- let remove_index pos trie ps =
- try
- let ps_set = PosEqSet.remove (pos, equality) (PSTrie.find ps trie) in
- if PosEqSet.is_empty ps_set then
- PSTrie.remove ps trie
- else
- PSTrie.add ps ps_set trie
- with Not_found ->
- trie
- in
- match ordering with
- | Utils.Gt -> List.fold_left (remove_index Utils.Left) trie psl
- | Utils.Lt -> List.fold_left (remove_index Utils.Right) trie psr
- | _ ->
- let trie = List.fold_left (remove_index Utils.Left) trie psl in
- List.fold_left (remove_index Utils.Right) trie psr
-;;
-
-
-let in_index trie equality =
- let _, _, (_, l, r, ordering), _, _ = equality in
- let psl = path_strings_of_term 0 l
- and psr = path_strings_of_term 0 r in
- let meta_convertibility = Inference.meta_convertibility_eq equality in
- let ok ps =
- try
- let set = PSTrie.find ps trie in
- PosEqSet.exists (fun (p, e) -> meta_convertibility e) set
- with Not_found ->
- false
- in
- (List.exists ok psl) || (List.exists ok psr)
-;;
-
-
-let head_of_term = function
- | Cic.Appl (hd::tl) -> hd
- | term -> term
-;;
-
-
-let subterm_at_pos index term =
- if index = 0 then
- term
- else
- match term with
- | Cic.Appl l ->
- (try List.nth l index with Failure _ -> raise Not_found)
- | _ -> raise Not_found
-;;
-
-
-let rec retrieve_generalizations trie term =
- match trie with
- | PSTrie.Node (value, map) ->
- let res =
- match term with
- | Cic.Meta _ -> PosEqSet.empty
- | term ->
- let hd_term = head_of_term term in
- try
- let n = PSMap.find (Term hd_term) map in
- match n with
- | PSTrie.Node (Some s, _) -> s
- | PSTrie.Node (None, m) ->
- let l =
- PSMap.fold
- (fun k v res ->
- match k with
- | Index i ->
- let t = subterm_at_pos i term in
- let s = retrieve_generalizations v t in
- s::res
- | _ -> res)
- m []
- in
- match l with
- | hd::tl ->
- List.fold_left (fun r s -> PosEqSet.inter r s) hd tl
- | _ -> PosEqSet.empty
- with Not_found ->
- PosEqSet.empty
- in
- try
- let n = PSMap.find (Term (Cic.Implicit None)) map in
- match n with
- | PSTrie.Node (Some s, _) -> PosEqSet.union res s
- | _ -> res
- with Not_found ->
- res
-;;
-
-
-let rec retrieve_unifiables trie term =
- match trie with
- | PSTrie.Node (value, map) ->
- let res =
- match term with
- | Cic.Meta _ ->
- PSTrie.fold
- (fun ps v res -> PosEqSet.union res v)
- (PSTrie.Node (None, map))
- PosEqSet.empty
- | _ ->
- let hd_term = head_of_term term in
- try
- let n = PSMap.find (Term hd_term) map in
- match n with
- | PSTrie.Node (Some v, _) -> v
- | PSTrie.Node (None, m) ->
- let l =
- PSMap.fold
- (fun k v res ->
- match k with
- | Index i ->
- let t = subterm_at_pos i term in
- let s = retrieve_unifiables v t in
- s::res
- | _ -> res)
- m []
- in
- match l with
- | hd::tl ->
- List.fold_left (fun r s -> PosEqSet.inter r s) hd tl
- | _ -> PosEqSet.empty
- with Not_found ->
- PosEqSet.empty
- in
- try
- let n = PSMap.find (Term (Cic.Implicit None)) map in
- match n with
- | PSTrie.Node (Some s, _) -> PosEqSet.union res s
- | _ -> res
- with Not_found ->
- res
-;;
-
-
-let retrieve_all trie term =
- PSTrie.fold
- (fun k v s -> PosEqSet.union v s) trie PosEqSet.empty
-;;
-
-
-let string_of_pstrie trie =
- let rec to_string level = function
- | PSTrie.Node (v, map) ->
- let s =
- match v with
- | Some v ->
- (String.make (2 * level) ' ') ^
- "{" ^ (String.concat "; "
- (List.map
- (fun (p, e) ->
- "(" ^ (Utils.string_of_pos p) ^ ", " ^
- (Inference.string_of_equality e) ^ ")")
- (PosEqSet.elements v))) ^ "}"
- | None -> ""
- in
- let rest =
- String.concat "\n"
- (PSMap.fold
- (fun k v s ->
- let ks =
- match k with
- | Index i -> "Index " ^ (string_of_int i)
- | Term t -> "Term " ^ (CicPp.ppterm t)
- in
- let rs = to_string (level+1) v in
- ((String.make (2 * level) ' ') ^ ks ^ "\n" ^ rs)::s)
- map [])
- in
- s ^ rest
- in
- to_string 0 trie
-;;
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let configuration_file = ref "../../matita/matita.conf.xml";;
-
-let core_notation_script = "../../matita/core_notation.moo";;
-
-let get_from_user ~(dbd:HMysql.dbd) =
- let rec get () =
- match read_line () with
- | "" -> []
- | t -> t::(get ())
- in
- let term_string = String.concat "\n" (get ()) in
- let env, metasenv, term, ugraph =
- List.nth (Disambiguate.Trivial.disambiguate_string dbd term_string) 0
- in
- term, metasenv, ugraph
-;;
-
-let full = ref false;;
-
-let retrieve_only = ref false;;
-
-let _ =
- let module S = Saturation in
- let set_ratio v = S.weight_age_ratio := v; S.weight_age_counter := v
- and set_sel v = S.symbols_ratio := v; S.symbols_counter := v;
- and set_conf f = configuration_file := f
- and set_ordering o =
- match o with
- | "lpo" -> Utils.compare_terms := Utils.lpo
- | "kbo" -> Utils.compare_terms := Utils.kbo
- | "nr-kbo" -> Utils.compare_terms := Utils.nonrec_kbo
- | o -> raise (Arg.Bad ("Unknown term ordering: " ^ o))
- and set_fullred b = S.use_fullred := b
- and set_time_limit v = S.time_limit := float_of_int v
- and set_width w = S.maxwidth := w
- and set_depth d = S.maxdepth := d
- and set_full () = full := true
- and set_retrieve () = retrieve_only := true
- in
- Arg.parse [
- "-full", Arg.Unit set_full, "Enable full mode";
- "-f", Arg.Bool set_fullred,
- "Enable/disable full-reduction strategy (default: enabled)";
-
- "-r", Arg.Int set_ratio, "Weight-Age equality selection ratio (default: 4)";
-
- "-s", Arg.Int set_sel,
- "symbols-based selection ratio (relative to the weight ratio, default: 0)";
-
- "-c", Arg.String set_conf, "Configuration file (for the db connection)";
-
- "-o", Arg.String set_ordering,
- "Term ordering. Possible values are:\n" ^
- "\tkbo: Knuth-Bendix ordering\n" ^
- "\tnr-kbo: Non-recursive variant of kbo (default)\n" ^
- "\tlpo: Lexicographic path ordering";
-
- "-l", Arg.Int set_time_limit, "Time limit in seconds (default: no limit)";
-
- "-w", Arg.Int set_width,
- Printf.sprintf "Maximal width (default: %d)" !Saturation.maxwidth;
-
- "-d", Arg.Int set_depth,
- Printf.sprintf "Maximal depth (default: %d)" !Saturation.maxdepth;
-
- "-retrieve", Arg.Unit set_retrieve, "retrieve only";
- ] (fun a -> ()) "Usage:"
-in
-Helm_registry.load_from !configuration_file;
-CicNotation.load_notation core_notation_script;
-CicNotation.load_notation "../../matita/coq.ma";
-let dbd = HMysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~user:(Helm_registry.get "db.user")
- ~database:(Helm_registry.get "db.database")
- ()
-in
-let term, metasenv, ugraph = get_from_user ~dbd in
-if !retrieve_only then
- Saturation.retrieve_and_print dbd term metasenv ugraph
-else
- Saturation.main dbd !full term metasenv ugraph
-;;
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Inference;;
-open Utils;;
-
-
-(* set to false to disable paramodulation inside auto_tac *)
-let connect_to_auto = true;;
-
-
-(* profiling statistics... *)
-let infer_time = ref 0.;;
-let forward_simpl_time = ref 0.;;
-let forward_simpl_new_time = ref 0.;;
-let backward_simpl_time = ref 0.;;
-let passive_maintainance_time = ref 0.;;
-
-(* limited-resource-strategy related globals *)
-let processed_clauses = ref 0;; (* number of equalities selected so far... *)
-let time_limit = ref 0.;; (* in seconds, settable by the user... *)
-let start_time = ref 0.;; (* time at which the execution started *)
-let elapsed_time = ref 0.;;
-(* let maximal_weight = ref None;; *)
-let maximal_retained_equality = ref None;;
-
-(* equality-selection related globals *)
-let use_fullred = ref true;;
-let weight_age_ratio = ref (* 5 *) 4;; (* settable by the user *)
-let weight_age_counter = ref !weight_age_ratio;;
-let symbols_ratio = ref (* 0 *) 3;;
-let symbols_counter = ref 0;;
-
-(* non-recursive Knuth-Bendix term ordering by default *)
-Utils.compare_terms := Utils.nonrec_kbo;;
-
-(* statistics... *)
-let derived_clauses = ref 0;;
-let kept_clauses = ref 0;;
-
-(* index of the greatest Cic.Meta created - TODO: find a better way! *)
-let maxmeta = ref 0;;
-
-(* varbiables controlling the search-space *)
-let maxdepth = ref 3;;
-let maxwidth = ref 3;;
-
-
-type result =
- | ParamodulationFailure
- | ParamodulationSuccess of Inference.proof option * environment
-;;
-
-type goal = proof * Cic.metasenv * Cic.term;;
-
-type theorem = Cic.term * Cic.term * Cic.metasenv;;
-
-
-let symbols_of_equality ((_, _, (_, left, right, _), _, _) as equality) =
- let m1 = symbols_of_term left in
- let m =
- TermMap.fold
- (fun k v res ->
- try
- let c = TermMap.find k res in
- TermMap.add k (c+v) res
- with Not_found ->
- TermMap.add k v res)
- (symbols_of_term right) m1
- in
- m
-;;
-
-
-module OrderedEquality = struct
- type t = Inference.equality
-
- let compare eq1 eq2 =
- match meta_convertibility_eq eq1 eq2 with
- | true -> 0
- | false ->
- let w1, _, (ty, left, right, _), _, a = eq1
- and w2, _, (ty', left', right', _), _, a' = eq2 in
- match Pervasives.compare w1 w2 with
- | 0 ->
- let res = (List.length a) - (List.length a') in
- if res <> 0 then res else (
- try
- let res = Pervasives.compare (List.hd a) (List.hd a') in
- if res <> 0 then res else Pervasives.compare eq1 eq2
- with Failure "hd" -> Pervasives.compare eq1 eq2
- )
- | res -> res
-end
-
-module EqualitySet = Set.Make(OrderedEquality);;
-
-
-(**
- selects one equality from passive. The selection strategy is a combination
- of weight, age and goal-similarity
-*)
-let select env goals passive (active, _) =
- processed_clauses := !processed_clauses + 1;
- let goal =
- match (List.rev goals) with (_, goal::_)::_ -> goal | _ -> assert false
- in
- let (neg_list, neg_set), (pos_list, pos_set), passive_table = passive in
- let remove eq l =
- List.filter (fun e -> e <> eq) l
- in
- if !weight_age_ratio > 0 then
- weight_age_counter := !weight_age_counter - 1;
- match !weight_age_counter with
- | 0 -> (
- weight_age_counter := !weight_age_ratio;
- match neg_list, pos_list with
- | hd::tl, pos ->
- (* Negatives aren't indexed, no need to remove them... *)
- (Negative, hd),
- ((tl, EqualitySet.remove hd neg_set), (pos, pos_set), passive_table)
- | [], hd::tl ->
- let passive_table =
- Indexing.remove_index passive_table hd
- in
- (Positive, hd),
- (([], neg_set), (tl, EqualitySet.remove hd pos_set), passive_table)
- | _, _ -> assert false
- )
- | _ when (!symbols_counter > 0) && (EqualitySet.is_empty neg_set) -> (
- symbols_counter := !symbols_counter - 1;
- let cardinality map =
- TermMap.fold (fun k v res -> res + v) map 0
- in
- let symbols =
- let _, _, term = goal in
- symbols_of_term term
- in
- let card = cardinality symbols in
- let foldfun k v (r1, r2) =
- if TermMap.mem k symbols then
- let c = TermMap.find k symbols in
- let c1 = abs (c - v) in
- let c2 = v - c1 in
- r1 + c2, r2 + c1
- else
- r1, r2 + v
- in
- let f equality (i, e) =
- let common, others =
- TermMap.fold foldfun (symbols_of_equality equality) (0, 0)
- in
- let c = others + (abs (common - card)) in
- if c < i then (c, equality)
- else (i, e)
- in
- let e1 = EqualitySet.min_elt pos_set in
- let initial =
- let common, others =
- TermMap.fold foldfun (symbols_of_equality e1) (0, 0)
- in
- (others + (abs (common - card))), e1
- in
- let _, current = EqualitySet.fold f pos_set initial in
- let passive_table =
- Indexing.remove_index passive_table current
- in
- (Positive, current),
- (([], neg_set),
- (remove current pos_list, EqualitySet.remove current pos_set),
- passive_table)
- )
- | _ ->
- symbols_counter := !symbols_ratio;
- let set_selection set = EqualitySet.min_elt set in
- if EqualitySet.is_empty neg_set then
- let current = set_selection pos_set in
- let passive =
- (neg_list, neg_set),
- (remove current pos_list, EqualitySet.remove current pos_set),
- Indexing.remove_index passive_table current
- in
- (Positive, current), passive
- else
- let current = set_selection neg_set in
- let passive =
- (remove current neg_list, EqualitySet.remove current neg_set),
- (pos_list, pos_set),
- passive_table
- in
- (Negative, current), passive
-;;
-
-
-(* initializes the passive set of equalities *)
-let make_passive neg pos =
- let set_of equalities =
- List.fold_left (fun s e -> EqualitySet.add e s) EqualitySet.empty equalities
- in
- let table =
- List.fold_left (fun tbl e -> Indexing.index tbl e)
- (Indexing.empty_table ()) pos
- in
- (neg, set_of neg),
- (pos, set_of pos),
- table
-;;
-
-
-let make_active () =
- [], Indexing.empty_table ()
-;;
-
-
-(* adds to passive a list of equalities: new_neg is a list of negative
- equalities, new_pos a list of positive equalities *)
-let add_to_passive passive (new_neg, new_pos) =
- let (neg_list, neg_set), (pos_list, pos_set), table = passive in
- let ok set equality = not (EqualitySet.mem equality set) in
- let neg = List.filter (ok neg_set) new_neg
- and pos = List.filter (ok pos_set) new_pos in
- let table =
- List.fold_left (fun tbl e -> Indexing.index tbl e) table pos
- in
- let add set equalities =
- List.fold_left (fun s e -> EqualitySet.add e s) set equalities
- in
- (neg @ neg_list, add neg_set neg),
- (pos_list @ pos, add pos_set pos),
- table
-;;
-
-
-let passive_is_empty = function
- | ([], _), ([], _), _ -> true
- | _ -> false
-;;
-
-
-let size_of_passive ((_, ns), (_, ps), _) =
- (EqualitySet.cardinal ns) + (EqualitySet.cardinal ps)
-;;
-
-
-let size_of_active (active_list, _) =
- List.length active_list
-;;
-
-
-(* removes from passive equalities that are estimated impossible to activate
- within the current time limit *)
-let prune_passive howmany (active, _) passive =
- let (nl, ns), (pl, ps), tbl = passive in
- let howmany = float_of_int howmany
- and ratio = float_of_int !weight_age_ratio in
- let round v =
- let t = ceil v in
- int_of_float (if t -. v < 0.5 then t else v)
- in
- let in_weight = round (howmany *. ratio /. (ratio +. 1.))
- and in_age = round (howmany /. (ratio +. 1.)) in
- debug_print
- (lazy (Printf.sprintf "in_weight: %d, in_age: %d\n" in_weight in_age));
- let symbols, card =
- match active with
- | (Negative, e)::_ ->
- let symbols = symbols_of_equality e in
- let card = TermMap.fold (fun k v res -> res + v) symbols 0 in
- Some symbols, card
- | _ -> None, 0
- in
- let counter = ref !symbols_ratio in
- let rec pickw w ns ps =
- if w > 0 then
- if not (EqualitySet.is_empty ns) then
- let e = EqualitySet.min_elt ns in
- let ns', ps = pickw (w-1) (EqualitySet.remove e ns) ps in
- EqualitySet.add e ns', ps
- else if !counter > 0 then
- let _ =
- counter := !counter - 1;
- if !counter = 0 then counter := !symbols_ratio
- in
- match symbols with
- | None ->
- let e = EqualitySet.min_elt ps in
- let ns, ps' = pickw (w-1) ns (EqualitySet.remove e ps) in
- ns, EqualitySet.add e ps'
- | Some symbols ->
- let foldfun k v (r1, r2) =
- if TermMap.mem k symbols then
- let c = TermMap.find k symbols in
- let c1 = abs (c - v) in
- let c2 = v - c1 in
- r1 + c2, r2 + c1
- else
- r1, r2 + v
- in
- let f equality (i, e) =
- let common, others =
- TermMap.fold foldfun (symbols_of_equality equality) (0, 0)
- in
- let c = others + (abs (common - card)) in
- if c < i then (c, equality)
- else (i, e)
- in
- let e1 = EqualitySet.min_elt ps in
- let initial =
- let common, others =
- TermMap.fold foldfun (symbols_of_equality e1) (0, 0)
- in
- (others + (abs (common - card))), e1
- in
- let _, e = EqualitySet.fold f ps initial in
- let ns, ps' = pickw (w-1) ns (EqualitySet.remove e ps) in
- ns, EqualitySet.add e ps'
- else
- let e = EqualitySet.min_elt ps in
- let ns, ps' = pickw (w-1) ns (EqualitySet.remove e ps) in
- ns, EqualitySet.add e ps'
- else
- EqualitySet.empty, EqualitySet.empty
- in
- let ns, ps = pickw in_weight ns ps in
- let rec picka w s l =
- if w > 0 then
- match l with
- | [] -> w, s, []
- | hd::tl when not (EqualitySet.mem hd s) ->
- let w, s, l = picka (w-1) s tl in
- w, EqualitySet.add hd s, hd::l
- | hd::tl ->
- let w, s, l = picka w s tl in
- w, s, hd::l
- else
- 0, s, l
- in
- let in_age, ns, nl = picka in_age ns nl in
- let _, ps, pl = picka in_age ps pl in
- if not (EqualitySet.is_empty ps) then
- maximal_retained_equality := Some (EqualitySet.max_elt ps);
- let tbl =
- EqualitySet.fold
- (fun e tbl -> Indexing.index tbl e) ps (Indexing.empty_table ())
- in
- (nl, ns), (pl, ps), tbl
-;;
-
-
-(** inference of new equalities between current and some in active *)
-let infer env sign current (active_list, active_table) =
- let new_neg, new_pos =
- match sign with
- | Negative ->
- let maxm, res =
- Indexing.superposition_left !maxmeta env active_table current in
- maxmeta := maxm;
- res, []
- | Positive ->
- let maxm, res =
- Indexing.superposition_right !maxmeta env active_table current in
- maxmeta := maxm;
- let rec infer_positive table = function
- | [] -> [], []
- | (Negative, equality)::tl ->
- let maxm, res =
- Indexing.superposition_left !maxmeta env table equality in
- maxmeta := maxm;
- let neg, pos = infer_positive table tl in
- res @ neg, pos
- | (Positive, equality)::tl ->
- let maxm, res =
- Indexing.superposition_right !maxmeta env table equality in
- maxmeta := maxm;
- let neg, pos = infer_positive table tl in
- neg, res @ pos
- in
- let curr_table = Indexing.index (Indexing.empty_table ()) current in
- let neg, pos = infer_positive curr_table active_list in
- neg, res @ pos
- in
- derived_clauses := !derived_clauses + (List.length new_neg) +
- (List.length new_pos);
- match !maximal_retained_equality with
- | None -> new_neg, new_pos
- | Some eq ->
- (* if we have a maximal_retained_equality, we can discard all equalities
- "greater" than it, as they will never be reached... An equality is
- greater than maximal_retained_equality if it is bigger
- wrt. OrderedEquality.compare and it is less similar than
- maximal_retained_equality to the current goal *)
- let symbols, card =
- match active_list with
- | (Negative, e)::_ ->
- let symbols = symbols_of_equality e in
- let card = TermMap.fold (fun k v res -> res + v) symbols 0 in
- Some symbols, card
- | _ -> None, 0
- in
- let new_pos =
- match symbols with
- | None ->
- List.filter (fun e -> OrderedEquality.compare e eq <= 0) new_pos
- | Some symbols ->
- let filterfun e =
- if OrderedEquality.compare e eq <= 0 then
- true
- else
- let foldfun k v (r1, r2) =
- if TermMap.mem k symbols then
- let c = TermMap.find k symbols in
- let c1 = abs (c - v) in
- let c2 = v - c1 in
- r1 + c2, r2 + c1
- else
- r1, r2 + v
- in
- let initial =
- let common, others =
- TermMap.fold foldfun (symbols_of_equality eq) (0, 0) in
- others + (abs (common - card))
- in
- let common, others =
- TermMap.fold foldfun (symbols_of_equality e) (0, 0) in
- let c = others + (abs (common - card)) in
- if c < initial then true else false
- in
- List.filter filterfun new_pos
- in
- new_neg, new_pos
-;;
-
-
-let contains_empty env (negative, positive) =
- let metasenv, context, ugraph = env in
- try
- let found =
- List.find
- (fun (w, proof, (ty, left, right, ordering), m, a) ->
- fst (CicReduction.are_convertible context left right ugraph))
- negative
- in
- true, Some found
- with Not_found ->
- false, None
-;;
-
-
-(** simplifies current using active and passive *)
-let forward_simplify env (sign, current) ?passive (active_list, active_table) =
- let pl, passive_table =
- match passive with
- | None -> [], None
- | Some ((pn, _), (pp, _), pt) ->
- let pn = List.map (fun e -> (Negative, e)) pn
- and pp = List.map (fun e -> (Positive, e)) pp in
- pn @ pp, Some pt
- in
- let all = if pl = [] then active_list else active_list @ pl in
-
- let demodulate table current =
- let newmeta, newcurrent =
- Indexing.demodulation_equality !maxmeta env table sign current in
- maxmeta := newmeta;
- if is_identity env newcurrent then
- if sign = Negative then Some (sign, newcurrent)
- else (
-(* debug_print *)
-(* (lazy *)
-(* (Printf.sprintf "\ncurrent was: %s\nnewcurrent is: %s\n" *)
-(* (string_of_equality current) *)
-(* (string_of_equality newcurrent))); *)
-(* debug_print *)
-(* (lazy *)
-(* (Printf.sprintf "active is: %s" *)
-(* (String.concat "\n" *)
-(* (List.map (fun (_, e) -> (string_of_equality e)) active_list)))); *)
- None
- )
- else
- Some (sign, newcurrent)
- in
- let res =
- let res = demodulate active_table current in
- match res with
- | None -> None
- | Some (sign, newcurrent) ->
- match passive_table with
- | None -> res
- | Some passive_table -> demodulate passive_table newcurrent
- in
- match res with
- | None -> None
- | Some (Negative, c) ->
- let ok = not (
- List.exists
- (fun (s, eq) -> s = Negative && meta_convertibility_eq eq c)
- all)
- in
- if ok then res else None
- | Some (Positive, c) ->
- if Indexing.in_index active_table c then
- None
- else
- match passive_table with
- | None ->
- if fst (Indexing.subsumption env active_table c) then
- None
- else
- res
- | Some passive_table ->
- if Indexing.in_index passive_table c then None
- else
- let r1, _ = Indexing.subsumption env active_table c in
- if r1 then None else
- let r2, _ = Indexing.subsumption env passive_table c in
- if r2 then None else res
-;;
-
-type fs_time_info_t = {
- mutable build_all: float;
- mutable demodulate: float;
- mutable subsumption: float;
-};;
-
-let fs_time_info = { build_all = 0.; demodulate = 0.; subsumption = 0. };;
-
-
-(** simplifies new using active and passive *)
-let forward_simplify_new env (new_neg, new_pos) ?passive active =
- let t1 = Unix.gettimeofday () in
-
- let active_list, active_table = active in
- let pl, passive_table =
- match passive with
- | None -> [], None
- | Some ((pn, _), (pp, _), pt) ->
- let pn = List.map (fun e -> (Negative, e)) pn
- and pp = List.map (fun e -> (Positive, e)) pp in
- pn @ pp, Some pt
- in
- let all = active_list @ pl in
-
- let t2 = Unix.gettimeofday () in
- fs_time_info.build_all <- fs_time_info.build_all +. (t2 -. t1);
-
- let demodulate sign table target =
- let newmeta, newtarget =
- Indexing.demodulation_equality !maxmeta env table sign target in
- maxmeta := newmeta;
- newtarget
- in
- let t1 = Unix.gettimeofday () in
-
- let new_neg, new_pos =
- let new_neg = List.map (demodulate Negative active_table) new_neg
- and new_pos = List.map (demodulate Positive active_table) new_pos in
- match passive_table with
- | None -> new_neg, new_pos
- | Some passive_table ->
- List.map (demodulate Negative passive_table) new_neg,
- List.map (demodulate Positive passive_table) new_pos
- in
-
- let t2 = Unix.gettimeofday () in
- fs_time_info.demodulate <- fs_time_info.demodulate +. (t2 -. t1);
-
- let new_pos_set =
- List.fold_left
- (fun s e ->
- if not (Inference.is_identity env e) then
- if EqualitySet.mem e s then s
- else EqualitySet.add e s
- else s)
- EqualitySet.empty new_pos
- in
- let new_pos = EqualitySet.elements new_pos_set in
-
- let subs =
- match passive_table with
- | None ->
- (fun e -> not (fst (Indexing.subsumption env active_table e)))
- | Some passive_table ->
- (fun e -> not ((fst (Indexing.subsumption env active_table e)) ||
- (fst (Indexing.subsumption env passive_table e))))
- in
-(* let t1 = Unix.gettimeofday () in *)
-(* let t2 = Unix.gettimeofday () in *)
-(* fs_time_info.subsumption <- fs_time_info.subsumption +. (t2 -. t1); *)
- let is_duplicate =
- match passive_table with
- | None ->
- (fun e -> not (Indexing.in_index active_table e))
- | Some passive_table ->
- (fun e ->
- not ((Indexing.in_index active_table e) ||
- (Indexing.in_index passive_table e)))
- in
- new_neg, List.filter subs (List.filter is_duplicate new_pos)
-;;
-
-
-(** simplifies active usign new *)
-let backward_simplify_active env new_pos new_table min_weight active =
- let active_list, active_table = active in
- let active_list, newa =
- List.fold_right
- (fun (s, equality) (res, newn) ->
- let ew, _, _, _, _ = equality in
- if ew < min_weight then
- (s, equality)::res, newn
- else
- match forward_simplify env (s, equality) (new_pos, new_table) with
- | None -> res, newn
- | Some (s, e) ->
- if equality = e then
- (s, e)::res, newn
- else
- res, (s, e)::newn)
- active_list ([], [])
- in
- let find eq1 where =
- List.exists (fun (s, e) -> meta_convertibility_eq eq1 e) where
- in
- let active, newa =
- List.fold_right
- (fun (s, eq) (res, tbl) ->
- if List.mem (s, eq) res then
- res, tbl
- else if (is_identity env eq) || (find eq res) then (
- res, tbl
- )
- else
- (s, eq)::res, if s = Negative then tbl else Indexing.index tbl eq)
- active_list ([], Indexing.empty_table ()),
- List.fold_right
- (fun (s, eq) (n, p) ->
- if (s <> Negative) && (is_identity env eq) then (
- (n, p)
- ) else
- if s = Negative then eq::n, p
- else n, eq::p)
- newa ([], [])
- in
- match newa with
- | [], [] -> active, None
- | _ -> active, Some newa
-;;
-
-
-(** simplifies passive using new *)
-let backward_simplify_passive env new_pos new_table min_weight passive =
- let (nl, ns), (pl, ps), passive_table = passive in
- let f sign equality (resl, ress, newn) =
- let ew, _, _, _, _ = equality in
- if ew < min_weight then
- equality::resl, ress, newn
- else
- match forward_simplify env (sign, equality) (new_pos, new_table) with
- | None -> resl, EqualitySet.remove equality ress, newn
- | Some (s, e) ->
- if equality = e then
- equality::resl, ress, newn
- else
- let ress = EqualitySet.remove equality ress in
- resl, ress, e::newn
- in
- let nl, ns, newn = List.fold_right (f Negative) nl ([], ns, [])
- and pl, ps, newp = List.fold_right (f Positive) pl ([], ps, []) in
- let passive_table =
- List.fold_left
- (fun tbl e -> Indexing.index tbl e) (Indexing.empty_table ()) pl
- in
- match newn, newp with
- | [], [] -> ((nl, ns), (pl, ps), passive_table), None
- | _, _ -> ((nl, ns), (pl, ps), passive_table), Some (newn, newp)
-;;
-
-
-let backward_simplify env new' ?passive active =
- let new_pos, new_table, min_weight =
- List.fold_left
- (fun (l, t, w) e ->
- let ew, _, _, _, _ = e in
- (Positive, e)::l, Indexing.index t e, min ew w)
- ([], Indexing.empty_table (), 1000000) (snd new')
- in
- let active, newa =
- backward_simplify_active env new_pos new_table min_weight active in
- match passive with
- | None ->
- active, (make_passive [] []), newa, None
- | Some passive ->
- let passive, newp =
- backward_simplify_passive env new_pos new_table min_weight passive in
- active, passive, newa, newp
-;;
-
-
-(* returns an estimation of how many equalities in passive can be activated
- within the current time limit *)
-let get_selection_estimate () =
- elapsed_time := (Unix.gettimeofday ()) -. !start_time;
- (* !processed_clauses * (int_of_float (!time_limit /. !elapsed_time)) *)
- int_of_float (
- ceil ((float_of_int !processed_clauses) *.
- ((!time_limit (* *. 2. *)) /. !elapsed_time -. 1.)))
-;;
-
-
-(** initializes the set of goals *)
-let make_goals goal =
- let active = []
- and passive = [0, [goal]] in
- active, passive
-;;
-
-
-(** initializes the set of theorems *)
-let make_theorems theorems =
- theorems, []
-;;
-
-
-let activate_goal (active, passive) =
- match passive with
- | goal_conj::tl -> true, (goal_conj::active, tl)
- | [] -> false, (active, passive)
-;;
-
-
-let activate_theorem (active, passive) =
- match passive with
- | theorem::tl -> true, (theorem::active, tl)
- | [] -> false, (active, passive)
-;;
-
-
-(** simplifies a goal with equalities in active and passive *)
-let simplify_goal env goal ?passive (active_list, active_table) =
- let pl, passive_table =
- match passive with
- | None -> [], None
- | Some ((pn, _), (pp, _), pt) ->
- let pn = List.map (fun e -> (Negative, e)) pn
- and pp = List.map (fun e -> (Positive, e)) pp in
- pn @ pp, Some pt
- in
- let all = if pl = [] then active_list else active_list @ pl in
-
- let demodulate table goal =
- let newmeta, newgoal =
- Indexing.demodulation_goal !maxmeta env table goal in
- maxmeta := newmeta;
- goal != newgoal, newgoal
- in
- let changed, goal =
- match passive_table with
- | None -> demodulate active_table goal
- | Some passive_table ->
- let changed, goal = demodulate active_table goal in
- let changed', goal = demodulate passive_table goal in
- (changed || changed'), goal
- in
- changed, goal
-;;
-
-
-let simplify_goals env goals ?passive active =
- let a_goals, p_goals = goals in
- let p_goals =
- List.map
- (fun (d, gl) ->
- let gl =
- List.map (fun g -> snd (simplify_goal env g ?passive active)) gl in
- d, gl)
- p_goals
- in
- let goals =
- List.fold_left
- (fun (a, p) (d, gl) ->
- let changed = ref false in
- let gl =
- List.map
- (fun g ->
- let c, g = simplify_goal env g ?passive active in
- changed := !changed || c; g) gl in
- if !changed then (a, (d, gl)::p) else ((d, gl)::a, p))
- ([], p_goals) a_goals
- in
- goals
-;;
-
-
-let simplify_theorems env theorems ?passive (active_list, active_table) =
- let pl, passive_table =
- match passive with
- | None -> [], None
- | Some ((pn, _), (pp, _), pt) ->
- let pn = List.map (fun e -> (Negative, e)) pn
- and pp = List.map (fun e -> (Positive, e)) pp in
- pn @ pp, Some pt
- in
- let all = if pl = [] then active_list else active_list @ pl in
- let a_theorems, p_theorems = theorems in
- let demodulate table theorem =
- let newmeta, newthm =
- Indexing.demodulation_theorem !maxmeta env table theorem in
- maxmeta := newmeta;
- theorem != newthm, newthm
- in
- let foldfun table (a, p) theorem =
- let changed, theorem = demodulate table theorem in
- if changed then (a, theorem::p) else (theorem::a, p)
- in
- let mapfun table theorem = snd (demodulate table theorem) in
- match passive_table with
- | None ->
- let p_theorems = List.map (mapfun active_table) p_theorems in
- List.fold_left (foldfun active_table) ([], p_theorems) a_theorems
- | Some passive_table ->
- let p_theorems = List.map (mapfun active_table) p_theorems in
- let p_theorems, a_theorems =
- List.fold_left (foldfun active_table) ([], p_theorems) a_theorems in
- let p_theorems = List.map (mapfun passive_table) p_theorems in
- List.fold_left (foldfun passive_table) ([], p_theorems) a_theorems
-;;
-
-
-(* applies equality to goal to see if the goal can be closed *)
-let apply_equality_to_goal env equality goal =
- let module C = Cic in
- let module HL = HelmLibraryObjects in
- let module I = Inference in
- let metasenv, context, ugraph = env in
- let _, proof, (ty, left, right, _), metas, args = equality in
- let eqterm =
- C.Appl [C.MutInd (LibraryObjects.eq_URI (), 0, []); ty; left; right] in
- let gproof, gmetas, gterm = goal in
-(* debug_print *)
-(* (lazy *)
-(* (Printf.sprintf "APPLY EQUALITY TO GOAL: %s, %s" *)
-(* (string_of_equality equality) (CicPp.ppterm gterm))); *)
- try
- let subst, metasenv', _ =
- let menv = metasenv @ metas @ gmetas in
- Inference.unification menv context eqterm gterm ugraph
- in
- let newproof =
- match proof with
- | I.BasicProof t -> I.BasicProof (CicMetaSubst.apply_subst subst t)
- | I.ProofBlock (s, uri, nt, t, pe, p) ->
- I.ProofBlock (subst @ s, uri, nt, t, pe, p)
- | _ -> assert false
- in
- let newgproof =
- let rec repl = function
- | I.ProofGoalBlock (_, gp) -> I.ProofGoalBlock (newproof, gp)
- | I.NoProof -> newproof
- | I.BasicProof p -> newproof
- | I.SubProof (t, i, p) -> I.SubProof (t, i, repl p)
- | _ -> assert false
- in
- repl gproof
- in
- true, subst, newgproof
- with CicUnification.UnificationFailure _ ->
- false, [], I.NoProof
-;;
-
-
-
-let new_meta metasenv =
- let m = CicMkImplicit.new_meta metasenv [] in
- incr maxmeta;
- while !maxmeta <= m do incr maxmeta done;
- !maxmeta
-;;
-
-
-(* applies a theorem or an equality to goal, returning a list of subgoals or
- an indication of failure *)
-let apply_to_goal env theorems ?passive active goal =
- let metasenv, context, ugraph = env in
- let proof, metas, term = goal in
- (* debug_print *)
- (* (lazy *)
- (* (Printf.sprintf "apply_to_goal with goal: %s" *)
- (* (\* (string_of_proof proof) *\)(CicPp.ppterm term))); *)
- let status =
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let proof', newmeta =
- let rec get_meta = function
- | SubProof (t, i, p) ->
- let t', i' = get_meta p in
- if i' = -1 then t, i else t', i'
- | ProofGoalBlock (_, p) -> get_meta p
- | _ -> Cic.Implicit None, -1
- in
- let p, m = get_meta proof in
- if m = -1 then
- let n = new_meta (metasenv @ metas) in
- Cic.Meta (n, irl), n
- else
- p, m
- in
- let metasenv = (newmeta, context, term)::metasenv @ metas in
- let bit = new_meta metasenv, context, term in
- let metasenv' = bit::metasenv in
- ((None, metasenv', Cic.Meta (newmeta, irl), term), newmeta)
- in
- let rec aux = function
- | [] -> `No
- | (theorem, thmty, _)::tl ->
- try
- let subst, (newproof, newgoals) =
- PrimitiveTactics.apply_tac_verbose_with_subst ~term:theorem status
- in
- if newgoals = [] then
- let _, _, p, _ = newproof in
- let newp =
- let rec repl = function
- | Inference.ProofGoalBlock (_, gp) ->
- Inference.ProofGoalBlock (Inference.BasicProof p, gp)
- | Inference.NoProof -> Inference.BasicProof p
- | Inference.BasicProof _ -> Inference.BasicProof p
- | Inference.SubProof (t, i, p2) ->
- Inference.SubProof (t, i, repl p2)
- | _ -> assert false
- in
- repl proof
- in
- let _, m = status in
- let subst = List.filter (fun (i, _) -> i = m) subst in
- `Ok (subst, [newp, metas, term])
- else
- let _, menv, p, _ = newproof in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let goals =
- List.map
- (fun i ->
- let _, _, ty = CicUtil.lookup_meta i menv in
- let p' =
- let rec gp = function
- | SubProof (t, i, p) ->
- SubProof (t, i, gp p)
- | ProofGoalBlock (sp1, sp2) ->
- ProofGoalBlock (sp1, gp sp2)
- | BasicProof _
- | NoProof ->
- SubProof (p, i, BasicProof (Cic.Meta (i, irl)))
- | ProofSymBlock (s, sp) ->
- ProofSymBlock (s, gp sp)
- | ProofBlock (s, u, nt, t, pe, sp) ->
- ProofBlock (s, u, nt, t, pe, gp sp)
- in gp proof
- in
- (p', menv, ty))
- newgoals
- in
- let goals =
- let weight t =
- let w, m = weight_of_term t in
- w + 2 * (List.length m)
- in
- List.sort
- (fun (_, _, t1) (_, _, t2) ->
- Pervasives.compare (weight t1) (weight t2))
- goals
- in
- let best = aux tl in
- match best with
- | `Ok (_, _) -> best
- | `No -> `GoOn ([subst, goals])
- | `GoOn sl -> `GoOn ((subst, goals)::sl)
- with ProofEngineTypes.Fail msg ->
- aux tl
- in
- let r, s, l =
- if Inference.term_is_equality term then
- let rec appleq_a = function
- | [] -> false, [], []
- | (Positive, equality)::tl ->
- let ok, s, newproof = apply_equality_to_goal env equality goal in
- if ok then true, s, [newproof, metas, term] else appleq_a tl
- | _::tl -> appleq_a tl
- in
- let rec appleq_p = function
- | [] -> false, [], []
- | equality::tl ->
- let ok, s, newproof = apply_equality_to_goal env equality goal in
- if ok then true, s, [newproof, metas, term] else appleq_p tl
- in
- let al, _ = active in
- match passive with
- | None -> appleq_a al
- | Some (_, (pl, _), _) ->
- let r, s, l = appleq_a al in if r then r, s, l else appleq_p pl
- else
- false, [], []
- in
- if r = true then `Ok (s, l) else aux theorems
-;;
-
-
-(* sorts a conjunction of goals in order to detect earlier if it is
- unsatisfiable. Non-predicate goals are placed at the end of the list *)
-let sort_goal_conj (metasenv, context, ugraph) (depth, gl) =
- let gl =
- List.stable_sort
- (fun (_, e1, g1) (_, e2, g2) ->
- let ty1, _ =
- CicTypeChecker.type_of_aux' (e1 @ metasenv) context g1 ugraph
- and ty2, _ =
- CicTypeChecker.type_of_aux' (e2 @ metasenv) context g2 ugraph
- in
- let prop1 =
- let b, _ =
- CicReduction.are_convertible context (Cic.Sort Cic.Prop) ty1 ugraph
- in
- if b then 0 else 1
- and prop2 =
- let b, _ =
- CicReduction.are_convertible context (Cic.Sort Cic.Prop) ty2 ugraph
- in
- if b then 0 else 1
- in
- if prop1 = 0 && prop2 = 0 then
- let e1 = if Inference.term_is_equality g1 then 0 else 1
- and e2 = if Inference.term_is_equality g2 then 0 else 1 in
- e1 - e2
- else
- prop1 - prop2)
- gl
- in
- (depth, gl)
-;;
-
-
-let is_meta_closed goals =
- List.for_all (fun (_, _, g) -> CicUtil.is_meta_closed g) goals
-;;
-
-
-(* applies a series of theorems/equalities to a conjunction of goals *)
-let rec apply_to_goal_conj env theorems ?passive active (depth, goals) =
- let aux (goal, r) tl =
- let propagate_subst subst (proof, metas, term) =
- let rec repl = function
- | NoProof -> NoProof
- | BasicProof t ->
- BasicProof (CicMetaSubst.apply_subst subst t)
- | ProofGoalBlock (p, pb) ->
- let pb' = repl pb in
- ProofGoalBlock (p, pb')
- | SubProof (t, i, p) ->
- let t' = CicMetaSubst.apply_subst subst t in
- let p = repl p in
- SubProof (t', i, p)
- | ProofSymBlock (ens, p) -> ProofSymBlock (ens, repl p)
- | ProofBlock (s, u, nty, t, pe, p) ->
- ProofBlock (subst @ s, u, nty, t, pe, p)
- in (repl proof, metas, term)
- in
- (* let r = apply_to_goal env theorems ?passive active goal in *) (
- match r with
- | `No -> `No (depth, goals)
- | `GoOn sl ->
- let l =
- List.map
- (fun (s, gl) ->
- let tl = List.map (propagate_subst s) tl in
- sort_goal_conj env (depth+1, gl @ tl)) sl
- in
- `GoOn l
- | `Ok (subst, gl) ->
- if tl = [] then
- `Ok (depth, gl)
- else
- let p, _, _ = List.hd gl in
- let subproof =
- let rec repl = function
- | SubProof (_, _, p) -> repl p
- | ProofGoalBlock (p1, p2) ->
- ProofGoalBlock (repl p1, repl p2)
- | p -> p
- in
- build_proof_term (repl p)
- in
- let i =
- let rec get_meta = function
- | SubProof (_, i, p) ->
- let i' = get_meta p in
- if i' = -1 then i else i'
-(* max i (get_meta p) *)
- | ProofGoalBlock (_, p) -> get_meta p
- | _ -> -1
- in
- get_meta p
- in
- let subst =
- let _, (context, _, _) = List.hd subst in
- [i, (context, subproof, Cic.Implicit None)]
- in
- let tl = List.map (propagate_subst subst) tl in
- let conj = sort_goal_conj env (depth(* +1 *), tl) in
- `GoOn ([conj])
- )
- in
- if depth > !maxdepth || (List.length goals) > !maxwidth then
- `No (depth, goals)
- else
- let rec search_best res = function
- | [] -> res
- | goal::tl ->
- let r = apply_to_goal env theorems ?passive active goal in
- match r with
- | `Ok _ -> (goal, r)
- | `No -> search_best res tl
- | `GoOn l ->
- let newres =
- match res with
- | _, `Ok _ -> assert false
- | _, `No -> goal, r
- | _, `GoOn l2 ->
- if (List.length l) < (List.length l2) then goal, r else res
- in
- search_best newres tl
- in
- let hd = List.hd goals in
- let res = hd, (apply_to_goal env theorems ?passive active hd) in
- let best =
- match res with
- | _, `Ok _ -> res
- | _, _ -> search_best res (List.tl goals)
- in
- let res = aux best (List.filter (fun g -> g != (fst best)) goals) in
- match res with
- | `GoOn ([conj]) when is_meta_closed (snd conj) &&
- (List.length (snd conj)) < (List.length goals)->
- apply_to_goal_conj env theorems ?passive active conj
- | _ -> res
-;;
-
-
-(*
-module OrderedGoals = struct
- type t = int * (Inference.proof * Cic.metasenv * Cic.term) list
-
- let compare g1 g2 =
- let d1, l1 = g1
- and d2, l2 = g2 in
- let r = d2 - d1 in
- if r <> 0 then r
- else let r = (List.length l1) - (List.length l2) in
- if r <> 0 then r
- else
- let res = ref 0 in
- let _ =
- List.exists2
- (fun (_, _, t1) (_, _, t2) ->
- let r = Pervasives.compare t1 t2 in
- if r <> 0 then (
- res := r;
- true
- ) else
- false) l1 l2
- in !res
-end
-
-module GoalsSet = Set.Make(OrderedGoals);;
-
-
-exception SearchSpaceOver;;
-*)
-
-
-(*
-let apply_to_goals env is_passive_empty theorems active goals =
- debug_print (lazy "\n\n\tapply_to_goals\n\n");
- let add_to set goals =
- List.fold_left (fun s g -> GoalsSet.add g s) set goals
- in
- let rec aux set = function
- | [] ->
- debug_print (lazy "HERE!!!");
- if is_passive_empty then raise SearchSpaceOver else false, set
- | goals::tl ->
- let res = apply_to_goal_conj env theorems active goals in
- match res with
- | `Ok newgoals ->
- let _ =
- let d, p, t =
- match newgoals with
- | (d, (p, _, t)::_) -> d, p, t
- | _ -> assert false
- in
- debug_print
- (lazy
- (Printf.sprintf "\nOK!!!!\ndepth: %d\nProof: %s\ngoal: %s\n"
- d (string_of_proof p) (CicPp.ppterm t)))
- in
- true, GoalsSet.singleton newgoals
- | `GoOn newgoals ->
- let set' = add_to set (goals::tl) in
- let set' = add_to set' newgoals in
- false, set'
- | `No newgoals ->
- aux set tl
- in
- let n = List.length goals in
- let res, goals = aux (add_to GoalsSet.empty goals) goals in
- let goals = GoalsSet.elements goals in
- debug_print (lazy "\n\tapply_to_goals end\n");
- let m = List.length goals in
- if m = n && is_passive_empty then
- raise SearchSpaceOver
- else
- res, goals
-;;
-*)
-
-
-(* sorts the list of passive goals to minimize the search for a proof (doesn't
- work that well yet...) *)
-let sort_passive_goals goals =
- List.stable_sort
- (fun (d1, l1) (d2, l2) ->
- let r1 = d2 - d1
- and r2 = (List.length l1) - (List.length l2) in
- let foldfun ht (_, _, t) =
- let _ = List.map (fun i -> Hashtbl.replace ht i 1) (metas_of_term t)
- in ht
- in
- let m1 = Hashtbl.length (List.fold_left foldfun (Hashtbl.create 3) l1)
- and m2 = Hashtbl.length (List.fold_left foldfun (Hashtbl.create 3) l2)
- in let r3 = m1 - m2 in
- if r3 <> 0 then r3
- else if r2 <> 0 then r2
- else r1)
- (* let _, _, g1 = List.hd l1 *)
-(* and _, _, g2 = List.hd l2 in *)
-(* let e1 = if Inference.term_is_equality g1 then 0 else 1 *)
-(* and e2 = if Inference.term_is_equality g2 then 0 else 1 *)
-(* in let r4 = e1 - e2 in *)
-(* if r4 <> 0 then r3 else r1) *)
- goals
-;;
-
-
-let print_goals goals =
- (String.concat "\n"
- (List.map
- (fun (d, gl) ->
- let gl' =
- List.map
- (fun (p, _, t) ->
- (* (string_of_proof p) ^ ", " ^ *) (CicPp.ppterm t)) gl
- in
- Printf.sprintf "%d: %s" d (String.concat "; " gl')) goals))
-;;
-
-
-(* tries to prove the first conjunction in goals with applications of
- theorems/equalities, returning new sub-goals or an indication of success *)
-let apply_goal_to_theorems dbd env theorems ?passive active goals =
- let theorems, _ = theorems in
- let a_goals, p_goals = goals in
- let goal = List.hd a_goals in
- let not_in_active gl =
- not
- (List.exists
- (fun (_, gl') ->
- if (List.length gl) = (List.length gl') then
- List.for_all2 (fun (_, _, g1) (_, _, g2) -> g1 = g2) gl gl'
- else
- false)
- a_goals)
- in
- let aux theorems =
- let res = apply_to_goal_conj env theorems ?passive active goal in
- match res with
- | `Ok newgoals ->
- true, ([newgoals], [])
- | `No _ ->
- false, (a_goals, p_goals)
- | `GoOn newgoals ->
- let newgoals =
- List.filter
- (fun (d, gl) ->
- (d <= !maxdepth) && (List.length gl) <= !maxwidth &&
- not_in_active gl)
- newgoals in
- let p_goals = newgoals @ p_goals in
- let p_goals = sort_passive_goals p_goals in
- false, (a_goals, p_goals)
- in
- aux theorems
-;;
-
-
-let apply_theorem_to_goals env theorems active goals =
- let a_goals, p_goals = goals in
- let theorem = List.hd (fst theorems) in
- let theorems = [theorem] in
- let rec aux p = function
- | [] -> false, ([], p)
- | goal::tl ->
- let res = apply_to_goal_conj env theorems active goal in
- match res with
- | `Ok newgoals -> true, ([newgoals], [])
- | `No _ -> aux p tl
- | `GoOn newgoals -> aux (newgoals @ p) tl
- in
- let ok, (a, p) = aux p_goals a_goals in
- if ok then
- ok, (a, p)
- else
- let p_goals =
- List.stable_sort
- (fun (d1, l1) (d2, l2) ->
- let r = d2 - d1 in
- if r <> 0 then r
- else let r = (List.length l1) - (List.length l2) in
- if r <> 0 then r
- else
- let res = ref 0 in
- let _ =
- List.exists2
- (fun (_, _, t1) (_, _, t2) ->
- let r = Pervasives.compare t1 t2 in
- if r <> 0 then (res := r; true) else false) l1 l2
- in !res)
- p
- in
- ok, (a_goals, p_goals)
-;;
-
-
-(* given-clause algorithm with lazy reduction strategy *)
-let rec given_clause dbd env goals theorems passive active =
- let goals = simplify_goals env goals active in
- let ok, goals = activate_goal goals in
- (* let theorems = simplify_theorems env theorems active in *)
- if ok then
- let ok, goals = apply_goal_to_theorems dbd env theorems active goals in
- if ok then
- let proof =
- match (fst goals) with
- | (_, [proof, _, _])::_ -> Some proof
- | _ -> assert false
- in
- ParamodulationSuccess (proof, env)
- else
- given_clause_aux dbd env goals theorems passive active
- else
-(* let ok', theorems = activate_theorem theorems in *)
- let ok', theorems = false, theorems in
- if ok' then
- let ok, goals = apply_theorem_to_goals env theorems active goals in
- if ok then
- let proof =
- match (fst goals) with
- | (_, [proof, _, _])::_ -> Some proof
- | _ -> assert false
- in
- ParamodulationSuccess (proof, env)
- else
- given_clause_aux dbd env goals theorems passive active
- else
- if (passive_is_empty passive) then ParamodulationFailure
- else given_clause_aux dbd env goals theorems passive active
-
-and given_clause_aux dbd env goals theorems passive active =
- let time1 = Unix.gettimeofday () in
-
- let selection_estimate = get_selection_estimate () in
- let kept = size_of_passive passive in
- let passive =
- if !time_limit = 0. || !processed_clauses = 0 then
- passive
- else if !elapsed_time > !time_limit then (
- debug_print (lazy (Printf.sprintf "Time limit (%.2f) reached: %.2f\n"
- !time_limit !elapsed_time));
- make_passive [] []
- ) else if kept > selection_estimate then (
- debug_print
- (lazy (Printf.sprintf ("Too many passive equalities: pruning..." ^^
- "(kept: %d, selection_estimate: %d)\n")
- kept selection_estimate));
- prune_passive selection_estimate active passive
- ) else
- passive
- in
-
- let time2 = Unix.gettimeofday () in
- passive_maintainance_time := !passive_maintainance_time +. (time2 -. time1);
-
- kept_clauses := (size_of_passive passive) + (size_of_active active);
- match passive_is_empty passive with
- | true -> (* ParamodulationFailure *)
- given_clause dbd env goals theorems passive active
- | false ->
- let (sign, current), passive = select env (fst goals) passive active in
- let time1 = Unix.gettimeofday () in
- let res = forward_simplify env (sign, current) ~passive active in
- let time2 = Unix.gettimeofday () in
- forward_simpl_time := !forward_simpl_time +. (time2 -. time1);
- match res with
- | None ->
- given_clause dbd env goals theorems passive active
- | Some (sign, current) ->
- if (sign = Negative) && (is_identity env current) then (
- debug_print
- (lazy (Printf.sprintf "OK!!! %s %s" (string_of_sign sign)
- (string_of_equality ~env current)));
- let _, proof, _, _, _ = current in
- ParamodulationSuccess (Some proof, env)
- ) else (
- debug_print
- (lazy "\n================================================");
- debug_print (lazy (Printf.sprintf "selected: %s %s"
- (string_of_sign sign)
- (string_of_equality ~env current)));
-
- let t1 = Unix.gettimeofday () in
- let new' = infer env sign current active in
- let t2 = Unix.gettimeofday () in
- infer_time := !infer_time +. (t2 -. t1);
-
- let res, goal' = contains_empty env new' in
- if res then
- let proof =
- match goal' with
- | Some goal -> let _, proof, _, _, _ = goal in Some proof
- | None -> None
- in
- ParamodulationSuccess (proof, env)
- else
- let t1 = Unix.gettimeofday () in
- let new' = forward_simplify_new env new' active in
- let t2 = Unix.gettimeofday () in
- let _ =
- forward_simpl_new_time :=
- !forward_simpl_new_time +. (t2 -. t1)
- in
- let active =
- match sign with
- | Negative -> active
- | Positive ->
- let t1 = Unix.gettimeofday () in
- let active, _, newa, _ =
- backward_simplify env ([], [current]) active
- in
- let t2 = Unix.gettimeofday () in
- backward_simpl_time :=
- !backward_simpl_time +. (t2 -. t1);
- match newa with
- | None -> active
- | Some (n, p) ->
- let al, tbl = active in
- let nn = List.map (fun e -> Negative, e) n in
- let pp, tbl =
- List.fold_right
- (fun e (l, t) ->
- (Positive, e)::l,
- Indexing.index tbl e)
- p ([], tbl)
- in
- nn @ al @ pp, tbl
- in
- match contains_empty env new' with
- | false, _ ->
- let active =
- let al, tbl = active in
- match sign with
- | Negative -> (sign, current)::al, tbl
- | Positive ->
- al @ [(sign, current)], Indexing.index tbl current
- in
- let passive = add_to_passive passive new' in
- let (_, ns), (_, ps), _ = passive in
- given_clause dbd env goals theorems passive active
- | true, goal ->
- let proof =
- match goal with
- | Some goal ->
- let _, proof, _, _, _ = goal in Some proof
- | None -> None
- in
- ParamodulationSuccess (proof, env)
- )
-;;
-
-
-(** given-clause algorithm with full reduction strategy *)
-let rec given_clause_fullred dbd env goals theorems passive active =
- let goals = simplify_goals env goals ~passive active in
- let ok, goals = activate_goal goals in
-(* let theorems = simplify_theorems env theorems ~passive active in *)
- if ok then
-(* let _ = *)
-(* debug_print *)
-(* (lazy *)
-(* (Printf.sprintf "\ngoals = \nactive\n%s\npassive\n%s\n" *)
-(* (print_goals (fst goals)) (print_goals (snd goals)))); *)
-(* let current = List.hd (fst goals) in *)
-(* let p, _, t = List.hd (snd current) in *)
-(* debug_print *)
-(* (lazy *)
-(* (Printf.sprintf "goal activated:\n%s\n%s\n" *)
-(* (CicPp.ppterm t) (string_of_proof p))); *)
-(* in *)
- let ok, goals =
- apply_goal_to_theorems dbd env theorems ~passive active goals
- in
- if ok then
- let proof =
- match (fst goals) with
- | (_, [proof, _, _])::_ -> Some proof
- | _ -> assert false
- in
- ParamodulationSuccess (proof, env)
- else
- given_clause_fullred_aux dbd env goals theorems passive active
- else
-(* let ok', theorems = activate_theorem theorems in *)
-(* if ok' then *)
-(* let ok, goals = apply_theorem_to_goals env theorems active goals in *)
-(* if ok then *)
-(* let proof = *)
-(* match (fst goals) with *)
-(* | (_, [proof, _, _])::_ -> Some proof *)
-(* | _ -> assert false *)
-(* in *)
-(* ParamodulationSuccess (proof, env) *)
-(* else *)
-(* given_clause_fullred_aux env goals theorems passive active *)
-(* else *)
- if (passive_is_empty passive) then ParamodulationFailure
- else given_clause_fullred_aux dbd env goals theorems passive active
-
-and given_clause_fullred_aux dbd env goals theorems passive active =
- let time1 = Unix.gettimeofday () in
-
- let selection_estimate = get_selection_estimate () in
- let kept = size_of_passive passive in
- let passive =
- if !time_limit = 0. || !processed_clauses = 0 then
- passive
- else if !elapsed_time > !time_limit then (
- debug_print (lazy (Printf.sprintf "Time limit (%.2f) reached: %.2f\n"
- !time_limit !elapsed_time));
- make_passive [] []
- ) else if kept > selection_estimate then (
- debug_print
- (lazy (Printf.sprintf ("Too many passive equalities: pruning..." ^^
- "(kept: %d, selection_estimate: %d)\n")
- kept selection_estimate));
- prune_passive selection_estimate active passive
- ) else
- passive
- in
-
- let time2 = Unix.gettimeofday () in
- passive_maintainance_time := !passive_maintainance_time +. (time2 -. time1);
-
- kept_clauses := (size_of_passive passive) + (size_of_active active);
- match passive_is_empty passive with
- | true -> (* ParamodulationFailure *)
- given_clause_fullred dbd env goals theorems passive active
- | false ->
- let (sign, current), passive = select env (fst goals) passive active in
- let time1 = Unix.gettimeofday () in
- let res = forward_simplify env (sign, current) ~passive active in
- let time2 = Unix.gettimeofday () in
- forward_simpl_time := !forward_simpl_time +. (time2 -. time1);
- match res with
- | None ->
- given_clause_fullred dbd env goals theorems passive active
- | Some (sign, current) ->
- if (sign = Negative) && (is_identity env current) then (
- debug_print
- (lazy (Printf.sprintf "OK!!! %s %s" (string_of_sign sign)
- (string_of_equality ~env current)));
- let _, proof, _, _, _ = current in
- ParamodulationSuccess (Some proof, env)
- ) else (
- debug_print
- (lazy "\n================================================");
- debug_print (lazy (Printf.sprintf "selected: %s %s"
- (string_of_sign sign)
- (string_of_equality ~env current)));
-
- let t1 = Unix.gettimeofday () in
- let new' = infer env sign current active in
- let t2 = Unix.gettimeofday () in
- infer_time := !infer_time +. (t2 -. t1);
-
- let active =
- if is_identity env current then active
- else
- let al, tbl = active in
- match sign with
- | Negative -> (sign, current)::al, tbl
- | Positive ->
- al @ [(sign, current)], Indexing.index tbl current
- in
- let rec simplify new' active passive =
- let t1 = Unix.gettimeofday () in
- let new' = forward_simplify_new env new' ~passive active in
- let t2 = Unix.gettimeofday () in
- forward_simpl_new_time :=
- !forward_simpl_new_time +. (t2 -. t1);
- let t1 = Unix.gettimeofday () in
- let active, passive, newa, retained =
- backward_simplify env new' ~passive active in
- let t2 = Unix.gettimeofday () in
- backward_simpl_time := !backward_simpl_time +. (t2 -. t1);
- match newa, retained with
- | None, None -> active, passive, new'
- | Some (n, p), None
- | None, Some (n, p) ->
- let nn, np = new' in
- simplify (nn @ n, np @ p) active passive
- | Some (n, p), Some (rn, rp) ->
- let nn, np = new' in
- simplify (nn @ n @ rn, np @ p @ rp) active passive
- in
- let active, passive, new' = simplify new' active passive in
-
- let k = size_of_passive passive in
- if k < (kept - 1) then
- processed_clauses := !processed_clauses + (kept - 1 - k);
-
- let _ =
- debug_print
- (lazy
- (Printf.sprintf "active:\n%s\n"
- (String.concat "\n"
- ((List.map
- (fun (s, e) -> (string_of_sign s) ^ " " ^
- (string_of_equality ~env e))
- (fst active))))))
- in
- let _ =
- match new' with
- | neg, pos ->
- debug_print
- (lazy
- (Printf.sprintf "new':\n%s\n"
- (String.concat "\n"
- ((List.map
- (fun e -> "Negative " ^
- (string_of_equality ~env e)) neg) @
- (List.map
- (fun e -> "Positive " ^
- (string_of_equality ~env e)) pos)))))
- in
- match contains_empty env new' with
- | false, _ ->
- let passive = add_to_passive passive new' in
- given_clause_fullred dbd env goals theorems passive active
- | true, goal ->
- let proof =
- match goal with
- | Some goal -> let _, proof, _, _, _ = goal in Some proof
- | None -> None
- in
- ParamodulationSuccess (proof, env)
- )
-;;
-
-
-
-let main dbd full term metasenv ugraph =
- let module C = Cic in
- let module T = CicTypeChecker in
- let module PET = ProofEngineTypes in
- let module PP = CicPp in
- let proof = None, (1, [], term)::metasenv, C.Meta (1, []), term in
- let status = PET.apply_tactic (PrimitiveTactics.intros_tac ()) (proof, 1) in
- let proof, goals = status in
- let goal' = List.nth goals 0 in
- let _, metasenv, meta_proof, _ = proof in
- let _, context, goal = CicUtil.lookup_meta goal' metasenv in
- let eq_indexes, equalities, maxm = find_equalities context proof in
- let lib_eq_uris, library_equalities, maxm =
- find_library_equalities dbd context (proof, goal') (maxm+2)
- in
- let library_equalities = List.map snd library_equalities in
- maxmeta := maxm+2; (* TODO ugly!! *)
- let irl = CicMkImplicit.identity_relocation_list_for_metavariable context in
- let new_meta_goal, metasenv, type_of_goal =
- let _, context, ty = CicUtil.lookup_meta goal' metasenv in
- debug_print
- (lazy
- (Printf.sprintf "\n\nTIPO DEL GOAL: %s\n\n" (CicPp.ppterm ty)));
- Cic.Meta (maxm+1, irl),
- (maxm+1, context, ty)::metasenv,
- ty
- in
- let env = (metasenv, context, ugraph) in
- let t1 = Unix.gettimeofday () in
- let theorems =
- if full then
- let theorems = find_library_theorems dbd env (proof, goal') lib_eq_uris in
- let context_hyp = find_context_hypotheses env eq_indexes in
- context_hyp @ theorems, []
- else
- let refl_equal =
- let us = UriManager.string_of_uri (LibraryObjects.eq_URI ()) in
- UriManager.uri_of_string (us ^ "#xpointer(1/1/1)")
- in
- let t = CicUtil.term_of_uri refl_equal in
- let ty, _ = CicTypeChecker.type_of_aux' [] [] t CicUniv.empty_ugraph in
- [(t, ty, [])], []
- in
- let t2 = Unix.gettimeofday () in
- debug_print
- (lazy
- (Printf.sprintf "Time to retrieve theorems: %.9f\n" (t2 -. t1)));
- let _ =
- debug_print
- (lazy
- (Printf.sprintf
- "Theorems:\n-------------------------------------\n%s\n"
- (String.concat "\n"
- (List.map
- (fun (t, ty, _) ->
- Printf.sprintf
- "Term: %s, type: %s" (CicPp.ppterm t) (CicPp.ppterm ty))
- (fst theorems)))))
- in
- try
- let goal = Inference.BasicProof new_meta_goal, [], goal in
- let equalities =
- let equalities = equalities @ library_equalities in
- debug_print
- (lazy
- (Printf.sprintf "equalities:\n%s\n"
- (String.concat "\n"
- (List.map string_of_equality equalities))));
- debug_print (lazy "SIMPLYFYING EQUALITIES...");
- let rec simpl e others others_simpl =
- let active = others @ others_simpl in
- let tbl =
- List.fold_left
- (fun t (_, e) -> Indexing.index t e)
- (Indexing.empty_table ()) active
- in
- let res = forward_simplify env e (active, tbl) in
- match others with
- | hd::tl -> (
- match res with
- | None -> simpl hd tl others_simpl
- | Some e -> simpl hd tl (e::others_simpl)
- )
- | [] -> (
- match res with
- | None -> others_simpl
- | Some e -> e::others_simpl
- )
- in
- match equalities with
- | [] -> []
- | hd::tl ->
- let others = List.map (fun e -> (Positive, e)) tl in
- let res =
- List.rev (List.map snd (simpl (Positive, hd) others []))
- in
- debug_print
- (lazy
- (Printf.sprintf "equalities AFTER:\n%s\n"
- (String.concat "\n"
- (List.map string_of_equality res))));
- res
- in
- let active = make_active () in
- let passive = make_passive [] equalities in
- Printf.printf "\ncurrent goal: %s\n"
- (let _, _, g = goal in CicPp.ppterm g);
- Printf.printf "\ncontext:\n%s\n" (PP.ppcontext context);
- Printf.printf "\nmetasenv:\n%s\n" (print_metasenv metasenv);
- Printf.printf "\nequalities:\n%s\n"
- (String.concat "\n"
- (List.map
- (string_of_equality ~env) equalities));
-(* (equalities @ library_equalities))); *)
- print_endline "--------------------------------------------------";
- let start = Unix.gettimeofday () in
- print_endline "GO!";
- start_time := Unix.gettimeofday ();
- let res =
- let goals = make_goals goal in
- (if !use_fullred then given_clause_fullred else given_clause)
- dbd env goals theorems passive active
- in
- let finish = Unix.gettimeofday () in
- let _ =
- match res with
- | ParamodulationFailure ->
- Printf.printf "NO proof found! :-(\n\n"
- | ParamodulationSuccess (Some proof, env) ->
- let proof = Inference.build_proof_term proof in
- Printf.printf "OK, found a proof!\n";
- (* REMEMBER: we have to instantiate meta_proof, we should use
- apply the "apply" tactic to proof and status
- *)
- let names = names_of_context context in
- print_endline (PP.pp proof names);
- let newmetasenv =
- List.fold_left
- (fun m (_, _, _, menv, _) -> m @ menv) metasenv equalities
- in
- let _ =
- try
- let ty, ug =
- CicTypeChecker.type_of_aux' newmetasenv context proof ugraph
- in
- print_endline (string_of_float (finish -. start));
- Printf.printf
- "\nGOAL was: %s\nPROOF has type: %s\nconvertible?: %s\n\n"
- (CicPp.pp type_of_goal names) (CicPp.pp ty names)
- (string_of_bool
- (fst (CicReduction.are_convertible
- context type_of_goal ty ug)));
- with e ->
- Printf.printf "\nEXCEPTION!!! %s\n" (Printexc.to_string e);
- Printf.printf "MAXMETA USED: %d\n" !maxmeta;
- print_endline (string_of_float (finish -. start));
- in
- ()
-
- | ParamodulationSuccess (None, env) ->
- Printf.printf "Success, but no proof?!?\n\n"
- in
- Printf.printf ("infer_time: %.9f\nforward_simpl_time: %.9f\n" ^^
- "forward_simpl_new_time: %.9f\n" ^^
- "backward_simpl_time: %.9f\n")
- !infer_time !forward_simpl_time !forward_simpl_new_time
- !backward_simpl_time;
- Printf.printf "passive_maintainance_time: %.9f\n"
- !passive_maintainance_time;
- Printf.printf " successful unification/matching time: %.9f\n"
- !Indexing.match_unif_time_ok;
- Printf.printf " failed unification/matching time: %.9f\n"
- !Indexing.match_unif_time_no;
- Printf.printf " indexing retrieval time: %.9f\n"
- !Indexing.indexing_retrieval_time;
- Printf.printf " demodulate_term.build_newtarget_time: %.9f\n"
- !Indexing.build_newtarget_time;
- Printf.printf "derived %d clauses, kept %d clauses.\n"
- !derived_clauses !kept_clauses;
- with exc ->
- print_endline ("EXCEPTION: " ^ (Printexc.to_string exc));
- raise exc
-;;
-
-
-let default_depth = !maxdepth
-and default_width = !maxwidth;;
-
-let reset_refs () =
- maxmeta := 0;
- symbols_counter := 0;
- weight_age_counter := !weight_age_ratio;
- processed_clauses := 0;
- start_time := 0.;
- elapsed_time := 0.;
- maximal_retained_equality := None;
- infer_time := 0.;
- forward_simpl_time := 0.;
- forward_simpl_new_time := 0.;
- backward_simpl_time := 0.;
- passive_maintainance_time := 0.;
- derived_clauses := 0;
- kept_clauses := 0;
-;;
-
-let saturate
- dbd ?(full=false) ?(depth=default_depth) ?(width=default_width) status =
- let module C = Cic in
- reset_refs ();
- Indexing.init_index ();
- maxdepth := depth;
- maxwidth := width;
- let proof, goal = status in
- let goal' = goal in
- let uri, metasenv, meta_proof, term_to_prove = proof in
- let _, context, goal = CicUtil.lookup_meta goal' metasenv in
- let eq_indexes, equalities, maxm = find_equalities context proof in
- let new_meta_goal, metasenv, type_of_goal =
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let _, context, ty = CicUtil.lookup_meta goal' metasenv in
- debug_print
- (lazy (Printf.sprintf "\n\nTIPO DEL GOAL: %s\n" (CicPp.ppterm ty)));
- Cic.Meta (maxm+1, irl),
- (maxm+1, context, ty)::metasenv,
- ty
- in
- let ugraph = CicUniv.empty_ugraph in
- let env = (metasenv, context, ugraph) in
- let goal = Inference.BasicProof new_meta_goal, [], goal in
- let res, time =
- let t1 = Unix.gettimeofday () in
- let lib_eq_uris, library_equalities, maxm =
- find_library_equalities dbd context (proof, goal') (maxm+2)
- in
- let library_equalities = List.map snd library_equalities in
- let t2 = Unix.gettimeofday () in
- maxmeta := maxm+2;
- let equalities =
- let equalities = equalities @ library_equalities in
- debug_print
- (lazy
- (Printf.sprintf "equalities:\n%s\n"
- (String.concat "\n"
- (List.map string_of_equality equalities))));
- debug_print (lazy "SIMPLYFYING EQUALITIES...");
- let rec simpl e others others_simpl =
- let active = others @ others_simpl in
- let tbl =
- List.fold_left
- (fun t (_, e) -> Indexing.index t e)
- (Indexing.empty_table ()) active
- in
- let res = forward_simplify env e (active, tbl) in
- match others with
- | hd::tl -> (
- match res with
- | None -> simpl hd tl others_simpl
- | Some e -> simpl hd tl (e::others_simpl)
- )
- | [] -> (
- match res with
- | None -> others_simpl
- | Some e -> e::others_simpl
- )
- in
- match equalities with
- | [] -> []
- | hd::tl ->
- let others = List.map (fun e -> (Positive, e)) tl in
- let res =
- List.rev (List.map snd (simpl (Positive, hd) others []))
- in
- debug_print
- (lazy
- (Printf.sprintf "equalities AFTER:\n%s\n"
- (String.concat "\n"
- (List.map string_of_equality res))));
- res
- in
- debug_print
- (lazy
- (Printf.sprintf "Time to retrieve equalities: %.9f\n" (t2 -. t1)));
- let t1 = Unix.gettimeofday () in
- let theorems =
- if full then
- let thms = find_library_theorems dbd env (proof, goal') lib_eq_uris in
- let context_hyp = find_context_hypotheses env eq_indexes in
- context_hyp @ thms, []
- else
- let refl_equal =
- let us = UriManager.string_of_uri (LibraryObjects.eq_URI ()) in
- UriManager.uri_of_string (us ^ "#xpointer(1/1/1)")
- in
- let t = CicUtil.term_of_uri refl_equal in
- let ty, _ = CicTypeChecker.type_of_aux' [] [] t CicUniv.empty_ugraph in
- [(t, ty, [])], []
- in
- let t2 = Unix.gettimeofday () in
- let _ =
- debug_print
- (lazy
- (Printf.sprintf
- "Theorems:\n-------------------------------------\n%s\n"
- (String.concat "\n"
- (List.map
- (fun (t, ty, _) ->
- Printf.sprintf
- "Term: %s, type: %s"
- (CicPp.ppterm t) (CicPp.ppterm ty))
- (fst theorems)))));
- debug_print
- (lazy
- (Printf.sprintf "Time to retrieve theorems: %.9f\n" (t2 -. t1)));
- in
- let active = make_active () in
- let passive = make_passive [] equalities in
- let start = Unix.gettimeofday () in
- let res =
- let goals = make_goals goal in
- given_clause_fullred dbd env goals theorems passive active
- in
- let finish = Unix.gettimeofday () in
- (res, finish -. start)
- in
- match res with
- | ParamodulationSuccess (Some proof, env) ->
- debug_print (lazy "OK, found a proof!");
- let proof = Inference.build_proof_term proof in
- let names = names_of_context context in
- let newmetasenv =
- let i1 =
- match new_meta_goal with
- | C.Meta (i, _) -> i | _ -> assert false
- in
- List.filter (fun (i, _, _) -> i <> i1 && i <> goal') metasenv
- in
- let newstatus =
- try
- let ty, ug =
- CicTypeChecker.type_of_aux' newmetasenv context proof ugraph
- in
- debug_print (lazy (CicPp.pp proof [](* names *)));
- debug_print
- (lazy
- (Printf.sprintf
- "\nGOAL was: %s\nPROOF has type: %s\nconvertible?: %s\n"
- (CicPp.pp type_of_goal names) (CicPp.pp ty names)
- (string_of_bool
- (fst (CicReduction.are_convertible
- context type_of_goal ty ug)))));
- let equality_for_replace i t1 =
- match t1 with
- | C.Meta (n, _) -> n = i
- | _ -> false
- in
- let real_proof =
- ProofEngineReduction.replace
- ~equality:equality_for_replace
- ~what:[goal'] ~with_what:[proof]
- ~where:meta_proof
- in
- debug_print
- (lazy
- (Printf.sprintf "status:\n%s\n%s\n%s\n%s\n"
- (match uri with Some uri -> UriManager.string_of_uri uri
- | None -> "")
- (print_metasenv newmetasenv)
- (CicPp.pp real_proof [](* names *))
- (CicPp.pp term_to_prove names)));
- ((uri, newmetasenv, real_proof, term_to_prove), [])
- with CicTypeChecker.TypeCheckerFailure _ ->
- debug_print (lazy "THE PROOF DOESN'T TYPECHECK!!!");
- debug_print (lazy (CicPp.pp proof names));
- raise (ProofEngineTypes.Fail
- (lazy "Found a proof, but it doesn't typecheck"))
- in
- debug_print (lazy (Printf.sprintf "\nTIME NEEDED: %.9f" time));
- newstatus
- | _ ->
- raise (ProofEngineTypes.Fail (lazy "NO proof found"))
-;;
-
-(* dummy function called within matita to trigger linkage *)
-let init () = ();;
-
-
-(* UGLY SIDE EFFECT... *)
-if connect_to_auto then (
- AutoTactic.paramodulation_tactic := saturate;
- AutoTactic.term_is_equality := Inference.term_is_equality;
-);;
-
-
-let retrieve_and_print dbd term metasenv ugraph =
- let module C = Cic in
- let module T = CicTypeChecker in
- let module PET = ProofEngineTypes in
- let module PP = CicPp in
- let proof = None, (1, [], term)::metasenv, C.Meta (1, []), term in
- let status = PET.apply_tactic (PrimitiveTactics.intros_tac ()) (proof, 1) in
- let proof, goals = status in
- let goal' = List.nth goals 0 in
- let uri, metasenv, meta_proof, term_to_prove = proof in
- let _, context, goal = CicUtil.lookup_meta goal' metasenv in
- let eq_indexes, equalities, maxm = find_equalities context proof in
- let new_meta_goal, metasenv, type_of_goal =
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let _, context, ty = CicUtil.lookup_meta goal' metasenv in
- debug_print
- (lazy (Printf.sprintf "\n\nTIPO DEL GOAL: %s\n" (CicPp.ppterm ty)));
- Cic.Meta (maxm+1, irl),
- (maxm+1, context, ty)::metasenv,
- ty
- in
- let ugraph = CicUniv.empty_ugraph in
- let env = (metasenv, context, ugraph) in
- let goal = Inference.BasicProof new_meta_goal, [], goal in
- let t1 = Unix.gettimeofday () in
- let lib_eq_uris, library_equalities, maxm =
- find_library_equalities dbd context (proof, goal') (maxm+2)
- in
- let t2 = Unix.gettimeofday () in
- maxmeta := maxm+2;
- let equalities =
- let equalities = (* equalities @ *) library_equalities in
- debug_print
- (lazy
- (Printf.sprintf "\n\nequalities:\n%s\n"
- (String.concat "\n"
- (List.map
- (fun (u, e) ->
-(* Printf.sprintf "%s: %s" *)
- (UriManager.string_of_uri u)
-(* (string_of_equality e) *)
- )
- equalities))));
- debug_print (lazy "SIMPLYFYING EQUALITIES...");
- let rec simpl e others others_simpl =
- let (u, e) = e in
- let active = List.map (fun (u, e) -> (Positive, e))
- (others @ others_simpl) in
- let tbl =
- List.fold_left
- (fun t (_, e) -> Indexing.index t e)
- (Indexing.empty_table ()) active
- in
- let res = forward_simplify env (Positive, e) (active, tbl) in
- match others with
- | hd::tl -> (
- match res with
- | None -> simpl hd tl others_simpl
- | Some e -> simpl hd tl ((u, (snd e))::others_simpl)
- )
- | [] -> (
- match res with
- | None -> others_simpl
- | Some e -> (u, (snd e))::others_simpl
- )
- in
- match equalities with
- | [] -> []
- | hd::tl ->
- let others = tl in (* List.map (fun e -> (Positive, e)) tl in *)
- let res =
- List.rev (simpl (*(Positive,*) hd others [])
- in
- debug_print
- (lazy
- (Printf.sprintf "\nequalities AFTER:\n%s\n"
- (String.concat "\n"
- (List.map
- (fun (u, e) ->
- Printf.sprintf "%s: %s"
- (UriManager.string_of_uri u)
- (string_of_equality e)
- )
- res))));
- res
- in
- debug_print
- (lazy
- (Printf.sprintf "Time to retrieve equalities: %.9f\n" (t2 -. t1)))
-;;
+++ /dev/null
-open Path_indexing
-
-(*
-let build_equality term =
- let module C = Cic in
- C.Implicit None, (C.Implicit None, term, C.Rel 1, Utils.Gt), [], []
-;;
-
-
-(*
- f = Rel 1
- g = Rel 2
- a = Rel 3
- b = Rel 4
- c = Rel 5
-*)
-let path_indexing_test () =
- let module C = Cic in
- let terms = [
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Meta (1, [])]; C.Rel 5];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 4]; C.Meta (1, [])];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Rel 4]; C.Rel 5];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 5]; C.Rel 4];
- C.Appl [C.Rel 1; C.Meta (1, []); C.Meta (1, [])]
- ] in
- let path_strings = List.map (path_strings_of_term 0) terms in
- let table =
- List.fold_left index PSTrie.empty (List.map build_equality terms) in
- let query =
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 4]; C.Rel 5] in
- let matches = retrieve_generalizations table query in
- let unifications = retrieve_unifiables table query in
- let eq1 = build_equality (C.Appl [C.Rel 1; C.Meta (1, []); C.Meta (1, [])])
- and eq2 = build_equality (C.Appl [C.Rel 1; C.Meta (1, []); C.Meta (2, [])]) in
- let res1 = in_index table eq1
- and res2 = in_index table eq2 in
- let print_results res =
- String.concat "\n"
- (PosEqSet.fold
- (fun (p, e) l ->
- let s =
- "(" ^ (Utils.string_of_pos p) ^ ", " ^
- (Inference.string_of_equality e) ^ ")"
- in
- s::l)
- res [])
- in
- Printf.printf "path_strings:\n%s\n\n"
- (String.concat "\n"
- (List.map
- (fun l ->
- "{" ^ (String.concat "; " (List.map string_of_path_string l)) ^ "}"
- ) path_strings));
- Printf.printf "table:\n%s\n\n" (string_of_pstrie table);
- Printf.printf "matches:\n%s\n\n" (print_results matches);
- Printf.printf "unifications:\n%s\n\n" (print_results unifications);
- Printf.printf "in_index %s: %s\n"
- (Inference.string_of_equality eq1) (string_of_bool res1);
- Printf.printf "in_index %s: %s\n"
- (Inference.string_of_equality eq2) (string_of_bool res2);
-;;
-
-
-let differing () =
- let module C = Cic in
- let t1 =
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Meta (1, [])]; C.Rel 5]
- and t2 =
- C.Appl [C.Rel 1; C.Appl [C.Rel 5; C.Rel 4; C.Meta (1, [])]; C.Rel 5]
- in
- let res = Inference.extract_differing_subterms t1 t2 in
- match res with
- | None -> print_endline "NO DIFFERING SUBTERMS???"
- | Some (t1, t2) ->
- Printf.printf "OK: %s, %s\n" (CicPp.ppterm t1) (CicPp.ppterm t2);
-;;
-
-
-let next_after () =
- let module C = Cic in
- let t =
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Rel 4]; C.Rel 5]
- in
- let pos1 = Discrimination_tree.next_t [1] t in
- let pos2 = Discrimination_tree.after_t [1] t in
- Printf.printf "next_t 1: %s\nafter_t 1: %s\n"
- (CicPp.ppterm (Discrimination_tree.subterm_at_pos pos1 t))
- (CicPp.ppterm (Discrimination_tree.subterm_at_pos pos2 t));
-;;
-
-
-let discrimination_tree_test () =
- let module C = Cic in
- let terms = [
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Meta (1, [])]; C.Rel 5];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 4]; C.Meta (1, [])];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Rel 3; C.Rel 4]; C.Rel 5];
- C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 5]; C.Rel 4];
- C.Appl [C.Rel 10; C.Meta (5, []); C.Rel 11]
- ] in
- let path_strings =
- List.map Discrimination_tree.path_string_of_term terms in
- let table =
- List.fold_left
- Discrimination_tree.index
- Discrimination_tree.DiscriminationTree.empty
- (List.map build_equality terms)
- in
-(* let query = *)
-(* C.Appl [C.Rel 1; C.Appl [C.Rel 2; C.Meta (1, []); C.Rel 4]; C.Rel 5] in *)
- let query = C.Appl [C.Rel 10; C.Meta (14, []); C.Meta (13, [])] in
- let matches = Discrimination_tree.retrieve_generalizations table query in
- let unifications = Discrimination_tree.retrieve_unifiables table query in
- let eq1 = build_equality (C.Appl [C.Rel 1; C.Meta (1, []); C.Meta (1, [])])
- and eq2 = build_equality (C.Appl [C.Rel 1; C.Meta (1, []); C.Meta (2, [])]) in
- let res1 = Discrimination_tree.in_index table eq1
- and res2 = Discrimination_tree.in_index table eq2 in
- let print_results res =
- String.concat "\n"
- (Discrimination_tree.PosEqSet.fold
- (fun (p, e) l ->
- let s =
- "(" ^ (Utils.string_of_pos p) ^ ", " ^
- (Inference.string_of_equality e) ^ ")"
- in
- s::l)
- res [])
- in
- Printf.printf "path_strings:\n%s\n\n"
- (String.concat "\n"
- (List.map Discrimination_tree.string_of_path_string path_strings));
- Printf.printf "table:\n%s\n\n"
- (Discrimination_tree.string_of_discrimination_tree table);
- Printf.printf "matches:\n%s\n\n" (print_results matches);
- Printf.printf "unifications:\n%s\n\n" (print_results unifications);
- Printf.printf "in_index %s: %s\n"
- (Inference.string_of_equality eq1) (string_of_bool res1);
- Printf.printf "in_index %s: %s\n"
- (Inference.string_of_equality eq2) (string_of_bool res2);
-;;
-
-
-let test_subst () =
- let module C = Cic in
- let module M = CicMetaSubst in
- let term = C.Appl [
- C.Rel 1;
- C.Appl [C.Rel 11;
- C.Meta (43, []);
- C.Appl [C.Rel 15; C.Rel 12; C.Meta (41, [])]];
- C.Appl [C.Rel 11;
- C.Appl [C.Rel 15; C.Meta (10, []); C.Meta (11, [])];
- C.Appl [C.Rel 15; C.Meta (10, []); C.Meta (12, [])]]
- ] in
- let subst1 = [
- (43, ([], C.Appl [C.Rel 15; C.Meta (10, []); C.Meta (11, [])], C.Rel 16));
- (10, ([], C.Rel 12, C.Rel 16));
- (12, ([], C.Meta (41, []), C.Rel 16))
- ]
- and subst2 = [
- (43, ([], C.Appl [C.Rel 15; C.Rel 12; C.Meta (11, [])], C.Rel 16));
- (10, ([], C.Rel 12, C.Rel 16));
- (12, ([], C.Meta (41, []), C.Rel 16))
- ] in
- let t1 = M.apply_subst subst1 term
- and t2 = M.apply_subst subst2 term in
- Printf.printf "t1 = %s\nt2 = %s\n" (CicPp.ppterm t1) (CicPp.ppterm t2);
-;;
-*)
-
-
-let test_refl () =
- let module C = Cic in
- let context = [
- Some (C.Name "H", C.Decl (
- C.Prod (C.Name "z", C.Rel 3,
- C.Appl [
- C.MutInd (HelmLibraryObjects.Logic.eq_URI, 0, []);
- C.Rel 4; C.Rel 3; C.Rel 1])));
- Some (C.Name "x", C.Decl (C.Rel 2));
- Some (C.Name "y", C.Decl (C.Rel 1));
- Some (C.Name "A", C.Decl (C.Sort C.Set))
- ]
- in
- let term = C.Appl [
- C.Const (HelmLibraryObjects.Logic.eq_ind_URI, []); C.Rel 4;
- C.Rel 2;
- C.Lambda (C.Name "z", C.Rel 4,
- C.Appl [
- C.MutInd (HelmLibraryObjects.Logic.eq_URI, 0, []);
- C.Rel 5; C.Rel 1; C.Rel 3
- ]);
- C.Appl [C.MutConstruct
- (HelmLibraryObjects.Logic.eq_URI, 0, 1, []); (* reflexivity *)
- C.Rel 4; C.Rel 2];
- C.Rel 3;
-(* C.Appl [C.Const (HelmLibraryObjects.Logic.sym_eq_URI, []); (\* symmetry *\) *)
-(* C.Rel 4; C.Appl [C.Rel 1; C.Rel 2]] *)
- C.Appl [
- C.Const (HelmLibraryObjects.Logic.eq_ind_URI, []);
- C.Rel 4; C.Rel 3;
- C.Lambda (C.Name "z", C.Rel 4,
- C.Appl [
- C.MutInd (HelmLibraryObjects.Logic.eq_URI, 0, []);
- C.Rel 5; C.Rel 1; C.Rel 4
- ]);
- C.Appl [C.MutConstruct (HelmLibraryObjects.Logic.eq_URI, 0, 1, []);
- C.Rel 4; C.Rel 3];
- C.Rel 2; C.Appl [C.Rel 1; C.Rel 2]
- ]
- ] in
- let ens = [
- (UriManager.uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/A.var",
- C.Rel 4);
- (UriManager.uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/x.var",
- C.Rel 3);
- (UriManager.uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/y.var",
- C.Rel 2);
- ] in
- let term2 = C.Appl [
- C.Const (HelmLibraryObjects.Logic.sym_eq_URI, ens);
- C.Appl [C.Rel 1; C.Rel 2]
- ] in
- let ty, ug =
- CicTypeChecker.type_of_aux' [] context term CicUniv.empty_ugraph
- in
- Printf.printf "OK, %s ha tipo %s\n" (CicPp.ppterm term) (CicPp.ppterm ty);
- let ty, ug =
- CicTypeChecker.type_of_aux' [] context term2 CicUniv.empty_ugraph
- in
- Printf.printf "OK, %s ha tipo %s\n" (CicPp.ppterm term2) (CicPp.ppterm ty);
-;;
-
-
-let test_lib () =
- let uri = Sys.argv.(1) in
- let t = CicUtil.term_of_uri (UriManager.uri_of_string uri) in
- let ty, _ = CicTypeChecker.type_of_aux' [] [] t CicUniv.empty_ugraph in
- Printf.printf "Term of %s: %s\n" uri (CicPp.ppterm t);
- Printf.printf "type: %s\n" (CicPp.ppterm ty);
-;;
-
-
-(* differing ();; *)
-(* next_after ();; *)
-(* discrimination_tree_test ();; *)
-(* path_indexing_test ();; *)
-(* test_subst ();; *)
-Helm_registry.load_from "../../matita/matita.conf.xml";
-(* test_refl ();; *)
-test_lib ();;
+++ /dev/null
-(*
- * Trie: maps over lists.
- * Copyright (C) 2000 Jean-Christophe FILLIATRE
- *
- * This software is free software; you can redistribute it and/or
- * modify it under the terms of the GNU Library General Public
- * License version 2, as published by the Free Software Foundation.
- *
- * This software is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
- *
- * See the GNU Library General Public License version 2 for more details
- * (enclosed in the file LGPL).
- *)
-
-(* $Id$ *)
-
-(*s A trie is a tree-like structure to implement dictionaries over
- keys which have list-like structures. The idea is that each node
- branches on an element of the list and stores the value associated
- to the path from the root, if any. Therefore, a trie can be
- defined as soon as a map over the elements of the list is
- given. *)
-
-
-module Make (M : Map.S) = struct
-
-(*s Then a trie is just a tree-like structure, where a possible
- information is stored at the node (['a option]) and where the sons
- are given by a map from type [key] to sub-tries, so of type
- ['a t M.t]. The empty trie is just the empty map. *)
-
- type key = M.key list
-
- type 'a t = Node of 'a option * 'a t M.t
-
- let empty = Node (None, M.empty)
-
-(*s To find a mapping in a trie is easy: when all the elements of the
- key have been read, we just inspect the optional info at the
- current node; otherwise, we descend in the appropriate sub-trie
- using [M.find]. *)
-
- let rec find l t = match (l,t) with
- | [], Node (None,_) -> raise Not_found
- | [], Node (Some v,_) -> v
- | x::r, Node (_,m) -> find r (M.find x m)
-
- let rec mem l t = match (l,t) with
- | [], Node (None,_) -> false
- | [], Node (Some _,_) -> true
- | x::r, Node (_,m) -> try mem r (M.find x m) with Not_found -> false
-
-(*s Insertion is more subtle. When the final node is reached, we just
- put the information ([Some v]). Otherwise, we have to insert the
- binding in the appropriate sub-trie [t']. But it may not exists,
- and in that case [t'] is bound to an empty trie. Then we get a new
- sub-trie [t''] by a recursive insertion and we modify the
- branching, so that it now points to [t''], with [M.add]. *)
-
- let add l v t =
- let rec ins = function
- | [], Node (_,m) -> Node (Some v,m)
- | x::r, Node (v,m) ->
- let t' = try M.find x m with Not_found -> empty in
- let t'' = ins (r,t') in
- Node (v, M.add x t'' m)
- in
- ins (l,t)
-
-(*s When removing a binding, we take care of not leaving bindings to empty
- sub-tries in the nodes. Therefore, we test wether the result [t'] of
- the recursive call is the empty trie [empty]: if so, we just remove
- the branching with [M.remove]; otherwise, we modify it with [M.add]. *)
-
- let rec remove l t = match (l,t) with
- | [], Node (_,m) -> Node (None,m)
- | x::r, Node (v,m) ->
- try
- let t' = remove r (M.find x m) in
- Node (v, if t' = empty then M.remove x m else M.add x t' m)
- with Not_found ->
- t
-
-(*s The iterators [map], [mapi], [iter] and [fold] are implemented in
- a straigthforward way using the corresponding iterators [M.map],
- [M.mapi], [M.iter] and [M.fold]. For the last three of them,
- we have to remember the path from the root, as an extra argument
- [revp]. Since elements are pushed in reverse order in [revp],
- we have to reverse it with [List.rev] when the actual binding
- has to be passed to function [f]. *)
-
- let rec map f = function
- | Node (None,m) -> Node (None, M.map (map f) m)
- | Node (Some v,m) -> Node (Some (f v), M.map (map f) m)
-
- let mapi f t =
- let rec maprec revp = function
- | Node (None,m) ->
- Node (None, M.mapi (fun x -> maprec (x::revp)) m)
- | Node (Some v,m) ->
- Node (Some (f (List.rev revp) v), M.mapi (fun x -> maprec (x::revp)) m)
- in
- maprec [] t
-
- let iter f t =
- let rec traverse revp = function
- | Node (None,m) ->
- M.iter (fun x -> traverse (x::revp)) m
- | Node (Some v,m) ->
- f (List.rev revp) v; M.iter (fun x t -> traverse (x::revp) t) m
- in
- traverse [] t
-
- let rec fold f t acc =
- let rec traverse revp t acc = match t with
- | Node (None,m) ->
- M.fold (fun x -> traverse (x::revp)) m acc
- | Node (Some v,m) ->
- f (List.rev revp) v (M.fold (fun x -> traverse (x::revp)) m acc)
- in
- traverse [] t acc
-
- let compare cmp a b =
- let rec comp a b = match a,b with
- | Node (Some _, _), Node (None, _) -> 1
- | Node (None, _), Node (Some _, _) -> -1
- | Node (None, m1), Node (None, m2) ->
- M.compare comp m1 m2
- | Node (Some a, m1), Node (Some b, m2) ->
- let c = cmp a b in
- if c <> 0 then c else M.compare comp m1 m2
- in
- comp a b
-
- let equal eq a b =
- let rec comp a b = match a,b with
- | Node (None, m1), Node (None, m2) ->
- M.equal comp m1 m2
- | Node (Some a, m1), Node (Some b, m2) ->
- eq a b && M.equal comp m1 m2
- | _ ->
- false
- in
- comp a b
-
- (* The base case is rather stupid, but constructable *)
- let is_empty = function
- | Node (None, m1) -> M.is_empty m1
- | _ -> false
-
-end
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug = true;;
-
-let debug_print s = if debug then prerr_endline (Lazy.force s);;
-
-
-let print_metasenv metasenv =
- String.concat "\n--------------------------\n"
- (List.map (fun (i, context, term) ->
- (string_of_int i) ^ " [\n" ^ (CicPp.ppcontext context) ^
- "\n] " ^ (CicPp.ppterm term))
- metasenv)
-;;
-
-
-let print_subst ?(prefix="\n") subst =
- String.concat prefix
- (List.map
- (fun (i, (c, t, ty)) ->
- Printf.sprintf "?%d -> %s : %s" i
- (CicPp.ppterm t) (CicPp.ppterm ty))
- subst)
-;;
-
-(* (weight of constants, [(meta, weight_of_meta)]) *)
-type weight = int * (int * int) list;;
-
-let string_of_weight (cw, mw) =
- let s =
- String.concat ", "
- (List.map (function (m, w) -> Printf.sprintf "(%d,%d)" m w) mw)
- in
- Printf.sprintf "[%d; %s]" cw s
-
-
-let weight_of_term ?(consider_metas=true) term =
- let module C = Cic in
- let vars_dict = Hashtbl.create 5 in
- let rec aux = function
- | C.Meta (metano, _) when consider_metas ->
- (try
- let oldw = Hashtbl.find vars_dict metano in
- Hashtbl.replace vars_dict metano (oldw+1)
- with Not_found ->
- Hashtbl.add vars_dict metano 1);
- 0
- | C.Meta _ -> 0 (* "variables" are lighter than constants and functions...*)
-
- | C.Var (_, ens)
- | C.Const (_, ens)
- | C.MutInd (_, _, ens)
- | C.MutConstruct (_, _, _, ens) ->
- List.fold_left (fun w (u, t) -> (aux t) + w) 1 ens
-
- | C.Cast (t1, t2)
- | C.Lambda (_, t1, t2)
- | C.Prod (_, t1, t2)
- | C.LetIn (_, t1, t2) ->
- let w1 = aux t1 in
- let w2 = aux t2 in
- w1 + w2 + 1
-
- | C.Appl l -> List.fold_left (+) 0 (List.map aux l)
-
- | C.MutCase (_, _, outt, t, pl) ->
- let w1 = aux outt in
- let w2 = aux t in
- let w3 = List.fold_left (+) 0 (List.map aux pl) in
- w1 + w2 + w3 + 1
-
- | C.Fix (_, fl) ->
- List.fold_left (fun w (n, i, t1, t2) -> (aux t1) + (aux t2) + w) 1 fl
-
- | C.CoFix (_, fl) ->
- List.fold_left (fun w (n, t1, t2) -> (aux t1) + (aux t2) + w) 1 fl
-
- | _ -> 1
- in
- let w = aux term in
- let l =
- Hashtbl.fold (fun meta metaw resw -> (meta, metaw)::resw) vars_dict [] in
- let compare w1 w2 =
- match w1, w2 with
- | (m1, _), (m2, _) -> m2 - m1
- in
- (w, List.sort compare l) (* from the biggest meta to the smallest (0) *)
-;;
-
-
-module OrderedInt = struct
- type t = int
-
- let compare = Pervasives.compare
-end
-
-module IntSet = Set.Make(OrderedInt)
-
-let compute_equality_weight ty left right =
- let metasw = ref 0 in
- let weight_of t =
- let w, m = (weight_of_term ~consider_metas:true t) in
- metasw := !metasw + (2 * (List.length m));
- w
- in
- (* Warning: the following let cannot be expanded since it forces the
- right evaluation order!!!! *)
- let w = (weight_of ty) + (weight_of left) + (weight_of right) in
- w + !metasw
-;;
-
-
-(* returns a "normalized" version of the polynomial weight wl (with type
- * weight list), i.e. a list sorted ascending by meta number,
- * from 0 to maxmeta. wl must be sorted descending by meta number. Example:
- * normalize_weight 5 (3, [(3, 2); (1, 1)]) ->
- * (3, [(1, 1); (2, 0); (3, 2); (4, 0); (5, 0)]) *)
-let normalize_weight maxmeta (cw, wl) =
- let rec aux = function
- | 0 -> []
- | m -> (m, 0)::(aux (m-1))
- in
- let tmpl = aux maxmeta in
- let wl =
- List.sort
- (fun (m, _) (n, _) -> Pervasives.compare m n)
- (List.fold_left
- (fun res (m, w) -> (m, w)::(List.remove_assoc m res)) tmpl wl)
- in
- (cw, wl)
-;;
-
-
-let normalize_weights (cw1, wl1) (cw2, wl2) =
- let rec aux wl1 wl2 =
- match wl1, wl2 with
- | [], [] -> [], []
- | (m, w)::tl1, (n, w')::tl2 when m = n ->
- let res1, res2 = aux tl1 tl2 in
- (m, w)::res1, (n, w')::res2
- | (m, w)::tl1, ((n, w')::_ as wl2) when m < n ->
- let res1, res2 = aux tl1 wl2 in
- (m, w)::res1, (m, 0)::res2
- | ((m, w)::_ as wl1), (n, w')::tl2 when m > n ->
- let res1, res2 = aux wl1 tl2 in
- (n, 0)::res1, (n, w')::res2
- | [], (n, w)::tl2 ->
- let res1, res2 = aux [] tl2 in
- (n, 0)::res1, (n, w)::res2
- | (m, w)::tl1, [] ->
- let res1, res2 = aux tl1 [] in
- (m, w)::res1, (m, 0)::res2
- | _, _ -> assert false
- in
- let cmp (m, _) (n, _) = compare m n in
- let wl1, wl2 = aux (List.sort cmp wl1) (List.sort cmp wl2) in
- (cw1, wl1), (cw2, wl2)
-;;
-
-
-type comparison = Lt | Le | Eq | Ge | Gt | Incomparable;;
-
-let string_of_comparison = function
- | Lt -> "<"
- | Le -> "<="
- | Gt -> ">"
- | Ge -> ">="
- | Eq -> "="
- | Incomparable -> "I"
-
-
-let compare_weights ?(normalize=false)
- ((h1, w1) as weight1) ((h2, w2) as weight2)=
- let (h1, w1), (h2, w2) =
- if normalize then
- normalize_weights weight1 weight2
- else
- (h1, w1), (h2, w2)
- in
- let res, diffs =
- try
- List.fold_left2
- (fun ((lt, eq, gt), diffs) w1 w2 ->
- match w1, w2 with
- | (meta1, w1), (meta2, w2) when meta1 = meta2 ->
- let diffs = (w1 - w2) + diffs in
- let r = compare w1 w2 in
- if r < 0 then (lt+1, eq, gt), diffs
- else if r = 0 then (lt, eq+1, gt), diffs
- else (lt, eq, gt+1), diffs
- | (meta1, w1), (meta2, w2) ->
- debug_print
- (lazy
- (Printf.sprintf "HMMM!!!! %s, %s\n"
- (string_of_weight weight1) (string_of_weight weight2)));
- assert false)
- ((0, 0, 0), 0) w1 w2
- with Invalid_argument _ ->
- debug_print
- (lazy
- (Printf.sprintf "Invalid_argument: %s{%s}, %s{%s}, normalize = %s\n"
- (string_of_weight (h1, w1)) (string_of_weight weight1)
- (string_of_weight (h2, w2)) (string_of_weight weight2)
- (string_of_bool normalize)));
- assert false
- in
- let hdiff = h1 - h2 in
- match res with
- | (0, _, 0) ->
- if hdiff < 0 then Lt
- else if hdiff > 0 then Gt
- else Eq (* Incomparable *)
- | (m, _, 0) ->
- if hdiff <= 0 then
- if m > 0 || hdiff < 0 then Lt
- else if diffs >= (- hdiff) then Le else Incomparable
- else
- if diffs >= (- hdiff) then Le else Incomparable
- | (0, _, m) ->
- if hdiff >= 0 then
- if m > 0 || hdiff > 0 then Gt
- else if (- diffs) >= hdiff then Ge else Incomparable
- else
- if (- diffs) >= hdiff then Ge else Incomparable
- | (m, _, n) when m > 0 && n > 0 ->
- Incomparable
- | _ -> assert false
-;;
-
-
-let rec aux_ordering ?(recursion=true) t1 t2 =
- let module C = Cic in
- let compare_uris u1 u2 =
- let res =
- compare (UriManager.string_of_uri u1) (UriManager.string_of_uri u2) in
- if res < 0 then Lt
- else if res = 0 then Eq
- else Gt
- in
- match t1, t2 with
- | C.Meta _, _
- | _, C.Meta _ -> Incomparable
-
- | t1, t2 when t1 = t2 -> Eq
-
- | C.Rel n, C.Rel m -> if n > m then Lt else Gt
- | C.Rel _, _ -> Lt
- | _, C.Rel _ -> Gt
-
- | C.Const (u1, _), C.Const (u2, _) -> compare_uris u1 u2
- | C.Const _, _ -> Lt
- | _, C.Const _ -> Gt
-
- | C.MutInd (u1, _, _), C.MutInd (u2, _, _) -> compare_uris u1 u2
- | C.MutInd _, _ -> Lt
- | _, C.MutInd _ -> Gt
-
- | C.MutConstruct (u1, _, _, _), C.MutConstruct (u2, _, _, _) ->
- compare_uris u1 u2
- | C.MutConstruct _, _ -> Lt
- | _, C.MutConstruct _ -> Gt
-
- | C.Appl l1, C.Appl l2 when recursion ->
- let rec cmp t1 t2 =
- match t1, t2 with
- | [], [] -> Eq
- | _, [] -> Gt
- | [], _ -> Lt
- | hd1::tl1, hd2::tl2 ->
- let o = aux_ordering hd1 hd2 in
- if o = Eq then cmp tl1 tl2
- else o
- in
- cmp l1 l2
- | C.Appl (h1::t1), C.Appl (h2::t2) when not recursion ->
- aux_ordering h1 h2
-
- | t1, t2 ->
- debug_print
- (lazy
- (Printf.sprintf "These two terms are not comparable:\n%s\n%s\n\n"
- (CicPp.ppterm t1) (CicPp.ppterm t2)));
- Incomparable
-;;
-
-
-(* w1, w2 are the weights, they should already be normalized... *)
-let nonrec_kbo_w (t1, w1) (t2, w2) =
- match compare_weights w1 w2 with
- | Le -> if aux_ordering t1 t2 = Lt then Lt else Incomparable
- | Ge -> if aux_ordering t1 t2 = Gt then Gt else Incomparable
- | Eq -> aux_ordering t1 t2
- | res -> res
-;;
-
-
-let nonrec_kbo t1 t2 =
- let w1 = weight_of_term t1 in
- let w2 = weight_of_term t2 in
- match compare_weights ~normalize:true w1 w2 with
- | Le -> if aux_ordering t1 t2 = Lt then Lt else Incomparable
- | Ge -> if aux_ordering t1 t2 = Gt then Gt else Incomparable
- | Eq -> aux_ordering t1 t2
- | res -> res
-;;
-
-
-let rec kbo t1 t2 =
- let aux = aux_ordering ~recursion:false in
- let w1 = weight_of_term t1
- and w2 = weight_of_term t2 in
- let rec cmp t1 t2 =
- match t1, t2 with
- | [], [] -> Eq
- | _, [] -> Gt
- | [], _ -> Lt
- | hd1::tl1, hd2::tl2 ->
- let o =
- kbo hd1 hd2
- in
- if o = Eq then cmp tl1 tl2
- else o
- in
- let comparison = compare_weights ~normalize:true w1 w2 in
- match comparison with
- | Le ->
- let r = aux t1 t2 in
- if r = Lt then Lt
- else if r = Eq then (
- match t1, t2 with
- | Cic.Appl (h1::tl1), Cic.Appl (h2::tl2) when h1 = h2 ->
- if cmp tl1 tl2 = Lt then Lt else Incomparable
- | _, _ -> Incomparable
- ) else Incomparable
- | Ge ->
- let r = aux t1 t2 in
- if r = Gt then Gt
- else if r = Eq then (
- match t1, t2 with
- | Cic.Appl (h1::tl1), Cic.Appl (h2::tl2) when h1 = h2 ->
- if cmp tl1 tl2 = Gt then Gt else Incomparable
- | _, _ -> Incomparable
- ) else Incomparable
- | Eq ->
- let r = aux t1 t2 in
- if r = Eq then (
- match t1, t2 with
- | Cic.Appl (h1::tl1), Cic.Appl (h2::tl2) when h1 = h2 ->
- cmp tl1 tl2
- | _, _ -> Incomparable
- ) else r
- | res -> res
-;;
-
-
-let names_of_context context =
- List.map
- (function
- | None -> None
- | Some (n, e) -> Some n)
- context
-;;
-
-
-module OrderedTerm =
-struct
- type t = Cic.term
-
- let compare = Pervasives.compare
-end
-
-module TermSet = Set.Make(OrderedTerm);;
-module TermMap = Map.Make(OrderedTerm);;
-
-let symbols_of_term term =
- let module C = Cic in
- let rec aux map = function
- | C.Meta _ -> map
- | C.Appl l ->
- List.fold_left (fun res t -> (aux res t)) map l
- | t ->
- let map =
- try
- let c = TermMap.find t map in
- TermMap.add t (c+1) map
- with Not_found ->
- TermMap.add t 1 map
- in
- map
- in
- aux TermMap.empty term
-;;
-
-
-let metas_of_term term =
- let module C = Cic in
- let rec aux = function
- | C.Meta _ as t -> TermSet.singleton t
- | C.Appl l ->
- List.fold_left (fun res t -> TermSet.union res (aux t)) TermSet.empty l
- | t -> TermSet.empty (* TODO: maybe add other cases? *)
- in
- aux term
-;;
-
-
-let rec lpo t1 t2 =
- let module C = Cic in
- match t1, t2 with
- | t1, t2 when t1 = t2 -> Eq
- | t1, (C.Meta _ as m) ->
- if TermSet.mem m (metas_of_term t1) then Gt else Incomparable
- | (C.Meta _ as m), t2 ->
- if TermSet.mem m (metas_of_term t2) then Lt else Incomparable
- | C.Appl (hd1::tl1), C.Appl (hd2::tl2) -> (
- let res =
- let f o r t =
- if r then true else
- match lpo t o with
- | Gt | Eq -> true
- | _ -> false
- in
- let res1 = List.fold_left (f t2) false tl1 in
- if res1 then Gt
- else let res2 = List.fold_left (f t1) false tl2 in
- if res2 then Lt
- else Incomparable
- in
- if res <> Incomparable then
- res
- else
- let f o r t =
- if not r then false else
- match lpo o t with
- | Gt -> true
- | _ -> false
- in
- match aux_ordering hd1 hd2 with
- | Gt ->
- let res = List.fold_left (f t1) false tl2 in
- if res then Gt
- else Incomparable
- | Lt ->
- let res = List.fold_left (f t2) false tl1 in
- if res then Lt
- else Incomparable
- | Eq -> (
- let lex_res =
- try
- List.fold_left2
- (fun r t1 t2 -> if r <> Eq then r else lpo t1 t2)
- Eq tl1 tl2
- with Invalid_argument _ ->
- Incomparable
- in
- match lex_res with
- | Gt ->
- if List.fold_left (f t1) false tl2 then Gt
- else Incomparable
- | Lt ->
- if List.fold_left (f t2) false tl1 then Lt
- else Incomparable
- | _ -> Incomparable
- )
- | _ -> Incomparable
- )
- | t1, t2 -> aux_ordering t1 t2
-;;
-
-
-(* settable by the user... *)
-let compare_terms = ref nonrec_kbo;;
-
-
-type equality_sign = Negative | Positive;;
-
-let string_of_sign = function
- | Negative -> "Negative"
- | Positive -> "Positive"
-;;
-
-
-type pos = Left | Right
-
-let string_of_pos = function
- | Left -> "Left"
- | Right -> "Right"
-;;
-
-
-let eq_ind_URI () = LibraryObjects.eq_ind_URI ~eq:(LibraryObjects.eq_URI ())
-let eq_ind_r_URI () = LibraryObjects.eq_ind_r_URI ~eq:(LibraryObjects.eq_URI ())
-let sym_eq_URI () = LibraryObjects.sym_eq_URI ~eq:(LibraryObjects.eq_URI ())
-let eq_XURI () =
- let s = UriManager.string_of_uri (LibraryObjects.eq_URI ()) in
- UriManager.uri_of_string (s ^ "#xpointer(1/1/1)")
-let trans_eq_URI () = LibraryObjects.trans_eq_URI ~eq:(LibraryObjects.eq_URI ())
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* (weight of constants, [(meta, weight_of_meta)]) *)
-type weight = int * (int * int) list;;
-
-type comparison = Lt | Le | Eq | Ge | Gt | Incomparable;;
-
-val print_metasenv: Cic.metasenv -> string
-
-val print_subst: ?prefix:string -> Cic.substitution -> string
-
-val string_of_weight: weight -> string
-
-val weight_of_term: ?consider_metas:bool -> Cic.term -> weight
-
-val normalize_weight: int -> weight -> weight
-
-val string_of_comparison: comparison -> string
-
-val compare_weights: ?normalize:bool -> weight -> weight -> comparison
-
-val nonrec_kbo: Cic.term -> Cic.term -> comparison
-
-val nonrec_kbo_w: (Cic.term * weight) -> (Cic.term * weight) -> comparison
-
-val names_of_context: Cic.context -> (Cic.name option) list
-
-module TermMap: Map.S with type key = Cic.term
-
-val symbols_of_term: Cic.term -> int TermMap.t
-
-val lpo: Cic.term -> Cic.term -> comparison
-
-val kbo: Cic.term -> Cic.term -> comparison
-
-(** term-ordering function settable by the user *)
-val compare_terms: (Cic.term -> Cic.term -> comparison) ref
-
-type equality_sign = Negative | Positive
-
-val string_of_sign: equality_sign -> string
-
-type pos = Left | Right
-
-val string_of_pos: pos -> string
-
-val compute_equality_weight: Cic.term -> Cic.term -> Cic.term -> int
-
-val debug_print: string Lazy.t -> unit
-
-val eq_ind_URI: unit -> UriManager.uri
-val eq_ind_r_URI: unit -> UriManager.uri
-val sym_eq_URI: unit -> UriManager.uri
-val eq_XURI: unit -> UriManager.uri
-val trans_eq_URI: unit -> UriManager.uri
+++ /dev/null
-*.a
-*.cma
-*.cmi
-*.cmo
-*.cmxa
-*.o
-*.cmx
-test
+++ /dev/null
-helm_registry.cmo: helm_registry.cmi
-helm_registry.cmx: helm_registry.cmi
+++ /dev/null
-#use "topfind";;
-#require "helm-registry";;
-open Helm_registry;;
-load_from "sample.xml";;
+++ /dev/null
-
-PACKAGE = registry
-REQUIRES = str netstring unix helm-xml
-INTERFACE_FILES = helm_registry.mli
-IMPLEMENTATION_FILES = helm_registry.ml
-
-include ../Makefile.common
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let debug = false
-let debug_print s =
- if debug then prerr_endline ("Helm_registry debugging: " ^ (Lazy.force s))
-
- (** <helpers> *)
-
-let list_uniq l =
- let rec aux last_element = function
- | [] -> []
- | hd :: tl ->
- (match last_element with
- | Some elt when elt = hd -> aux last_element tl
- | _ -> hd :: aux (Some hd) tl)
- in
- aux None l
-
-let starts_with prefix =
-(*
- let rex = Str.regexp (Str.quote prefix) in
- fun s -> Str.string_match rex s 0
-*)
- let prefix_len = String.length prefix in
- fun s ->
- try
- String.sub s 0 prefix_len = prefix
- with Invalid_argument _ -> false
-
-let hashtbl_keys tbl = Hashtbl.fold (fun k _ acc -> k :: acc) tbl []
-let hashtbl_pairs tbl = Hashtbl.fold (fun k v acc -> (k,v) :: acc) tbl []
-
- (** </helpers> *)
-
-exception Malformed_key of string
-exception Key_not_found of string
-exception Cyclic_definition of string
-exception Type_error of string (* expected type, value, msg *)
-exception Parse_error of string * int * int * string (* file, line, col, msg *)
-
- (* root XML tag: used by save_to, ignored by load_from *)
-let root_tag = "helm_registry"
-
-let magic_size = 127
-
-let backup_registry registry = Hashtbl.copy registry
-let restore_registry backup registry =
- Hashtbl.clear registry;
- Hashtbl.iter (fun key value -> Hashtbl.add registry key value) backup
-
- (* as \\w but:
- * - no sequences of '_' longer than 1 are permitted
- *)
-let valid_step_rex_raw = "[a-zA-Z0-9]+\\(_[a-z0A-Z-9]+\\)*"
-let valid_key_rex_raw =
- sprintf "%s\\(\\.%s\\)*" valid_step_rex_raw valid_step_rex_raw
-let valid_key_rex = Str.regexp ("^" ^ valid_key_rex_raw ^ "$")
-let interpolated_key_rex = Str.regexp ("\\$(" ^ valid_key_rex_raw ^ ")")
-let dot_rex = Str.regexp "\\."
-let spaces_rex = Str.regexp "[ \t\n\r]+"
-let heading_spaces_rex = Str.regexp "^[ \t\n\r]+"
-let margin_blanks_rex =
- Str.regexp "^\\([ \t\n\r]*\\)\\([^ \t\n\r]*\\)\\([ \t\n\r]*\\)$"
-
-let strip_blanks s = Str.global_replace margin_blanks_rex "\\2" s
-
-let split s =
- (* trailing blanks are removed per default by split *)
- Str.split spaces_rex (Str.global_replace heading_spaces_rex "" s)
-let merge l = String.concat " " l
-
-let handle_type_error f x =
- try f x with exn -> raise (Type_error (Printexc.to_string exn))
-
- (** marshallers/unmarshallers *)
-let string x = x
-let int = handle_type_error int_of_string
-let float = handle_type_error float_of_string
-let bool = handle_type_error bool_of_string
-let of_string x = x
-let of_int = handle_type_error string_of_int
-let of_float = handle_type_error string_of_float
-let of_bool = handle_type_error string_of_bool
-
- (* escapes for xml configuration file *)
-let (escape, unescape) =
- let (in_enc, out_enc) = (`Enc_utf8, `Enc_utf8) in
- (Netencoding.Html.encode ~in_enc ~out_enc (),
- Netencoding.Html.decode ~in_enc ~out_enc ~entity_base:`Xml ())
-
-let key_is_valid key =
- if not (Str.string_match valid_key_rex key 0) then
- raise (Malformed_key key)
-
-let set' ?(replace=false) registry ~key ~value =
- debug_print (lazy(sprintf "Setting (replace: %b) %s = %s" replace key value));
- key_is_valid key;
- let add_fun = if replace then Hashtbl.replace else Hashtbl.add in
- add_fun registry key value
-
-let unset registry = Hashtbl.remove registry
-
-let env_var_of_key = Str.global_replace dot_rex "__"
-
-let singleton = function
- | [] ->
- raise (Type_error ("empty list value found where singleton was expected"))
- | hd :: _ -> hd
-
-let get registry key =
- let rec aux stack key =
- key_is_valid key;
- if List.mem key stack then begin
- let msg = (String.concat " -> " (List.rev stack)) ^ " -> " ^ key in
- raise (Cyclic_definition msg)
- end;
- (* internal value *)
- let registry_values = List.rev (Hashtbl.find_all registry key) in
- let env_value = (* environment value *)
- try
- Some (Sys.getenv (env_var_of_key key))
- with Not_found -> None
- in
- let values = (* resulting value *)
- match registry_values, env_value with
- | _, Some env -> [env]
- | [], None -> raise (Key_not_found key)
- | values, None -> values
- in
- List.map (interpolate (key :: stack)) values
- and interpolate stack value =
- Str.global_substitute interpolated_key_rex
- (fun s ->
- let matched = Str.matched_string s in
- (* "$(var)" -> "var" *)
- let key = String.sub matched 2 (String.length matched - 3) in
- singleton (aux stack key))
- value
- in
- List.map strip_blanks (aux [] key)
-
-let has registry key = Hashtbl.mem registry key
-
-let get_typed registry unmarshaller key =
- let value = singleton (get registry key) in
- unmarshaller value
-
-let set_typed registry marshaller ~key ~value =
- set' ~replace:true registry ~key ~value:(marshaller value)
-
-let get_opt registry unmarshaller key =
- try
- Some (unmarshaller (singleton (get registry key)))
- with Key_not_found _ -> None
-
-let get_opt_default registry unmarshaller ~default key =
- match get_opt registry unmarshaller key with
- | None -> default
- | Some v -> v
-
-let set_opt registry marshaller ~key ~value =
- match value with
- | None -> unset registry key
- | Some value -> set' ~replace:true registry ~key ~value:(marshaller value)
-
-let get_list registry unmarshaller key =
- try
- List.map unmarshaller (get registry key)
- with Key_not_found _ -> []
-
-let get_pair registry fst_unmarshaller snd_unmarshaller key =
- let v = singleton (get registry key) in
- match Str.split spaces_rex v with
- | [fst; snd] -> fst_unmarshaller fst, snd_unmarshaller snd
- | _ -> raise (Type_error "not a pair")
-
-let set_list registry marshaller ~key ~value =
- Hashtbl.remove registry key;
- List.iter
- (fun v -> set' ~replace:false registry ~key ~value:(marshaller v))
- value
-
-type xml_tree =
- | Cdata of string
- | Element of string * (string * string) list * xml_tree list
-
-let dot_RE = Str.regexp "\\."
-
-let xml_tree_of_registry registry =
- let has_child name elements =
- List.exists
- (function
- | Element (_, ["name", name'], _) when name = name' -> true
- | _ -> false)
- elements
- in
- let rec get_child name = function
- | [] -> assert false
- | (Element (_, ["name", name'], _) as child) :: tl when name = name' ->
- child, tl
- | hd :: tl ->
- let child, rest = get_child name tl in
- child, hd :: rest
- in
- let rec add_key path value tree =
- match path, tree with
- | [key], Element (name, attrs, children) ->
- Element (name, attrs,
- Element ("key", ["name", key],
- [Cdata (strip_blanks value)]) :: children)
- | dir :: path, Element (name, attrs, children) ->
- if has_child dir children then
- let child, rest = get_child dir children in
- Element (name, attrs, add_key path value child :: rest)
- else
- Element (name, attrs,
- ((add_key path value (Element ("section", ["name", dir], [])))
- :: children))
- | _ -> assert false
- in
- Hashtbl.fold
- (fun k v tree -> add_key ((Str.split dot_RE k)) v tree)
- registry
- (Element (root_tag, [], []))
-
-let rec stream_of_xml_tree = function
- | Cdata s -> Xml.xml_cdata s
- | Element (name, attrs, children) ->
- Xml.xml_nempty name
- (List.map (fun (n, v) -> (None, n, v)) attrs)
- (stream_of_xml_trees children)
-and stream_of_xml_trees = function
- | [] -> [< >]
- | hd :: tl -> [< stream_of_xml_tree hd; stream_of_xml_trees tl >]
-
-let save_to registry fname =
- let token_stream = stream_of_xml_tree (xml_tree_of_registry registry) in
- let oc = open_out fname in
- Xml.pp_to_outchan token_stream oc;
- close_out oc
-
-let rec load_from_absolute ?path registry fname =
- let _path = ref (match path with None -> [] | Some p -> p)in
- (* <section> elements entered so far *)
- let in_key = ref false in (* have we entered a <key> element? *)
- let cdata = ref "" in (* collected cdata (inside <key> *)
- let push_path name = _path := name :: !_path in
- let pop_path () = _path := List.tl !_path in
- let start_element tag attrs =
- match tag, attrs with
- | "section", ["name", name] -> push_path name
- | "key", ["name", name] -> in_key := true; push_path name
- | "helm_registry", _ -> ()
- | "include", ["href", fname] ->
- debug_print (lazy ("including file " ^ fname));
- load_from_absolute ~path:!_path registry fname
- | tag, _ ->
- raise (Parse_error (fname, ~-1, ~-1,
- (sprintf "unexpected element <%s> or wrong attribute set" tag)))
- in
- let end_element tag =
- match tag with
- | "section" -> pop_path ()
- | "key" ->
- let key = String.concat "." (List.rev !_path) in
- set' registry ~key ~value:!cdata;
- cdata := "";
- in_key := false;
- pop_path ()
- | "include" | "helm_registry" -> ()
- | _ -> assert false
- in
- let character_data text =
- if !in_key then cdata := !cdata ^ text
- in
- let callbacks = {
- XmlPushParser.default_callbacks with
- XmlPushParser.start_element = Some start_element;
- XmlPushParser.end_element = Some end_element;
- XmlPushParser.character_data = Some character_data;
- } in
- let xml_parser = XmlPushParser.create_parser callbacks in
- let backup = backup_registry registry in
-(* if path = None then Hashtbl.clear registry; *)
- try
- XmlPushParser.parse xml_parser (`File fname)
- with exn ->
- restore_registry backup registry;
- raise exn
-
-let load_from registry ?path fname =
- if Filename.is_relative fname then begin
- let no_file_found = ref true in
- let path =
- match path with
- | Some path -> path (* path given as argument *)
- | None -> [ Sys.getcwd () ] (* no path given, try with cwd *)
- in
- List.iter
- (fun dir ->
- let conffile = dir ^ "/" ^ fname in
- if Sys.file_exists conffile then begin
- no_file_found := false;
- load_from_absolute registry conffile
- end)
- path;
- if !no_file_found then
- failwith (sprintf
- "Helm_registry.init: no configuration file named %s in [ %s ]"
- fname (String.concat "; " path))
- end else
- load_from_absolute registry fname
-
-let fold registry ?prefix ?(interpolate = true) f init =
- let value_of k v =
- if interpolate then singleton (get registry k) else strip_blanks v
- in
- match prefix with
- | None -> Hashtbl.fold (fun k v acc -> f acc k (value_of k v)) registry init
- | Some s ->
- let key_matches = starts_with (s ^ ".") in
- let rec fold_filter acc = function
- | [] -> acc
- | (k,v) :: tl when key_matches k ->
- fold_filter (f acc k (value_of k v)) tl
- | _ :: tl -> fold_filter acc tl
- in
- fold_filter init (hashtbl_pairs registry)
-
-let iter registry ?prefix ?interpolate f =
- fold registry ?prefix ?interpolate (fun _ k v -> f k v) ()
-let to_list registry ?prefix ?interpolate () =
- fold registry ?prefix ?interpolate (fun acc k v -> (k, v) :: acc) []
-
-let ls registry prefix =
- let prefix = prefix ^ "." in
- let prefix_len = String.length prefix in
- let key_matches = starts_with prefix in
- let matching_keys = (* collect matching keys' _postfixes_ *)
- fold registry
- (fun acc key _ ->
- if key_matches key then
- String.sub key prefix_len (String.length key - prefix_len) :: acc
- else
- acc)
- []
- in
- let (sections, keys) =
- List.fold_left
- (fun (sections, keys) postfix ->
- match Str.split dot_rex postfix with
- | [key] -> (sections, key :: keys)
- | hd_key :: _ -> (* length > 1 => nested section found *)
- (hd_key :: sections, keys)
- | _ -> assert false)
- ([], []) matching_keys
- in
- (list_uniq (List.sort Pervasives.compare sections), keys)
-
-(** {2 API implementation}
- * functional methods above are wrapped so that they work on a default
- * (imperative) registry*)
-
-let default_registry = Hashtbl.create magic_size
-
-let get key = singleton (get default_registry key)
-let set = set' ~replace:true default_registry
-let has = has default_registry
-let fold ?prefix ?interpolate f init =
- fold default_registry ?prefix ?interpolate f init
-let iter = iter default_registry
-let to_list = to_list default_registry
-let ls = ls default_registry
-let get_typed unmarshaller = get_typed default_registry unmarshaller
-let get_opt unmarshaller = get_opt default_registry unmarshaller
-let get_opt_default unmarshaller = get_opt_default default_registry unmarshaller
-let get_list unmarshaller = get_list default_registry unmarshaller
-let get_pair unmarshaller = get_pair default_registry unmarshaller
-let set_typed marshaller = set_typed default_registry marshaller
-let set_opt unmarshaller = set_opt default_registry unmarshaller
-let set_list marshaller = set_list default_registry marshaller
-let unset = unset default_registry
-let save_to = save_to default_registry
-let load_from = load_from default_registry
-let clear () = Hashtbl.clear default_registry
-
-let get_string = get_typed string
-let get_int = get_typed int
-let get_float = get_typed float
-let get_bool = get_typed bool
-let set_string = set_typed of_string
-let set_int = set_typed of_int
-let set_float = set_typed of_float
-let set_bool = set_typed of_bool
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** Configuration repository for HELM applications.
- *
- * ++ Keys format ++
- *
- * key ::= path
- * path ::= component ( '.' component )*
- * component ::= ( alpha | num | '_' )+
- * # with the only exception that sequences of '_' longer than 1 aren't valid
- * # components
- *
- * Suggested usage <application>.<setting>:
- * e.g. gTopLevel.prooffile, http_getter.port, ...
- *
- * ++ Configuration file example ++
- *
- * gTopLevel.prooffile = "/home/zack/prooffile"
- * http_getter.port = "58080"
- *
- * ++ Environment variable override ++
- *
- * each key has an associated environment variable name. At runtime (i.e. when
- * "get" requests are performed) a variable with this name will be looked for,
- * if it's defined it will override the value present (or absent) in the
- * registry.
- * Environment variables are _not_ considered when saving the configuration to
- * a configuration file (via "save_to" function below) .
- *
- * Mapping between keys and environment variables is as follows:
- * - each "." is converted to "__"
- * E.g.: my.Foo_iSH.Application -> my__Foo_iSH__Application
- *
- * ++ Variable interpolation ++
- *
- * Interpolation is supported with the following syntax:
- *
- * foo.bar = "quux"
- * foo.baz = $(foo.bar)/baz
- *)
-
- (** raised when a looked up key can't be found
- * @param key looked up key *)
-exception Key_not_found of string
-
- (** raised when a cyclic definitions is found, e.g. after
- * Helm_registry.set "a" "$b"
- * Helm_registry.set "b" "$a"
- * @param msg brief description of the definition cycle *)
-exception Cyclic_definition of string
-
- (** raised when a looked up key doesn't have the required type, parameter is
- * an error message *)
-exception Type_error of string
-
- (** raised when a malformed key is encountered
- * @param key malformed key *)
-exception Malformed_key of string
-
- (** raised when an error is encountered while parsing a configuration file
- * @param fname file name
- * @param line line number
- * @param col column number
- * @param msg error description
- *)
-exception Parse_error of string * int * int * string
-
-(** {2 Generic untyped interface}
- * Using the functions below this module could be used as a repository of
- * key/value pairs *)
-
- (** lookup key in registry with environment variable override *)
-val get: string -> string
-val set: key:string -> value:string -> unit
-val has: string -> bool
-
- (** remove a key from the current environment, next get over this key will
- * raise Key_not_found until the key will be redefined *)
-val unset: string -> unit
-
- (** @param interpolate defaults to true *)
-val fold:
- ?prefix:string -> ?interpolate:bool ->
- ('a -> string -> string -> 'a) -> 'a -> 'a
-
- (** @param interpolate defaults to true *)
-val iter:
- ?prefix:string -> ?interpolate:bool ->
- (string -> string -> unit) -> unit
-
- (** @param interpolate defaults to true *)
-val to_list:
- ?prefix:string -> ?interpolate:bool ->
- unit -> (string * string) list
-
- (** @param prefix key representing the section whose contents should be listed
- * @return section list * key list *)
-val ls: string -> string list * string list
-
-(** {2 Typed interface}
- * Three basic types are supported: strings, int and strings list. Strings
- * correspond literally to what is written inside double quotes; int to the
- * parsing of an integer number from ; strings list to the splitting at blanks
- * of it (heading and trailing blanks are removed before splitting) *)
-
-(** {3 Unmarshallers} *)
-
-val string: string -> string
-val int: string -> int
-val float: string -> float
-val bool: string -> bool
-
-(** {3 Typed getters} *)
-
- (** like get, with an additional unmarshaller
- * @param unmarshaller conversion function from string to the desired type.
- * Use one of the above unmarshallers *)
-val get_typed: (string -> 'a) -> string -> 'a
-
-val get_opt: (string -> 'a) -> string -> 'a option
-val get_opt_default: (string -> 'a) -> default:'a -> string -> 'a
-
- (** never fails with Key_not_found, instead return the empty list *)
-val get_list: (string -> 'a) -> string -> 'a list
-
- (** decode values which are blank separated list of values, of length 2 *)
-val get_pair: (string -> 'a) -> (string -> 'b) -> string -> 'a * 'b
-
-(** {4 Shorthands} *)
-
-val get_string: string -> string
-val get_int: string -> int
-val get_float: string -> float
-val get_bool: string -> bool
-
-(** {3 Marshallers} *)
-
-val of_string: string -> string
-val of_int: int -> string
-val of_float: float -> string
-val of_bool: bool -> string
-
-(** {3 Typed setters} *)
-
- (** like set, with an additional marshaller
- * @param marshaller conversion function to string.
- * Use one of the above marshallers *)
-val set_typed: ('a -> string) -> key:string -> value:'a -> unit
-
-val set_opt: ('a -> string) -> key:string -> value:'a option -> unit
-val set_list: ('a -> string) -> key:string -> value:'a list -> unit
-
-(** {4 Shorthands} *)
-
-val set_string: key:string -> value:string -> unit
-val set_int: key:string -> value:int -> unit
-val set_float: key:string -> value:float -> unit
-val set_bool: key:string -> value:bool -> unit
-
-(** {2 Persistent configuration} *)
-
- (** @param fname file to which save current configuration *)
-val save_to: string -> unit
-
- (** @param fname file from which load new configuration. If it's an absolute
- * file name "path" argument is ignored.
- * Otherwise given file name is looked up in each directory member of the
- * given path. Each matching file is loaded overriding previous settings. If
- * no path is given a default path composed of just the current working
- * directory is used.
- *)
-val load_from: ?path:string list -> string -> unit
-
- (** removes all keys *)
-val clear: unit -> unit
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-Helm_registry.load_from Sys.argv.(1);
-Helm_registry.iter ~interpolate:false (fun k v -> printf "%s = %s\n" k v);
-Helm_registry.save_to Sys.argv.(2)
-
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="annotations">
- <key name="dir">file:///home/zack/miohelm/objects</key>
- <key name="url">file:///home/zack/miohelm/objects</key>
- </section>
- <section name="getter">
- <key name="mode">remote</key>
- <key name="url">http://localhost:58081</key>
- </section>
- <section name="triciclo">
- <key name="merge1">yes</key>
- </section>
- <section name="triciclo">
- <include href="sample_include.xml" />
- </section>
- <section name="triciclo">
- <key name="merge2">yes</key>
- </section>
- <section name="types">
- <key name="string">debian</key>
- <key name="int">1</key>
- <key name="bool">false</key>
- <key name="float">2.5</key>
- <key name="int_list">11</key>
- <key name="int_list">13</key>
- <key name="int_list">17</key>
- <key name="int_list">19</key>
- <key name="int_float_pair">19 23.2</key>
- </section>
- <section name="uwobo">
- <key name="url">http://localhost:58080/</key>
- </section>
-</helm_registry>
+++ /dev/null
-<helm_registry>
- <section name="foo1">
- <key name="bar2">aaa</key>
- <key name="bar3">bbb</key>
- </section>
- <section name="foo2">
- <key name="bar1">quux</key>
- </section>
- <key name="basedir">/public/helm_library</key>
- <key name="constant_type_file">$(triciclo.basedir)/constanttype</key>
- <key name="environment_file">$(triciclo.basedir)/environment</key>
- <key name="inner_types_file">$(triciclo.basedir)/innertypes</key>
- <key name="proof_file">$(triciclo.basedir)/currentproof</key>
- <key name="proof_file_type">$(triciclo.basedir)/currentprooftype</key>
-</helm_registry>
+++ /dev/null
-*.cmi
-*.cma
-*.cmo
-*.cmx
-*.cmxa
-*.o
-*.a
-.dep.dot
-tactics.ps
+++ /dev/null
-proofEngineHelpers.cmi: proofEngineTypes.cmi
-continuationals.cmi: proofEngineTypes.cmi
-tacticals.cmi: proofEngineTypes.cmi continuationals.cmi
-reductionTactics.cmi: proofEngineTypes.cmi
-proofEngineStructuralRules.cmi: proofEngineTypes.cmi
-primitiveTactics.cmi: proofEngineTypes.cmi
-metadataQuery.cmi: proofEngineTypes.cmi
-variousTactics.cmi: proofEngineTypes.cmi
-autoTactic.cmi: proofEngineTypes.cmi
-introductionTactics.cmi: proofEngineTypes.cmi
-eliminationTactics.cmi: proofEngineTypes.cmi
-negationTactics.cmi: proofEngineTypes.cmi
-equalityTactics.cmi: proofEngineTypes.cmi
-discriminationTactics.cmi: proofEngineTypes.cmi
-ring.cmi: proofEngineTypes.cmi
-fourierR.cmi: proofEngineTypes.cmi
-fwdSimplTactic.cmi: proofEngineTypes.cmi
-statefulProofEngine.cmi: proofEngineTypes.cmi
-tactics.cmi: proofEngineTypes.cmi
-proofEngineTypes.cmo: proofEngineTypes.cmi
-proofEngineTypes.cmx: proofEngineTypes.cmi
-proofEngineHelpers.cmo: proofEngineTypes.cmi proofEngineHelpers.cmi
-proofEngineHelpers.cmx: proofEngineTypes.cmx proofEngineHelpers.cmi
-proofEngineReduction.cmo: proofEngineTypes.cmi proofEngineHelpers.cmi \
- proofEngineReduction.cmi
-proofEngineReduction.cmx: proofEngineTypes.cmx proofEngineHelpers.cmx \
- proofEngineReduction.cmi
-continuationals.cmo: proofEngineTypes.cmi continuationals.cmi
-continuationals.cmx: proofEngineTypes.cmx continuationals.cmi
-tacticals.cmo: proofEngineTypes.cmi continuationals.cmi tacticals.cmi
-tacticals.cmx: proofEngineTypes.cmx continuationals.cmx tacticals.cmi
-reductionTactics.cmo: proofEngineTypes.cmi proofEngineReduction.cmi \
- proofEngineHelpers.cmi reductionTactics.cmi
-reductionTactics.cmx: proofEngineTypes.cmx proofEngineReduction.cmx \
- proofEngineHelpers.cmx reductionTactics.cmi
-proofEngineStructuralRules.cmo: proofEngineTypes.cmi \
- proofEngineStructuralRules.cmi
-proofEngineStructuralRules.cmx: proofEngineTypes.cmx \
- proofEngineStructuralRules.cmi
-primitiveTactics.cmo: tacticals.cmi reductionTactics.cmi proofEngineTypes.cmi \
- proofEngineHelpers.cmi primitiveTactics.cmi
-primitiveTactics.cmx: tacticals.cmx reductionTactics.cmx proofEngineTypes.cmx \
- proofEngineHelpers.cmx primitiveTactics.cmi
-hashtbl_equiv.cmo: hashtbl_equiv.cmi
-hashtbl_equiv.cmx: hashtbl_equiv.cmi
-metadataQuery.cmo: proofEngineTypes.cmi primitiveTactics.cmi \
- hashtbl_equiv.cmi metadataQuery.cmi
-metadataQuery.cmx: proofEngineTypes.cmx primitiveTactics.cmx \
- hashtbl_equiv.cmx metadataQuery.cmi
-variousTactics.cmo: tacticals.cmi proofEngineTypes.cmi \
- proofEngineReduction.cmi proofEngineHelpers.cmi primitiveTactics.cmi \
- variousTactics.cmi
-variousTactics.cmx: tacticals.cmx proofEngineTypes.cmx \
- proofEngineReduction.cmx proofEngineHelpers.cmx primitiveTactics.cmx \
- variousTactics.cmi
-autoTactic.cmo: proofEngineTypes.cmi proofEngineHelpers.cmi \
- primitiveTactics.cmi metadataQuery.cmi autoTactic.cmi
-autoTactic.cmx: proofEngineTypes.cmx proofEngineHelpers.cmx \
- primitiveTactics.cmx metadataQuery.cmx autoTactic.cmi
-introductionTactics.cmo: proofEngineTypes.cmi primitiveTactics.cmi \
- introductionTactics.cmi
-introductionTactics.cmx: proofEngineTypes.cmx primitiveTactics.cmx \
- introductionTactics.cmi
-eliminationTactics.cmo: tacticals.cmi proofEngineTypes.cmi \
- proofEngineStructuralRules.cmi proofEngineHelpers.cmi \
- primitiveTactics.cmi metadataQuery.cmi eliminationTactics.cmi
-eliminationTactics.cmx: tacticals.cmx proofEngineTypes.cmx \
- proofEngineStructuralRules.cmx proofEngineHelpers.cmx \
- primitiveTactics.cmx metadataQuery.cmx eliminationTactics.cmi
-negationTactics.cmo: variousTactics.cmi tacticals.cmi proofEngineTypes.cmi \
- primitiveTactics.cmi eliminationTactics.cmi negationTactics.cmi
-negationTactics.cmx: variousTactics.cmx tacticals.cmx proofEngineTypes.cmx \
- primitiveTactics.cmx eliminationTactics.cmx negationTactics.cmi
-equalityTactics.cmo: tacticals.cmi reductionTactics.cmi proofEngineTypes.cmi \
- proofEngineStructuralRules.cmi proofEngineReduction.cmi \
- proofEngineHelpers.cmi primitiveTactics.cmi introductionTactics.cmi \
- equalityTactics.cmi
-equalityTactics.cmx: tacticals.cmx reductionTactics.cmx proofEngineTypes.cmx \
- proofEngineStructuralRules.cmx proofEngineReduction.cmx \
- proofEngineHelpers.cmx primitiveTactics.cmx introductionTactics.cmx \
- equalityTactics.cmi
-discriminationTactics.cmo: tacticals.cmi reductionTactics.cmi \
- proofEngineTypes.cmi primitiveTactics.cmi introductionTactics.cmi \
- equalityTactics.cmi eliminationTactics.cmi discriminationTactics.cmi
-discriminationTactics.cmx: tacticals.cmx reductionTactics.cmx \
- proofEngineTypes.cmx primitiveTactics.cmx introductionTactics.cmx \
- equalityTactics.cmx eliminationTactics.cmx discriminationTactics.cmi
-ring.cmo: tacticals.cmi proofEngineTypes.cmi proofEngineStructuralRules.cmi \
- primitiveTactics.cmi equalityTactics.cmi eliminationTactics.cmi ring.cmi
-ring.cmx: tacticals.cmx proofEngineTypes.cmx proofEngineStructuralRules.cmx \
- primitiveTactics.cmx equalityTactics.cmx eliminationTactics.cmx ring.cmi
-fourier.cmo: fourier.cmi
-fourier.cmx: fourier.cmi
-fourierR.cmo: tacticals.cmi ring.cmi reductionTactics.cmi \
- proofEngineTypes.cmi proofEngineHelpers.cmi primitiveTactics.cmi \
- fourier.cmi equalityTactics.cmi fourierR.cmi
-fourierR.cmx: tacticals.cmx ring.cmx reductionTactics.cmx \
- proofEngineTypes.cmx proofEngineHelpers.cmx primitiveTactics.cmx \
- fourier.cmx equalityTactics.cmx fourierR.cmi
-fwdSimplTactic.cmo: tacticals.cmi proofEngineTypes.cmi \
- proofEngineStructuralRules.cmi proofEngineHelpers.cmi \
- primitiveTactics.cmi metadataQuery.cmi fwdSimplTactic.cmi
-fwdSimplTactic.cmx: tacticals.cmx proofEngineTypes.cmx \
- proofEngineStructuralRules.cmx proofEngineHelpers.cmx \
- primitiveTactics.cmx metadataQuery.cmx fwdSimplTactic.cmi
-history.cmo: history.cmi
-history.cmx: history.cmi
-statefulProofEngine.cmo: proofEngineTypes.cmi history.cmi \
- statefulProofEngine.cmi
-statefulProofEngine.cmx: proofEngineTypes.cmx history.cmx \
- statefulProofEngine.cmi
-tactics.cmo: variousTactics.cmi tacticals.cmi ring.cmi reductionTactics.cmi \
- proofEngineStructuralRules.cmi primitiveTactics.cmi negationTactics.cmi \
- introductionTactics.cmi fwdSimplTactic.cmi fourierR.cmi \
- equalityTactics.cmi eliminationTactics.cmi discriminationTactics.cmi \
- autoTactic.cmi tactics.cmi
-tactics.cmx: variousTactics.cmx tacticals.cmx ring.cmx reductionTactics.cmx \
- proofEngineStructuralRules.cmx primitiveTactics.cmx negationTactics.cmx \
- introductionTactics.cmx fwdSimplTactic.cmx fourierR.cmx \
- equalityTactics.cmx eliminationTactics.cmx discriminationTactics.cmx \
- autoTactic.cmx tactics.cmi
+++ /dev/null
-PACKAGE = tactics
-REQUIRES = \
- pcre \
- helm-cic_proof_checking \
- helm-cic_unification \
- mysql \
- helm-metadata
-
-INTERFACE_FILES = \
- proofEngineTypes.mli \
- proofEngineHelpers.mli proofEngineReduction.mli \
- continuationals.mli \
- tacticals.mli reductionTactics.mli proofEngineStructuralRules.mli \
- primitiveTactics.mli hashtbl_equiv.mli metadataQuery.mli \
- variousTactics.mli autoTactic.mli \
- introductionTactics.mli eliminationTactics.mli negationTactics.mli \
- equalityTactics.mli discriminationTactics.mli ring.mli fourier.mli \
- fourierR.mli fwdSimplTactic.mli history.mli statefulProofEngine.mli \
- tactics.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-
-all:
-
-tactics.mli: tactics.ml *Tactics.mli *Tactic.mli fourierR.mli ring.mli
- echo "(* GENERATED FILE, DO NOT EDIT *)" > $@
- $(OCAMLC) -i $< >> $@
-
-include ../Makefile.common
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- let debug = false
- let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-(* let debug_print = fun _ -> () *)
-
-(* Profiling code
-let new_experimental_hint =
- let profile = CicUtil.profile "new_experimental_hint" in
- fun ~dbd ~facts ?signature ~universe status ->
- profile.profile (MetadataQuery.new_experimental_hint ~dbd ~facts ?signature ~universe) status
-*) let new_experimental_hint = MetadataQuery.new_experimental_hint
-
-(* In this versions of auto_tac we maintain an hash table of all inspected
- goals. We assume that the context is invariant for application.
- To this aim, it is essential to sall hint_verbose, that in turns calls
- apply_verbose. *)
-
-type exitus =
- No of int
- | Yes of Cic.term * int
- | NotYetInspected
-
-let inspected_goals = Hashtbl.create 503;;
-
-let search_theorems_in_context status =
- let (proof, goal) = status in
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let module PET = ProofEngineTypes in
- let module PT = PrimitiveTactics in
- let _,metasenv,_,_ = proof in
- let _,context,ty = CicUtil.lookup_meta goal metasenv in
- let rec find n = function
- | [] -> []
- | hd::tl ->
- let res =
- (* we should check that the hypothesys has not been cleared *)
- if List.nth context (n-1) = None then
- None
- else
- try
- let (subst,(proof, goal_list)) =
- PT.apply_tac_verbose ~term:(C.Rel n) status
- in
- (*
- let goal_list =
- List.stable_sort (compare_goal_list proof) goal_list in
- *)
- Some (subst,(proof, goal_list))
- with
- PET.Fail _ -> None
- in
- (match res with
- | Some res -> res::(find (n+1) tl)
- | None -> find (n+1) tl)
- in
- try
- find 1 context
- with Failure s -> []
-;;
-
-
-let compare_goals proof goal1 goal2 =
- let _,metasenv,_,_ = proof in
- let (_, ey1, ty1) = CicUtil.lookup_meta goal1 metasenv in
- let (_, ey2, ty2) = CicUtil.lookup_meta goal2 metasenv in
- let ty_sort1,_ = CicTypeChecker.type_of_aux' metasenv ey1 ty1
- CicUniv.empty_ugraph in
- let ty_sort2,_ = CicTypeChecker.type_of_aux' metasenv ey2 ty2
- CicUniv.empty_ugraph in
- let prop1 =
- let b,_ = CicReduction.are_convertible ey1 (Cic.Sort Cic.Prop) ty_sort1
- CicUniv.empty_ugraph in
- if b then 0 else 1
- in
- let prop2 =
- let b,_ = CicReduction.are_convertible ey2 (Cic.Sort Cic.Prop) ty_sort2
- CicUniv.empty_ugraph in
- if b then 0 else 1
- in
- prop1 - prop2
-
-
-let new_search_theorems f dbd proof goal depth sign =
- let choices = f (proof,goal)
- in
- List.map
- (function (subst,(proof, goallist)) ->
- (* let goallist = reorder_goals dbd sign proof goallist in *)
- let goallist = List.sort (compare_goals proof) goallist in
- (subst,(proof,(List.map (function g -> (g,depth)) goallist), sign)))
- choices
-;;
-
-exception NoOtherChoices;;
-
-let is_in_metasenv goal metasenv =
- try
- let (_, ey ,ty) =
- CicUtil.lookup_meta goal metasenv in
- true
- with CicUtil.Meta_not_found _ -> false
-
-let rec auto_single dbd proof goal ey ty depth width sign already_seen_goals
- universe
- =
- if depth = 0 then [] else
- if List.mem ty already_seen_goals then [] else
- let already_seen_goals = ty::already_seen_goals in
- let facts = (depth = 1) in
- let _,metasenv,p,_ = proof in
- (* first of all we check if the goal has been already
- inspected *)
- assert (is_in_metasenv goal metasenv);
- let exitus =
- try Hashtbl.find inspected_goals ty
- with Not_found -> NotYetInspected in
- let is_meta_closed = CicUtil.is_meta_closed ty in
- begin
- match exitus with
- Yes (bo,_) ->
- (*
- debug_print (lazy "ALREADY PROVED!!!!!!!!!!!!!!!!!!!!!!!!!!!!");
- debug_print (lazy (CicPp.ppterm ty));
- *)
- let subst_in =
- (* if we just apply the subtitution, the type
- is irrelevant: we may use Implicit, since it will
- be dropped *)
- CicMetaSubst.apply_subst
- [(goal,(ey, bo, Cic.Implicit None))] in
- let (proof,_) =
- ProofEngineHelpers.subst_meta_and_metasenv_in_proof
- proof goal subst_in metasenv in
- [(subst_in,(proof,[],sign))]
- | No d when (d >= depth) ->
- (* debug_print (lazy "PRUNED!!!!!!!!!!!!!!!!!!!!!!!!!!!!"); *)
- [] (* the empty list means no choices, i.e. failure *)
- | No _
- | NotYetInspected ->
- debug_print (lazy ("CURRENT GOAL = " ^ CicPp.ppterm ty));
- debug_print (lazy ("CURRENT PROOF = " ^ CicPp.ppterm p));
- debug_print (lazy ("CURRENT HYP = " ^ CicPp.ppcontext ey));
- let sign, new_sign =
- if is_meta_closed then
- None, Some (MetadataConstraints.signature_of ty)
- else sign,sign in (* maybe the union ? *)
- let local_choices =
- new_search_theorems
- search_theorems_in_context dbd
- proof goal (depth-1) new_sign in
- let global_choices =
- new_search_theorems
- (fun status ->
- List.map snd
- (new_experimental_hint
- ~dbd ~facts:facts ?signature:sign ~universe status))
- dbd proof goal (depth-1) new_sign in
- let all_choices =
- local_choices@global_choices in
- let sorted_choices =
- List.stable_sort
- (fun (_, (_, goals1, _)) (_, (_, goals2, _)) ->
- Pervasives.compare
- (List.length goals1) (List.length goals2))
- all_choices in
- (match (auto_new dbd width already_seen_goals universe sorted_choices)
- with
- [] ->
- (* no proof has been found; we update the
- hastable *)
- (* if is_meta_closed then *)
- Hashtbl.add inspected_goals ty (No depth);
- []
- | (subst,(proof,[],sign))::tl1 ->
- (* a proof for goal has been found:
- in order to get the proof we apply subst to
- Meta[goal] *)
- if is_meta_closed then
- begin
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable ey in
- let meta_proof =
- subst (Cic.Meta(goal,irl)) in
- Hashtbl.add inspected_goals
- ty (Yes (meta_proof,depth));
-(*
- begin
- let cty,_ =
- CicTypeChecker.type_of_aux' metasenv ey meta_proof CicUniv.empty_ugraph
- in
- if not (cty = ty) then
- begin
- debug_print (lazy ("ty = "^CicPp.ppterm ty));
- debug_print (lazy ("cty = "^CicPp.ppterm cty));
- assert false
- end
- Hashtbl.add inspected_goals
- ty (Yes (meta_proof,depth));
- end;
-*)
- end;
- (subst,(proof,[],sign))::tl1
- | _ -> assert false)
- end
-
-and auto_new dbd width already_seen_goals universe = function
- | [] -> []
- | (subst,(proof, goals, sign))::tl ->
- let _,metasenv,_,_ = proof in
- let is_in_metasenv (goal, _) =
- try
- let (_, ey ,ty) = CicUtil.lookup_meta goal metasenv in
- true
- with CicUtil.Meta_not_found _ -> false
- in
- let goals'= List.filter is_in_metasenv goals in
- auto_new_aux dbd
- width already_seen_goals universe ((subst,(proof, goals', sign))::tl)
-
-and auto_new_aux dbd width already_seen_goals universe = function
- | [] -> []
- | (subst,(proof, [], sign))::tl -> (subst,(proof, [], sign))::tl
- | (subst,(proof, (goal,0)::_, _))::tl ->
- auto_new dbd width already_seen_goals universe tl
- | (subst,(proof, goals, _))::tl when
- (List.length goals) > width ->
- auto_new dbd width already_seen_goals universe tl
- | (subst,(proof, (goal,depth)::gtl, sign))::tl ->
- let _,metasenv,p,_ = proof in
- let (_, ey ,ty) = CicUtil.lookup_meta goal metasenv in
- match (auto_single dbd proof goal ey ty depth
- (width - (List.length gtl)) sign already_seen_goals) universe
- with
- [] -> auto_new dbd width already_seen_goals universe tl
- | (local_subst,(proof,[],sign))::tl1 ->
- let new_subst f t = f (subst t) in
- let is_meta_closed = CicUtil.is_meta_closed ty in
- let all_choices =
- if is_meta_closed then
- (new_subst local_subst,(proof,gtl,sign))::tl
- else
- let tl2 =
- (List.map
- (function (f,(p,l,s)) -> (new_subst f,(p,l@gtl,s))) tl1)
- in
- (new_subst local_subst,(proof,gtl,sign))::tl2@tl in
- auto_new dbd width already_seen_goals universe all_choices
- | _ -> assert false
- ;;
-
-let default_depth = 5
-let default_width = 3
-
-(*
-let auto_tac ?(depth=default_depth) ?(width=default_width) ~(dbd:HMysql.dbd)
- ()
-=
- let auto_tac dbd (proof,goal) =
- let universe = MetadataQuery.signature_of_goal ~dbd (proof,goal) in
- Hashtbl.clear inspected_goals;
- debug_print (lazy "Entro in Auto");
- let id t = t in
- let t1 = Unix.gettimeofday () in
- match auto_new dbd width [] universe [id,(proof, [(goal,depth)],None)] with
- [] -> debug_print (lazy "Auto failed");
- raise (ProofEngineTypes.Fail "No Applicable theorem")
- | (_,(proof,[],_))::_ ->
- let t2 = Unix.gettimeofday () in
- debug_print (lazy "AUTO_TAC HA FINITO");
- let _,_,p,_ = proof in
- debug_print (lazy (CicPp.ppterm p));
- Printf.printf "tempo: %.9f\n" (t2 -. t1);
- (proof,[])
- | _ -> assert false
- in
- ProofEngineTypes.mk_tactic (auto_tac dbd)
-;;
-*)
-
-let paramodulation_tactic = ref
- (fun dbd ?full ?depth ?width status ->
- raise (ProofEngineTypes.Fail (lazy "Not Ready yet...")));;
-
-let term_is_equality = ref
- (fun term -> debug_print (lazy "term_is_equality E` DUMMY!!!!"); false);;
-
-
-let auto_tac ?(depth=default_depth) ?(width=default_width) ?paramodulation
- ?full ~(dbd:HMysql.dbd) () =
- let auto_tac dbd (proof, goal) =
- let normal_auto () =
- let universe = MetadataQuery.signature_of_goal ~dbd (proof, goal) in
- Hashtbl.clear inspected_goals;
- debug_print (lazy "Entro in Auto");
- let id t = t in
- let t1 = Unix.gettimeofday () in
- match
- auto_new dbd width [] universe [id, (proof, [(goal, depth)], None)]
- with
- [] -> debug_print(lazy "Auto failed");
- raise (ProofEngineTypes.Fail (lazy "No Applicable theorem"))
- | (_,(proof,[],_))::_ ->
- let t2 = Unix.gettimeofday () in
- debug_print (lazy "AUTO_TAC HA FINITO");
- let _,_,p,_ = proof in
- debug_print (lazy (CicPp.ppterm p));
- debug_print (lazy (Printf.sprintf "tempo: %.9f\n" (t2 -. t1)));
- (proof,[])
- | _ -> assert false
- in
- let full = match full with None -> false | Some _ -> true in
- let paramodulation_ok =
- match paramodulation with
- | None -> false
- | Some _ ->
- let _, metasenv, _, _ = proof in
- let _, _, meta_goal = CicUtil.lookup_meta goal metasenv in
- full || (!term_is_equality meta_goal)
- in
- if paramodulation_ok then (
- debug_print (lazy "USO PARAMODULATION...");
-(* try *)
- !paramodulation_tactic dbd ~depth ~width ~full (proof, goal)
-(* with ProofEngineTypes.Fail _ -> *)
-(* normal_auto () *)
- ) else
- normal_auto ()
- in
- ProofEngineTypes.mk_tactic (auto_tac dbd)
-;;
+++ /dev/null
-
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val auto_tac:
- ?depth:int -> ?width:int -> ?paramodulation:string -> ?full:string ->
- dbd:HMysql.dbd -> unit ->
- ProofEngineTypes.tactic
-
-val paramodulation_tactic:
- (HMysql.dbd -> ?full:bool -> ?depth:int -> ?width:int ->
- ProofEngineTypes.status ->
- ProofEngineTypes.proof * ProofEngineTypes.goal list) ref
-
-val term_is_equality:
- (Cic.term -> bool) ref
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s) else ()
-
-exception Error of string lazy_t
-let fail msg = raise (Error msg)
-
-type goal = ProofEngineTypes.goal
-
-module Stack =
-struct
- type switch = Open of goal | Closed of goal
- type locator = int * switch
- type tag = [ `BranchTag | `FocusTag | `NoTag ]
- type entry = locator list * locator list * locator list * tag
- type t = entry list
-
- let empty = [ [], [], [], `NoTag ]
-
- let fold ~env ~cont ~todo init stack =
- let rec aux acc depth =
- function
- | [] -> acc
- | (locs, todos, conts, tag) :: tl ->
- let acc = List.fold_left (fun acc -> env acc depth tag) acc locs in
- let acc = List.fold_left (fun acc -> cont acc depth tag) acc conts in
- let acc = List.fold_left (fun acc -> todo acc depth tag) acc todos in
- aux acc (depth + 1) tl
- in
- assert (stack <> []);
- aux init 0 stack
-
- let iter ~env ~cont ~todo =
- fold ~env:(fun _ -> env) ~cont:(fun _ -> cont) ~todo:(fun _ -> todo) ()
-
- let map ~env ~cont ~todo =
- let depth = ref ~-1 in
- List.map
- (fun (s, t, c, tag) ->
- incr depth;
- let d = !depth in
- env d tag s, todo d tag t, cont d tag c, tag)
-
- let is_open = function _, Open _ -> true | _ -> false
- let close = function n, Open g -> n, Closed g | l -> l
- let filter_open = List.filter is_open
- let is_fresh = function n, Open _ when n > 0 -> true | _ -> false
- let goal_of_loc = function _, Open g | _, Closed g -> g
- let goal_of_switch = function Open g | Closed g -> g
- let switch_of_loc = snd
-
- let zero_pos = List.map (fun g -> 0, Open g)
-
- let init_pos locs =
- let pos = ref 0 in (* positions are 1-based *)
- List.map (function _, sw -> incr pos; !pos, sw) locs
-
- let extract_pos i =
- let rec aux acc =
- function
- | [] -> fail (lazy (sprintf "relative position %d not found" i))
- | (i', _) as loc :: tl when i = i' -> loc, (List.rev acc) @ tl
- | hd :: tl -> aux (hd :: acc) tl
- in
- aux []
-
- let deep_close gs =
- let close _ _ =
- List.map (fun l -> if List.mem (goal_of_loc l) gs then close l else l)
- in
- let rm _ _ = List.filter (fun l -> not (List.mem (goal_of_loc l) gs)) in
- map ~env:close ~cont:rm ~todo:rm
-
- let rec find_goal =
- function
- | [] -> raise (Failure "Continuationals.find_goal")
- | (l :: _, _ , _ , _) :: _ -> goal_of_loc l
- | ( _ , _ , l :: _, _) :: _ -> goal_of_loc l
- | ( _ , l :: _, _ , _) :: _ -> goal_of_loc l
- | _ :: tl -> find_goal tl
-
- let is_empty =
- function
- | [] -> assert false
- | [ [], [], [], `NoTag ] -> true
- | _ -> false
-
- let of_metasenv metasenv =
- let goals = List.map (fun (g, _, _) -> g) metasenv in
- [ zero_pos goals, [], [], `NoTag ]
-
- let head_switches =
- function
- | (locs, _, _, _) :: _ -> List.map switch_of_loc locs
- | [] -> assert false
-
- let head_goals =
- function
- | (locs, _, _, _) :: _ -> List.map goal_of_loc locs
- | [] -> assert false
-
- let head_tag =
- function
- | (_, _, _, tag) :: _ -> tag
- | [] -> assert false
-
- let shift_goals =
- function
- | _ :: (locs, _, _, _) :: _ -> List.map goal_of_loc locs
- | [] -> assert false
- | _ -> []
-
- let open_goals stack =
- let add_open acc _ _ l = if is_open l then goal_of_loc l :: acc else acc in
- List.rev (fold ~env:add_open ~cont:add_open ~todo:add_open [] stack)
-
- let (@+) = (@) (* union *)
-
- let (@-) s1 s2 = (* difference *)
- List.fold_right
- (fun e acc -> if List.mem e s2 then acc else e :: acc)
- s1 []
-
- let (@~-) locs gs = (* remove some goals from a locators list *)
- List.fold_right
- (fun loc acc -> if List.mem (goal_of_loc loc) gs then acc else loc :: acc)
- locs []
-
- let pp stack =
- let pp_goal = string_of_int in
- let pp_switch =
- function Open g -> "o" ^ pp_goal g | Closed g -> "c" ^ pp_goal g
- in
- let pp_loc (i, s) = string_of_int i ^ pp_switch s in
- let pp_env env = sprintf "[%s]" (String.concat ";" (List.map pp_loc env)) in
- let pp_tag = function `BranchTag -> "B" | `FocusTag -> "F" | `NoTag -> "N" in
- let pp_stack_entry (env, todo, cont, tag) =
- sprintf "(%s, %s, %s, %s)" (pp_env env) (pp_env todo) (pp_env cont)
- (pp_tag tag)
- in
- String.concat " :: " (List.map pp_stack_entry stack)
-end
-
-module type Status =
-sig
- type input_status
- type output_status
-
- type tactic
-
- val id_tactic : tactic
- val mk_tactic : (input_status -> output_status) -> tactic
- val apply_tactic : tactic -> input_status -> output_status
-
- val goals : output_status -> goal list * goal list (** opened, closed goals *)
- val set_goals: goal list * goal list -> output_status -> output_status
- val get_stack : input_status -> Stack.t
- val set_stack : Stack.t -> output_status -> output_status
-
- val inject : input_status -> output_status
- val focus : goal -> output_status -> input_status
-end
-
-module type C =
-sig
- type input_status
- type output_status
- type tactic
-
- type tactical =
- | Tactic of tactic
- | Skip
-
- type t =
- | Dot
- | Semicolon
-
- | Branch
- | Shift
- | Pos of int
- | Merge
-
- | Focus of goal list
- | Unfocus
-
- | Tactical of tactical
-
- val eval: t -> input_status -> output_status
-end
-
-module Make (S: Status) =
-struct
- open Stack
-
- type input_status = S.input_status
- type output_status = S.output_status
- type tactic = S.tactic
-
- type tactical =
- | Tactic of tactic
- | Skip
-
- type t =
- | Dot
- | Semicolon
- | Branch
- | Shift
- | Pos of int
- | Merge
- | Focus of goal list
- | Unfocus
- | Tactical of tactical
-
- let pp_t =
- function
- | Dot -> "Dot"
- | Semicolon -> "Semicolon"
- | Branch -> "Branch"
- | Shift -> "Shift"
- | Pos i -> "Pos " ^ string_of_int i
- | Merge -> "Merge"
- | Focus gs ->
- sprintf "Focus [%s]" (String.concat "; " (List.map string_of_int gs))
- | Unfocus -> "Unfocus"
- | Tactical _ -> "Tactical <abs>"
-
- let eval_tactical tactical ostatus switch =
- match tactical, switch with
- | Tactic tac, Open n ->
- let ostatus = S.apply_tactic tac (S.focus n ostatus) in
- let opened, closed = S.goals ostatus in
- ostatus, opened, closed
- | Skip, Closed n -> ostatus, [], [n]
- | Tactic _, Closed _ -> fail (lazy "can't apply tactic to a closed goal")
- | Skip, Open _ -> fail (lazy "can't skip an open goal")
-
- let eval cmd istatus =
- let stack = S.get_stack istatus in
- debug_print (lazy (sprintf "EVAL CONT %s <- %s" (pp_t cmd) (pp stack)));
- let new_stack stack = S.inject istatus, stack in
- let ostatus, stack =
- match cmd, stack with
- | _, [] -> assert false
- | Tactical tac, (g, t, k, tag) :: s ->
- if g = [] then fail (lazy "can't apply a tactic to zero goals");
- debug_print (lazy ("context length " ^string_of_int (List.length g)));
- let rec aux s go gc =
- function
- | [] -> s, go, gc
- | loc :: loc_tl ->
- debug_print (lazy "inner eval tactical");
- let s, go, gc =
- if List.exists ((=) (goal_of_loc loc)) gc then
- s, go, gc
- else
- let s, go', gc' = eval_tactical tac s (switch_of_loc loc) in
- s, (go @- gc') @+ go', gc @+ gc'
- in
- aux s go gc loc_tl
- in
- let s0, go0, gc0 = S.inject istatus, [], [] in
- let sn, gon, gcn = aux s0 go0 gc0 g in
- debug_print (lazy ("opened: "
- ^ String.concat " " (List.map string_of_int gon)));
- debug_print (lazy ("closed: "
- ^ String.concat " " (List.map string_of_int gcn)));
- let stack =
- (zero_pos gon, t @~- gcn, k @~- gon, tag) :: deep_close gcn s
- in
- sn, stack
- | Dot, ([], _, [], _) :: _ ->
- (* backward compatibility: do-nothing-dot *)
- new_stack stack
- | Dot, (g, t, k, tag) :: s ->
- (match filter_open g, k with
- | loc :: loc_tl, _ -> new_stack (([ loc ], t, loc_tl @+ k, tag) :: s)
- | [], loc :: k ->
- assert (is_open loc);
- new_stack (([ loc ], t, k, tag) :: s)
- | _ -> fail (lazy "can't use \".\" here"))
- | Semicolon, _ -> new_stack stack
- | Branch, (g, t, k, tag) :: s ->
- (match init_pos g with
- | [] | [ _ ] -> fail (lazy "too few goals to branch");
- | loc :: loc_tl ->
- new_stack
- (([ loc ], [], [], `BranchTag) :: (loc_tl, t, k, tag) :: s))
- | Shift, (g, t, k, `BranchTag) :: (g', t', k', tag) :: s ->
- (match g' with
- | [] -> fail (lazy "no more goals to shift")
- | loc :: loc_tl ->
- new_stack
- (([ loc ], t @+ filter_open g, [],`BranchTag)
- :: (loc_tl, t', k', tag) :: s))
- | Shift, _ -> fail (lazy "can't shift goals here")
- | Pos i, ([ loc ], [], [],`BranchTag) :: (g', t', k', tag) :: s
- when is_fresh loc ->
- let loc_i, g' = extract_pos i g' in
- new_stack
- (([ loc_i ], [], [],`BranchTag)
- :: ([ loc ] @+ g', t', k', tag) :: s)
- | Pos i, (g, t, k,`BranchTag) :: (g', t', k', tag) :: s ->
- let loc_i, g' = extract_pos i g' in
- new_stack
- (([ loc_i ], [], [],`BranchTag)
- :: (g', t' @+ filter_open g, k', tag) :: s)
- | Pos _, _ -> fail (lazy "can't use relative positioning here")
- | Merge, (g, t, k,`BranchTag) :: (g', t', k', tag) :: s ->
- new_stack ((t @+ filter_open g @+ g' @+ k, t', k', tag) :: s)
- | Merge, _ -> fail (lazy "can't merge goals here")
- | Focus [], _ -> assert false
- | Focus gs, s ->
- let stack_locs =
- let add_l acc _ _ l = if is_open l then l :: acc else acc in
- Stack.fold ~env:add_l ~cont:add_l ~todo:add_l [] s
- in
- List.iter
- (fun g ->
- if not (List.exists (fun l -> goal_of_loc l = g) stack_locs) then
- fail (lazy (sprintf "goal %d not found (or closed)" g)))
- gs;
- new_stack ((zero_pos gs, [], [], `FocusTag) :: deep_close gs s)
- | Unfocus, ([], [], [], `FocusTag) :: s -> new_stack s
- | Unfocus, _ -> fail (lazy "can't unfocus, some goals are still open")
- in
- debug_print (lazy (sprintf "EVAL CONT %s -> %s" (pp_t cmd) (pp stack)));
- S.set_stack stack ostatus
-end
-
+++ /dev/null
-(* Copyright (C) 2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Error of string Lazy.t
-
-type goal = ProofEngineTypes.goal
-
-(** {2 Goal stack} *)
-
-module Stack:
-sig
- type switch = Open of goal | Closed of goal
- type locator = int * switch
- type tag = [ `BranchTag | `FocusTag | `NoTag ]
- type entry = locator list * locator list * locator list * tag
- type t = entry list
-
- val empty: t
-
- val find_goal: t -> goal (** find "next" goal *)
- val is_empty: t -> bool (** a singleton empty level *)
- val of_metasenv: Cic.metasenv -> t
- val head_switches: t -> switch list (** top level switches *)
- val head_goals: t -> goal list (** top level goals *)
- val head_tag: t -> tag (** top level tag *)
- val shift_goals: t -> goal list (** second level goals *)
- val open_goals: t -> goal list (** all (Open) goals *)
- val goal_of_switch: switch -> goal
-
- (** @param int depth, depth 0 is the top of the stack *)
- val fold:
- env: ('a -> int -> tag -> locator -> 'a) ->
- cont:('a -> int -> tag -> locator -> 'a) ->
- todo:('a -> int -> tag -> locator -> 'a) ->
- 'a -> t -> 'a
-
- val iter: (** @param depth as above *)
- env: (int -> tag -> locator -> unit) ->
- cont:(int -> tag -> locator -> unit) ->
- todo:(int -> tag -> locator -> unit) ->
- t -> unit
-
- val map: (** @param depth as above *)
- env: (int -> tag -> locator list -> locator list) ->
- cont:(int -> tag -> locator list -> locator list) ->
- todo:(int -> tag -> locator list -> locator list) ->
- t -> t
-
- val pp: t -> string
-end
-
-(** {2 Functorial interface} *)
-
-module type Status =
-sig
- type input_status
- type output_status
-
- type tactic
-
- val id_tactic : tactic
- val mk_tactic : (input_status -> output_status) -> tactic
- val apply_tactic : tactic -> input_status -> output_status
-
- val goals : output_status -> goal list * goal list (** opened, closed goals *)
- val set_goals: goal list * goal list -> output_status -> output_status
- val get_stack : input_status -> Stack.t
- val set_stack : Stack.t -> output_status -> output_status
-
- val inject : input_status -> output_status
- val focus : goal -> output_status -> input_status
-end
-
-module type C =
-sig
- type input_status
- type output_status
- type tactic
-
- type tactical =
- | Tactic of tactic
- | Skip
-
- type t =
- | Dot
- | Semicolon
-
- | Branch
- | Shift
- | Pos of int
- | Merge
- | Focus of goal list
- | Unfocus
-
- | Tactical of tactical
-
- val eval: t -> input_status -> output_status
-end
-
-module Make (S: Status) : C
- with type tactic = S.tactic
- and type input_status = S.input_status
- and type output_status = S.output_status
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let debug_print = fun _ -> ()
-
-let rec injection_tac ~term =
- let injection_tac ~term status =
- let (proof, goal) = status in
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let termty,_ = (* TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- ProofEngineTypes.apply_tactic
- (match termty with
- (C.Appl [(C.MutInd (equri, 0, [])) ; tty ; t1 ; t2])
- when LibraryObjects.is_eq_URI equri -> (
- match tty with
- (C.MutInd (turi,typeno,exp_named_subst))
- | (C.Appl (C.MutInd (turi,typeno,exp_named_subst)::_)) -> (
- match t1,t2 with
- ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- when (uri1 = uri2) && (typeno1 = typeno2) &&
- (consno1 = consno2) && (exp_named_subst1 = exp_named_subst2) ->
- (* raise (ProofEngineTypes.Fail "Injection: nothing to do") ; *) T.id_tac
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::applist1)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::applist2)))
- when (uri1 = uri2) && (typeno1 = typeno2) && (consno1 = consno2) && (exp_named_subst1 = exp_named_subst2) ->
- let rec traverse_list i l1 l2 =
- match l1,l2 with
- [],[] -> T.id_tac
- | hd1::tl1,hd2::tl2 ->
- T.then_
- ~start:(injection1_tac ~i ~term)
- ~continuation:(traverse_list (i+1) tl1 tl2)
- | _ -> raise (ProofEngineTypes.Fail (lazy "Discriminate: i 2 termini hanno in testa lo stesso costruttore, ma applicato a un numero diverso di termini. possibile???")) ; T.id_tac
- in traverse_list 1 applist1 applist2
- | ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- | ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::_)))
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::_)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::_)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::_)))
- when (consno1 <> consno2) || (exp_named_subst1 <> exp_named_subst2) ->
- (* raise (ProofEngineTypes.Fail "Injection: not a projectable equality but a discriminable one") ; *) T.id_tac
- | _ -> (* raise (ProofEngineTypes.Fail "Injection: not a projectable equality") ; *) T.id_tac
- )
- | _ -> raise (ProofEngineTypes.Fail (lazy "Injection: not a projectable equality"))
- )
- | _ -> raise (ProofEngineTypes.Fail (lazy "Injection: not an equation"))
- ) status
- in
- ProofEngineTypes.mk_tactic (injection_tac ~term)
-
-and injection1_tac ~term ~i =
- let injection1_tac ~term ~i status =
- let (proof, goal) = status in
- (* precondizione: t1 e t2 hanno in testa lo stesso costruttore ma differiscono (o potrebbero differire?) nell'i-esimo parametro del costruttore *)
- let module C = Cic in
- let module S = CicSubstitution in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let termty,_ = (* TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- match termty with (* an equality *)
- (C.Appl [(C.MutInd (equri, 0, [])) ; tty ; t1 ; t2])
- when LibraryObjects.is_eq_URI equri -> (
- match tty with (* some inductive type *)
- (C.MutInd (turi,typeno,exp_named_subst))
- | (C.Appl (C.MutInd (turi,typeno,exp_named_subst)::_)) ->
- let t1',t2',consno = (* sono i due sottotermini che differiscono *)
- match t1,t2 with
- ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::applist1)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::applist2)))
- when (uri1 = uri2) && (typeno1 = typeno2) && (consno1 = consno2) && (exp_named_subst1 = exp_named_subst2) -> (* controllo ridondante *)
- (List.nth applist1 (i-1)),(List.nth applist2 (i-1)),consno2
- | _ -> assert false
- in
- let tty',_ =
- CicTypeChecker.type_of_aux' metasenv context t1'
- CicUniv.empty_ugraph in
- let pattern =
- match fst(CicEnvironment.get_obj
- CicUniv.empty_ugraph turi ) with
- C.InductiveDefinition (ind_type_list,_,nr_ind_params_dx,_) ->
- let _,_,_,constructor_list = (List.nth ind_type_list typeno) in
- let i_constr_id,_ = List.nth constructor_list (consno - 1) in
- List.map
- (function (id,cty) ->
- let reduced_cty = CicReduction.whd context cty in
- let rec aux t k =
- match t with
- C.Prod (_,_,target) when (k <= nr_ind_params_dx) ->
- aux target (k+1)
- | C.Prod (binder,source,target) when (k > nr_ind_params_dx) ->
- let binder' =
- match binder with
- C.Name b -> C.Name b
- | C.Anonymous -> C.Name "y"
- in
- C.Lambda (binder',source,(aux target (k+1)))
- | _ ->
- let nr_param_constr = k - 1 - nr_ind_params_dx in
- if (id = i_constr_id)
- then C.Rel (nr_param_constr - i + 1)
- else S.lift (nr_param_constr + 1) t1' (* + 1 per liftare anche il lambda agguinto esternamente al case *)
- in aux reduced_cty 1
- )
- constructor_list
- | _ -> raise (ProofEngineTypes.Fail (lazy "Discriminate: object is not an Inductive Definition: it's imposible"))
- in
- ProofEngineTypes.apply_tactic
- (T.thens
- ~start:(P.cut_tac (C.Appl [(C.MutInd (equri,0,[])) ; tty' ; t1' ; t2']))
- ~continuations:[
- T.then_
- ~start:(injection_tac ~term:(C.Rel 1))
- ~continuation:T.id_tac (* !!! qui devo anche fare clear di term tranne al primo passaggio *)
- ;
- T.then_
- ~start:(ProofEngineTypes.mk_tactic
- (fun status ->
- let (proof, goal) = status in
- let _,metasenv,_,_ = proof in
- let _,context,gty = CicUtil.lookup_meta goal metasenv in
- let new_t1' =
- match gty with
- (C.Appl (C.MutInd (_,_,_)::arglist)) ->
- List.nth arglist 1
- | _ -> raise (ProofEngineTypes.Fail (lazy "Injection: goal after cut is not correct"))
- in
- ProofEngineTypes.apply_tactic
- (ReductionTactics.change_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern
- (Some new_t1'))
- (fun _ m u ->
- C.Appl [ C.Lambda (C.Name "x", tty,
- C.MutCase (turi, typeno,
- (C.Lambda ((C.Name "x"),
- (S.lift 1 tty),
- (S.lift 2 tty'))),
- (C.Rel 1), pattern
- )
- );
- t1], m, u))
- status
- ))
- ~continuation:
- (T.then_
- ~start:
- (EqualityTactics.rewrite_simpl_tac
- ~direction:`LeftToRight
- ~pattern:(ProofEngineTypes.conclusion_pattern None)
- term)
- ~continuation:EqualityTactics.reflexivity_tac
- )
- ])
- status
- | _ -> raise (ProofEngineTypes.Fail (lazy "Discriminate: not a discriminable equality"))
- )
- | _ -> raise (ProofEngineTypes.Fail (lazy "Discriminate: not an equality"))
- in
- ProofEngineTypes.mk_tactic (injection1_tac ~term ~i)
-;;
-
-exception TwoDifferentSubtermsFound of int
-
-(* term ha tipo t1=t2; funziona solo se t1 e t2 hanno in testa costruttori
-diversi *)
-
-let discriminate'_tac ~term =
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let fail msg = raise (ProofEngineTypes.Fail (lazy ("Discriminate: " ^ msg))) in
- let find_discriminating_consno t1 t2 =
- let rec aux t1 t2 =
- match t1, t2 with
- | C.MutConstruct _, C.MutConstruct _ when t1 = t2 -> None
- | C.Appl ((C.MutConstruct _ as constr1) :: args1),
- C.Appl ((C.MutConstruct _ as constr2) :: args2)
- when constr1 = constr2 ->
- let rec aux_list l1 l2 =
- match l1, l2 with
- | [], [] -> None
- | hd1 :: tl1, hd2 :: tl2 ->
- (match aux hd1 hd2 with
- | None -> aux_list tl1 tl2
- | Some _ as res -> res)
- | _ -> (* same constructor applied to a different number of args *)
- assert false
- in
- aux_list args1 args2
- | ((C.MutConstruct (_,_,consno1,subst1)),
- (C.MutConstruct (_,_,consno2,subst2)))
- | ((C.MutConstruct (_,_,consno1,subst1)),
- (C.Appl ((C.MutConstruct (_,_,consno2,subst2)) :: _)))
- | ((C.Appl ((C.MutConstruct (_,_,consno1,subst1)) :: _)),
- (C.MutConstruct (_,_,consno2,subst2)))
- | ((C.Appl ((C.MutConstruct (_,_,consno1,subst1)) :: _)),
- (C.Appl ((C.MutConstruct (_,_,consno2,subst2)) :: _)))
- when (consno1 <> consno2) || (subst1 <> subst2) ->
- Some consno2
- | _ -> fail "not a discriminable equality"
- in
- aux t1 t2
- in
- let mk_pattern turi typeno consno context left_args =
- (* a list of "True" except for the element in position consno which
- * is "False" *)
- match fst (CicEnvironment.get_obj CicUniv.empty_ugraph turi) with
- | C.InductiveDefinition (ind_type_list,_,nr_ind_params,_) ->
- let _,_,_,constructor_list = List.nth ind_type_list typeno in
- let false_constr_id,_ = List.nth constructor_list (consno - 1) in
- List.map
- (fun (id,cty) ->
- (* dubbio: e' corretto ridurre in questo context ??? *)
- let red_ty = CicReduction.whd context cty in
- let rec aux t k =
- match t with
- | C.Prod (_,_,target) when (k <= nr_ind_params) ->
- CicSubstitution.subst (List.nth left_args (k-1))
- (aux target (k+1))
- | C.Prod (binder,source,target) when (k > nr_ind_params) ->
- C.Lambda (binder, source, (aux target (k+1)))
- | _ ->
- if (id = false_constr_id)
- then (C.MutInd(LibraryObjects.false_URI (),0,[]))
- else (C.MutInd(LibraryObjects.true_URI (),0,[]))
- in
- (CicSubstitution.lift 1 (aux red_ty 1)))
- constructor_list
- | _ -> (* object is not an inductive definition *)
- assert false
- in
- let discriminate'_tac ~term status =
- let (proof, goal) = status in
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let termty,_ =
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph
- in
- match termty with
- | (C.Appl [(C.MutInd (equri, 0, [])) ; tty ; t1 ; t2])
- when LibraryObjects.is_eq_URI equri ->
- let turi,typeno,exp_named_subst,left_args =
- match tty with
- | (C.MutInd (turi,typeno,exp_named_subst)) ->
- turi,typeno,exp_named_subst,[]
- | (C.Appl (C.MutInd (turi,typeno,exp_named_subst)::left_args)) ->
- turi,typeno,exp_named_subst,left_args
- | _ -> fail "not a discriminable equality"
- in
- let consno =
- match find_discriminating_consno t1 t2 with
- | Some consno -> consno
- | None -> fail "discriminating terms are structurally equal"
- in
- let pattern = mk_pattern turi typeno consno context left_args in
- let (proof',goals') =
- ProofEngineTypes.apply_tactic
- (EliminationTactics.elim_type_tac
- (C.MutInd (LibraryObjects.false_URI (), 0, [])))
- status
- in
- (match goals' with
- | [goal'] ->
- let _,metasenv',_,_ = proof' in
- let _,context',gty' = CicUtil.lookup_meta goal' metasenv' in
- ProofEngineTypes.apply_tactic
- (T.then_
- ~start:
- (ReductionTactics.change_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern (Some gty'))
- (fun _ m u ->
- C.Appl [
- C.Lambda ( C.Name "x", tty,
- C.MutCase (turi, typeno,
- (C.Lambda ((C.Name "x"),
- (CicSubstitution.lift 1 tty),
- (C.Sort C.Prop))),
- (C.Rel 1), pattern));
- t2 ], m, u))
- ~continuation:
- (T.then_
- ~start:
- (EqualityTactics.rewrite_simpl_tac
- ~direction:`RightToLeft
- ~pattern:(ProofEngineTypes.conclusion_pattern None)
- term)
- ~continuation:
- (IntroductionTactics.constructor_tac ~n:1)))
- (proof',goal')
- | [] -> fail "ElimType False left no goals"
- | _ -> fail "ElimType False left more than one goal")
- | _ -> fail "not an equality"
- in
- ProofEngineTypes.mk_tactic (discriminate'_tac ~term)
-
-let discriminate_tac ~term =
- let discriminate_tac ~term status =
- ProofEngineTypes.apply_tactic
- (Tacticals.then_
- ~start:(* (injection_tac ~term) *) Tacticals.id_tac
- ~continuation:(discriminate'_tac ~term)) (* NOOO!!! non term ma una (qualunque) delle nuove hyp introdotte da inject *)
- status
- in
- ProofEngineTypes.mk_tactic (discriminate_tac ~term)
-
-let decide_equality_tac =
-(* il goal e' un termine della forma t1=t2\/~t1=t2; la tattica decide se l'uguaglianza
-e' vera o no e lo risolve *)
- Tacticals.id_tac
-
-let compare_tac ~term = Tacticals.id_tac
- (*
-(* term is in the form t1=t2; the tactic leaves two goals: in the first you have to *)
-(* demonstrate the goal with the additional hyp that t1=t2, in the second the hyp is ~t1=t2 *)
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let _,metasenv,_,_ = proof in
- let _,context,gty = CicUtil.lookup_meta goal metasenv in
- let termty = (CicTypeChecker.type_of_aux' metasenv context term) in
- match termty with
- (C.Appl [(C.MutInd (uri, 0, [])); _; t1; t2]) when (uri = (U.uri_of_string "cic:/Coq/Init/Logic/eq.ind")) ->
-
- let term' = (* (t1=t2)\/~(t1=t2) *)
- C.Appl [
- (C.MutInd ((U.uri_of_string "cic:/Coq/Init/Logic/or.ind"), 0, [])) ;
- term ;
- C.Appl [
- (C.MutInd ((U.uri_of_string "cic:/Coq/Init/Logic/eq.ind"), 1, [])) ;
- t1 ;
- C.Appl [C.Const ((U.uri_of_string "cic:/Coq/Init/Logic/not.con"), []) ; t2]
- ]
- ]
- in
- T.thens
- ~start:(P.cut_tac ~term:term')
- ~continuations:[
- T.then_ ~start:(P.intros_tac) ~continuation:(P.elim_intros_simpl_tac ~term:(C.Rel 1)) ;
- decide_equality_tac]
- status
- | (C.Appl [(C.MutInd (uri, 0, [])); _; t1; t2]) when (uri = (U.uri_of_string "cic:/Coq/Init/Logic_Type/eqT.ind")) ->
- let term' = (* (t1=t2) \/ ~(t1=t2) *)
- C.Appl [
- (C.MutInd ((U.uri_of_string "cic:/Coq/Init/Logic/or.ind"), 0, [])) ;
- term ;
- C.Appl [
- (C.MutInd ((U.uri_of_string "cic:/Coq/Init/Logic_Type/eqT.ind"), 1, [])) ;
- t1 ;
- C.Appl [C.Const ((U.uri_of_string "cic:/Coq/Init/Logic/not.con"), []) ; t2]
- ]
- ]
- in
- T.thens
- ~start:(P.cut_tac ~term:term')
- ~continuations:[
- T.then_ ~start:(P.intros_tac) ~continuation:(P.elim_intros_simpl_tac ~term:(C.Rel 1)) ;
- decide_equality_tac]
- status
- | _ -> raise (ProofEngineTypes.Fail "Compare: Not an equality")
-*)
-;;
-
-
-
-(* DISCRIMINTATE SENZA INJECTION
-
-exception TwoDifferentSubtermsFound of (Cic.term * Cic.term * int)
-
-let discriminate_tac ~term status =
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let (proof, goal) = status in
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let termty = (CicTypeChecker.type_of_aux' metasenv context term) in
- match termty with
- (C.Appl [(C.MutInd (equri, 0, [])) ; tty ; t1 ; t2])
- when (U.eq equri (U.uri_of_string "cic:/Coq/Init/Logic/eq.ind"))
- or (U.eq equri (U.uri_of_string "cic:/Coq/Init/Logic_Type/eqT.ind")) -> (
- match tty with
- (C.MutInd (turi,typeno,exp_named_subst))
- | (C.Appl (C.MutInd (turi,typeno,exp_named_subst)::_)) ->
-
- let (t1',t2',consno2') = (* bruuutto: uso un eccezione per terminare con successo! buuu!! :-/ *)
- try
- let rec traverse t1 t2 =
-debug_print (lazy ("XXXX t1 " ^ CicPp.ppterm t1)) ;
-debug_print (lazy ("XXXX t2 " ^ CicPp.ppterm t2)) ;
- match t1,t2 with
- ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- when (uri1 = uri2) && (typeno1 = typeno2) && (consno1 = consno2) && (exp_named_subst1 = exp_named_subst2) ->
- t1,t2,0
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::applist1)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::applist2)))
- when (uri1 = uri2) && (typeno1 = typeno2) && (consno1 = consno2) && (exp_named_subst1 = exp_named_subst2) ->
- let rec traverse_list l1 l2 =
- match l1,l2 with
- [],[] -> t1,t2,0
- | hd1::tl1,hd2::tl2 -> traverse hd1 hd2; traverse_list tl1 tl2
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: i 2 termini hanno in testa lo stesso costruttore, ma applicato a un numero diverso di termini. possibile???")
- in traverse_list applist1 applist2
-
- | ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- | ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::_)))
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::_)),
- (C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2)))
- | ((C.Appl ((C.MutConstruct (uri1,typeno1,consno1,exp_named_subst1))::_)),
- (C.Appl ((C.MutConstruct (uri2,typeno2,consno2,exp_named_subst2))::_)))
- when (consno1 <> consno2) || (exp_named_subst1 <> exp_named_subst2) ->
- raise (TwoDifferentSubtermsFound (t1,t2,consno2))
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: not a discriminable equality")
- in traverse t1 t2
- with (TwoDifferentSubtermsFound (t1,t2,consno2)) -> (t1,t2,consno2)
- in
-debug_print (lazy ("XXXX consno2' " ^ (string_of_int consno2'))) ;
- if consno2' = 0
- then raise (ProofEngineTypes.Fail "Discriminate: Discriminating terms are structurally equal")
- else
-
- let pattern =
- (* a list of "True" except for the element in position consno2' which is "False" *)
- match fst(CicEnvironment.get_obj turi
- CicUniv.empty_ugraph) with
- C.InductiveDefinition (ind_type_list,_,nr_ind_params) ->
-debug_print (lazy ("XXXX nth " ^ (string_of_int (List.length ind_type_list)) ^ " " ^ (string_of_int typeno))) ;
- let _,_,_,constructor_list = (List.nth ind_type_list typeno) in
-debug_print (lazy ("XXXX nth " ^ (string_of_int (List.length constructor_list)) ^ " " ^ (string_of_int consno2'))) ;
- let false_constr_id,_ = List.nth constructor_list (consno2' - 1) in
-debug_print (lazy "XXXX nth funzionano ") ;
- List.map
- (function (id,cty) ->
- let red_ty = CicReduction.whd context cty in (* dubbio: e' corretto ridurre in questo context ??? *)
- let rec aux t k =
- match t with
- C.Prod (_,_,target) when (k <= nr_ind_params) ->
- aux target (k+1)
- | C.Prod (binder,source,target) when (k > nr_ind_params) ->
- C.Lambda (binder,source,(aux target (k+1)))
- | _ ->
- if (id = false_constr_id)
- then (C.MutInd (U.uri_of_string "cic:/Coq/Init/Logic/False.ind") 0 [])
- else (C.MutInd (U.uri_of_string "cic:/Coq/Init/Logic/True.ind") 0 [])
- in aux red_ty 1
- )
- constructor_list
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: object is not an Inductive Definition: it's imposible")
- in
-
- let (proof',goals') =
- EliminationTactics.elim_type_tac
- ~term:(C.MutInd (U.uri_of_string "cic:/Coq/Init/Logic/False.ind") 0 [] )
- status
- in
- (match goals' with
- [goal'] ->
- let _,metasenv',_,_ = proof' in
- let _,context',gty' =
- CicUtil.lookup_meta goal' metasenv'
- in
- T.then_
- ~start:
- (P.change_tac
- ~what:gty'
- ~with_what:
- (C.Appl [
- C.Lambda (
- C.Name "x", tty,
- C.MutCase (
- turi, typeno,
- (C.Lambda ((C.Name "x"),tty,(C.Sort C.Prop))),
- (C.Rel 1), pattern
- )
- );
- t2']
- )
- )
- ~continuation:
- (
-debug_print (lazy ("XXXX rewrite<-: " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' (C.Appl [(C.MutInd (equri,0,[])) ; tty ; t1' ; t2']))));
-debug_print (lazy ("XXXX rewrite<-: " ^ CicPp.ppterm (C.Appl [(C.MutInd (equri,0,[])) ; tty ; t1' ; t2']))) ;
-debug_print (lazy ("XXXX equri: " ^ U.string_of_uri equri)) ;
-debug_print (lazy ("XXXX tty : " ^ CicPp.ppterm tty)) ;
-debug_print (lazy ("XXXX tt1': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' t1'))) ;
-debug_print (lazy ("XXXX tt2': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' t2'))) ;
-if (CicTypeChecker.type_of_aux' metasenv' context' t1') <> tty then debug_print (lazy ("XXXX tt1': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' t1'))) ;
-if (CicTypeChecker.type_of_aux' metasenv' context' t2') <> tty then debug_print (lazy ("XXXX tt2': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' t2'))) ;
-if (CicTypeChecker.type_of_aux' metasenv' context' t1') <> (CicTypeChecker.type_of_aux' metasenv' context' t2')
- then debug_print (lazy ("XXXX tt1': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux'
- metasenv' context' t1'))) ; debug_print (lazy ("XXXX tt2': " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' t2'))) ;
-
- let termty' = ProofEngineReduction.replace_lifting ~equality:(==) ~what:t1 ~with_what:t1' ~where:termty in
- let termty'' = ProofEngineReduction.replace_lifting ~equality:(==) ~what:t2 ~with_what:t2' ~where:termty' in
-
-debug_print (lazy ("XXXX rewrite<- " ^ CicPp.ppterm term ^ " : " ^ CicPp.ppterm (CicTypeChecker.type_of_aux' metasenv' context' term)));
- T.then_
- ~start:(EqualityTactics.rewrite_back_simpl_tac ~term:term)
- ~continuation:(IntroductionTactics.constructor_tac ~n:1)
- )
- (proof',goal')
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: ElimType False left more (or less) than one goal")
- )
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: not a discriminable equality")
- )
- | _ -> raise (ProofEngineTypes.Fail "Discriminate: not an equality")
-;;
-
-*)
-
-
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val injection_tac: term:Cic.term -> ProofEngineTypes.tactic
-val discriminate_tac: term:Cic.term -> ProofEngineTypes.tactic
-val decide_equality_tac: ProofEngineTypes.tactic
-val compare_tac: term:Cic.term -> ProofEngineTypes.tactic
-
+++ /dev/null
-main.aux
-main.dvi
-main.log
-main.out
-main.pdf
-main.ps
+++ /dev/null
-
-#
-# Generic makefile for latex
-#
-# Author: Stefano Zacchiroli <zack@bononia.it>
-#
-# Created: Sun, 29 Jun 2003 12:00:55 +0200 zack
-# Last-Modified: Mon, 10 Oct 2005 15:37:12 +0200 zack
-#
-
-########################################################################
-
-# list of .tex _main_ files
-TEXS = main.tex
-
-# number of runs of latex (for table of contents, list of figures, ...)
-RUNS = 1
-
-# do you need bibtex?
-BIBTEX = no
-
-# would you like to use pdflatex?
-PDF_VIA_PDFLATEX = yes
-
-# which formats generated by default ("all" target)?
-# (others will be generated by "world" target)
-# see AVAILABLE_FORMATS below
-BUILD_FORMATS = dvi
-
-# which format to be shown on "make show"
-SHOW_FORMAT = dvi
-
-########################################################################
-
-AVAILABLE_FORMATS = dvi ps ps.gz pdf html
-
-ADVI = advi
-BIBTEX = bibtex
-BROWSER = galeon
-DVIPDF = dvipdf
-DVIPS = dvips
-GV = gv
-GZIP = gzip
-HEVEA = hevea
-ISPELL = ispell
-LATEX = latex
-PDFLATEX = pdflatex
-PRINT = lpr
-XDVI = xdvi
-XPDF = xpdf
-
-ALL_FORMATS = $(BUILD_FORMATS)
-WORLD_FORMATS = $(AVAILABLE_FORMATS)
-
-all: $(ALL_FORMATS)
-world: $(WORLD_FORMATS)
-
-DVIS = $(TEXS:.tex=.dvi)
-PSS = $(TEXS:.tex=.ps)
-PSGZS = $(TEXS:.tex=.ps.gz)
-PDFS = $(TEXS:.tex=.pdf)
-HTMLS = $(TEXS:.tex=.html)
-
-dvi: $(DVIS)
-ps: $(PSS)
-ps.gz: $(PSGZS)
-pdf: $(PDFS)
-html: $(HTMLS)
-
-show: show$(SHOW_FORMAT)
-showdvi: $(DVIS)
- $(XDVI) $<
-showps: $(PSS)
- $(GV) $<
-showpdf: $(PDFS)
- $(XPDF) $<
-showpsgz: $(PSGZS)
- $(GV) $<
-showps.gz: showpsgz
-showhtml: $(HTMLS)
- $(BROWSER) $<
-
-print: $(PSS)
- $(PRINT) $^
-
-clean:
- rm -f \
- $(TEXS:.tex=.dvi) $(TEXS:.tex=.ps) $(TEXS:.tex=.ps.gz) \
- $(TEXS:.tex=.pdf) $(TEXS:.tex=.aux) $(TEXS:.tex=.log) \
- $(TEXS:.tex=.html) $(TEXS:.tex=.out) $(TEXS:.tex=.haux) \
- $(TEXS:.tex=.htoc) $(TEXS:.tex=.tmp)
-
-%.dvi: %.tex
- $(LATEX) $<
- if [ "$(BIBTEX)" = "yes" ]; then $(BIBTEX) $*; fi
- if [ "$(RUNS)" -gt 1 ]; then \
- for i in seq 1 `expr $(RUNS) - 1`; do \
- $(LATEX) $<; \
- done; \
- fi
-ifeq ($(PDF_VIA_PDFLATEX),yes)
-%.pdf: %.tex
- $(PDFLATEX) $<
- if [ "$(BIBTEX)" = "yes" ]; then $(BIBTEX) $*; fi
- if [ "$(RUNS)" -gt 1 ]; then \
- for i in seq 1 `expr $(RUNS) - 1`; do \
- $(PDFLATEX) $<; \
- done; \
- fi
-else
-%.pdf: %.dvi
- $(DVIPDF) $< $@
-endif
-%.ps: %.dvi
- $(DVIPS) $<
-%.ps.gz: %.ps
- $(GZIP) -c $< > $@
-%.html: %.tex
- $(HEVEA) -fix $<
-
-.PHONY: all ps pdf html clean
-
-########################################################################
-
+++ /dev/null
-
-\section{Semantics}
-
-\subsection{Language}
-
-\[
-\begin{array}{rcll}
- S & ::= & & \mbox{(\textbf{continuationals})}\\
- & & \TACTIC{T} & \mbox{(tactic)}\\[2ex]
- & | & \DOT & \mbox{(dot)} \\
- & | & \SEMICOLON & \mbox{(semicolon)} \\
- & | & \BRANCH & \mbox{(branch)} \\
- & | & \SHIFT & \mbox{(shift)} \\
- & | & \POS{i} & \mbox{(relative positioning)} \\
- & | & \MERGE & \mbox{(merge)} \\[2ex]
- & | & \FOCUS{g_1,\dots,g_n} & \mbox{(absolute positioning)} \\
- & | & \UNFOCUS & \mbox{(unfocus)} \\[2ex]
- & | & S ~ S & \mbox{(sequential composition)} \\[2ex]
- T & : := & & \mbox{(\textbf{tactics})}\\
- & & \SKIP & \mbox{(skip)} \\
- & | & \mathtt{reflexivity} & \\
- & | & \mathtt{apply}~t & \\
- & | & \dots &
-\end{array}
-\]
-
-\subsection{Status}
-
-\[
-\begin{array}{rcll}
- \xi & & & \mbox{(proof status)} \\
- \mathit{goal} & & & \mbox{(proof goal)} \\[2ex]
-
- \SWITCH & = & \OPEN~\mathit{goal} ~ | ~ \CLOSED~\mathit{goal} & \\
- \mathit{locator} & = & \INT\times\SWITCH & \\
- \mathit{tag} & = & \BRANCHTAG ~ | ~ \FOCUSTAG \\[2ex]
-
- \Gamma & = & \mathit{locator}~\LIST & \mbox{(context)} \\
- \tau & = & \mathit{locator}~\LIST & \mbox{(todo)} \\
- \kappa & = & \mathit{locator}~\LIST & \mbox{(dot's future)} \\[2ex]
-
- \mathit{stack} & = & (\Gamma\times\tau\times\kappa\times\mathit{tag})~\LIST
- \\[2ex]
-
- \mathit{status} & = & \xi\times\mathit{stack} \\
-\end{array}
-\]
-
-\paragraph{Utilities}
-\begin{itemize}
- \item $\ZEROPOS([g_1;\cdots;g_n]) =
- [\langle 0,\OPEN~g_1\rangle;\cdots;\langle 0,\OPEN~g_n\rangle]$
- \item $\INITPOS([\langle i_1,s_1\rangle;\cdots;\langle i_n,s_n\rangle]) =
- [\langle 1,s_1\rangle;\cdots;\langle n,s_n\rangle]$
- \item $\ISFRESH(s) =
- \left\{
- \begin{array}{ll}
- \mathit{true} & \mathrm{if} ~ s = \langle n, \OPEN~g\rangle\land n > 0 \\
- \mathit{false} & \mathrm{otherwise} \\
- \end{array}
- \right.$
- \item $\FILTEROPEN(\mathit{locs})=
- \left\{
- \begin{array}{ll}
- [] & \mathrm{if}~\mathit{locs} = [] \\
- \langle i,\OPEN~g\rangle :: \FILTEROPEN(\mathit{tl})
- & \mathrm{if}~\mathit{locs} = \langle i,\OPEN~g\rangle :: \mathit{tl} \\
- \FILTEROPEN(\mathit{tl})
- & \mathrm{if}~\mathit{locs} = \mathit{hd} :: \mathit{tl} \\
- \end{array}
- \right.$
- \item $\REMOVEGOALS(G,\mathit{locs}) =
- \left\{
- \begin{array}{ll}
- [] & \mathrm{if}~\mathit{locs} = [] \\
- \REMOVEGOALS(G,\mathit{tl})
- & \mathrm{if}~\mathit{locs} = \langle i,\OPEN~g\rangle :: \mathit{tl}
- \land g\in G\\
- hd :: \REMOVEGOALS(G,\mathit{tl})
- & \mathrm{if}~\mathit{locs} = \mathit{hd} :: \mathit{tl} \\
- \end{array}
- \right.$
- \item $\DEEPCLOSE(G,S)$: (intuition) given a set of goals $G$ and a stack $S$
- it returns a new stack $S'$ identical to the given one with the exceptions
- that each locator whose goal is in $G$ is marked as closed in $\Gamma$ stack
- components and removed from $\tau$ and $\kappa$ components.
- \item $\GOALS(S)$: (inutition) return all goals appearing in whatever position
- on a given stack $S$, appearing in an \OPEN{} switch.
-\end{itemize}
-
-\paragraph{Invariants}
-\begin{itemize}
- \item $\forall~\mathrm{entry}~\ENTRY{\Gamma}{\tau}{\kappa}{t}, \forall s
- \in\tau\cup\kappa, \exists g, s = \OPEN~g$ (each locator on the stack in
- $\tau$ and $\kappa$ components has an \OPEN~switch).
- \item Unless \FOCUS{} is used the stack contains no duplicate goals.
- \item $\forall~\mathrm{locator}~l\in\Gamma \mbox{(with the exception of the
- top-level $\Gamma$)}, \ISFRESH(l)$.
-\end{itemize}
-
-\subsection{Semantics}
-
-\[
-\begin{array}{rcll}
- \SEMOP{\cdot} & : & C -> \mathit{status} -> \mathit{status} &
- \mbox{(continuationals semantics)} \\
- \TSEMOP{\cdot} & : & T -> \xi -> \SWITCH ->
- \xi\times\GOAL~\LIST\times\GOAL~\LIST & \mbox{(tactics semantics)} \\
-\end{array}
-\]
-
-\[
-\begin{array}{rcl}
- \mathit{apply\_tac} & : & T -> \xi -> \GOAL ->
- \xi\times\GOAL~\LIST\times\GOAL~\LIST
-\end{array}
-\]
-
-\[
-\begin{array}{rlcc}
- \TSEM{T}{\xi}{\OPEN~g} & = & \mathit{apply\_tac}(T,\xi,n) & T\neq\SKIP\\
- \TSEM{\SKIP}{\xi}{\CLOSED~g} & = & \langle \xi, [], [g]\rangle &
-\end{array}
-\]
-
-\[
-\begin{array}{rcl}
-
- \SEM{\TACTIC{T}}{\ENTRY{\GIN}{\tau}{\kappa}{t}::S}
- & =
- & \langle
- \xi_n,
- \ENTRY{\Gamma'}{\tau'}{\kappa'}{t}
-% \ENTRY{\ZEROPOS(G^o_n)}{\tau\setminus G^c_n}{\kappa\setminus G^o_n}{t}
- :: \DEEPCLOSE(G^c_n,S)
- \rangle
- \\[1ex]
- \multicolumn{3}{l}{\hspace{\sidecondlen}\mathit{where} ~ n\geq 1}
- \\[1ex]
- \multicolumn{3}{l}{\hspace{\sidecondlen}\mathit{and} ~
- \Gamma' = \ZEROPOS(G^o_n)
- \land \tau' = \REMOVEGOALS(G^c_n,\tau)
- \land \kappa' = \REMOVEGOALS(G^o_n,\kappa)
- }
- \\[1ex]
- \multicolumn{3}{l}{\hspace{\sidecondlen}\mathit{and} ~
- \left\{
- \begin{array}{rcll}
- \langle\xi_0, G^o_0, G^c_0\rangle & = & \langle\xi, [], []\rangle \\
- \langle\xi_{i+1}, G^o_{i+1}, G^c_{i+1}\rangle
- & =
- & \langle\xi_i, G^o_i, G^c_i\rangle
- & l_{i+1}\in G^c_i \\
- \langle\xi_{i+1}, G^o_{i+1}, G^c_{i+1}\rangle
- & =
- & \langle\xi, (G^o_i\setminus G^c)\cup G^o, G^c_i\cup G^c\rangle
- & l_{i+1}\not\in G^c_i \\[1ex]
- & & \mathit{where} ~ \langle\xi,G^o,G^c\rangle=\TSEM{T}{\xi_i}{l_{i+1}} \\
- \end{array}
- \right.
- }
- \\[6ex]
-
- \SEM{~\DOT~}{\ENTRY{\Gamma}{\tau}{\kappa}{t}::S}
- & =
- & \langle \xi, \ENTRY{l_1}{\tau}{\GIN[2]\cup\kappa}{t}::S \rangle
- \\[1ex]
- & & \mathrm{where} ~ \FILTEROPEN(\Gamma)=\GIN \land n\geq 1
- \\[2ex]
-
- \SEM{~\DOT~}{\ENTRY{\Gamma}{\tau}{l::\kappa}{t}::S}
- & =
- & \langle \xi, \ENTRY{[l]}{\tau}{\kappa}{t}::S \rangle
- \\[1ex]
- & & \mathrm{where} ~ \FILTEROPEN(\Gamma)=[]
- \\[2ex]
-
- \SEM{~\SEMICOLON~}{S} & = & \langle \xi, S \rangle \\[1ex]
-
- \SEM{~\BRANCH~}{\ENTRY{\GIN}{\tau}{\kappa}{t}::S}
- \quad
- & =
- & \langle\xi, \ENTRY{[l_1']}{[]}{[]}{\BRANCHTAG}
- ::\ENTRY{[l_2';\cdots;l_n']}{\tau}{\kappa}{t}::S
- \\[1ex]
- & & \mathrm{where} ~ n\geq 2 ~ \land ~ \INITPOS(\GIN)=[l_1';\cdots;l_n']
- \\[2ex]
-
- \SEM{~\SHIFT~}
- {\ENTRY{\Gamma}{\tau}{\kappa}{\BRANCHTAG}::\ENTRY{\GIN}{\tau'}{\kappa'}{t'}
- ::S}
- & =
- & \langle
- \xi, \ENTRY{[l_1]}{\tau\cup\FILTEROPEN(\Gamma)}{[]}{\BRANCHTAG}
- ::\ENTRY{\GIN[2]}{\tau'}{\kappa'}{t'}::S
- \rangle
- \\[1ex]
- & & \mathrm{where} ~ n\geq 1
- \\[2ex]
-
- \SEM{~\POS{i}~}
- {\ENTRY{[l]}{[]}{[]}{\BRANCHTAG}::\ENTRY{\Gamma'}{\tau'}{\kappa'}{t'}::S}
- & =
- & \langle \xi, \ENTRY{[l_i]}{[]}{[]}{\BRANCHTAG}
- ::\ENTRY{l :: (\Gamma'\setminus [l_i])}{\tau'}{\kappa'}{t'}::S \rangle
- \\[1ex]
- & & \mathrm{where} ~ \langle i,l'\rangle = l_i\in \Gamma'~\land~\ISFRESH(l)
- \\[2ex]
-
- \SEM{~\POS{i}~}
- {\ENTRY{\Gamma}{\tau}{\kappa}{\BRANCHTAG}
- ::\ENTRY{\Gamma'}{\tau'}{\kappa'}{t'}::S}
- & =
- & \langle \xi, \ENTRY{[l_i]}{[]}{[]}{\BRANCHTAG}
- ::\ENTRY{\Gamma'\setminus [l_i]}{\tau'\cup\FILTEROPEN(\Gamma)}{\kappa'}{t'}::S
- \rangle
- \\[1ex]
- & & \mathrm{where} ~ \langle i, l'\rangle = l_i\in \Gamma'
- \\[2ex]
-
- \SEM{~\MERGE~}
- {\ENTRY{\Gamma}{\tau}{\kappa}{\BRANCHTAG}::\ENTRY{\Gamma'}{\tau'}{\kappa'}{t'}
- ::S}
- & =
- & \langle \xi,
- \ENTRY{\tau\cup\FILTEROPEN(\Gamma)\cup\Gamma'\cup\kappa}{\tau'}{\kappa'}{t'}
- :: S
- \rangle
- \\[2ex]
-
- \SEM{\FOCUS{g_1,\dots,g_n}}{S}
- & =
- & \langle \xi, \ENTRY{\ZEROPOS([g_1;\cdots;g_n])}{[]}{[]}{\FOCUSTAG}
- ::\DEEPCLOSE(S)
- \rangle
- \\[1ex]
- & & \mathrm{where} ~
- \forall i=1,\dots,n,~g_i\in\GOALS(S)
- \\[2ex]
-
- \SEM{\UNFOCUS}{\ENTRY{[]}{[]}{[]}{\FOCUSTAG}::S}
- & =
- & \langle \xi, S\rangle \\[2ex]
-
-\end{array}
-\]
-
+++ /dev/null
-%%
-%% This is file `infernce.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,inference')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from infernce.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@@tempa,\@@tempb,\@adjustPremises,\@inference}
-\TestForConflict{\@inferenceBack,\@inferenceFront,\@inferenceOrPremis}
-\TestForConflict{\@premises,\@processInference,\@processPremiseLine}
-\TestForConflict{\@setLengths,\inference,\predicate,\predicatebegin}
-\TestForConflict{\predicateend,\setnamespace,\setpremisesend}
-\TestForConflict{\setpremisesspace,\@makeLength,\@@space}
-\TestForConflict{\@@aLineBox,\if@@shortDivider}
-\newtoks\@@tempa
-\newtoks\@@tempb
-\newcommand{\@makeLength}[4]{
- \@@tempa=\expandafter{\csname @@#2\endcsname}
- \@@tempb=\expandafter{\csname @set#2\endcsname} %
- \expandafter \newlength \the\@@tempa
- \expandafter \newcommand \the\@@tempb {}
- \expandafter \newcommand \csname set#1\endcsname[1]{}
- \expandafter \xdef \csname set#1\endcsname##1%
- {{\dimen0=##1}%
- \noexpand\renewcommand{\the\@@tempb}{%
- \noexpand\setlength{\the \@@tempa}{##1 #4}}%
- }%
- \csname set#1\endcsname{#3}
- \@@tempa=\expandafter{\@setLengths} %
- \edef\@setLengths{\the\@@tempa \the\@@tempb} %
- }
-
-\newcommand{\@setLengths}{%
- \setlength{\baselineskip}{1.166em}%
- \setlength{\lineskip}{1pt}%
- \setlength{\lineskiplimit}{1pt}}
-\@makeLength{premisesspace}{pSpace}{1.5em}{plus 1fil}
-\@makeLength{premisesend}{pEnd}{.75em}{plus 0.5fil}
-\@makeLength{namespace}{nSpace}{.5em}{}
-\newbox\@@aLineBox
-\newif\if@@shortDivider
-\newcommand{\@@space}{ }
-\newcommand{\predicate}[1]{\predicatebegin #1\predicateend}
-\newcommand{\predicatebegin}{$}
-\newcommand{\predicateend}{$}
-\def\inference{%
- \@@shortDividerfalse
- \expandafter\hbox\bgroup
- \@ifstar{\@@shortDividertrue\@inferenceFront}%
- \@inferenceFront
-}
-\def\@inferenceFront{%
- \@ifnextchar[%
- {\@inferenceFrontName}%
- {\@inferenceMiddle}%
-}
-\def\@inferenceFrontName[#1]{%
- \setbox3=\hbox{\footnotesize #1}%
- \ifdim \wd3 > \z@
- \unhbox3%
- \hskip\@@nSpace
- \fi
- \@inferenceMiddle
-}
-\long\def\@inferenceMiddle#1{%
- \@setLengths%
- \setbox\@@pBox=
- \vbox{%
- \@premises{#1}%
- \unvbox\@@pBox
- }%
- \@inferenceBack
-}
-\long\def\@inferenceBack#1{%
- \setbox\@@cBox=%
- \hbox{\hskip\@@pEnd \predicate{\ignorespaces#1}\unskip\hskip\@@pEnd}%
- \setbox1=\hbox{$ $}%
- \setbox\@@pBox=\vtop{\unvbox\@@pBox
- \vskip 4\fontdimen8\textfont3}%
- \setbox\@@cBox=\vbox{\vskip 4\fontdimen8\textfont3%
- \box\@@cBox}%
- \if@@shortDivider
- \ifdim\wd\@@pBox >\wd\@@cBox%
- \dimen1=\wd\@@pBox%
- \else%
- \dimen1=\wd\@@cBox%
- \fi%
- \dimen0=\wd\@@cBox%
- \hbox to \dimen1{%
- \hss
- $\frac{\hbox to \dimen0{\hss\box\@@pBox\hss}}%
- {\box\@@cBox}$%
- \hss
- }%
- \else
- $\frac{\box\@@pBox}%
- {\box\@@cBox}$%
- \fi
- \@ifnextchar[%
- {\@inferenceBackName}%{}%
- {\egroup}
-}
-\def\@inferenceBackName[#1]{%
- \setbox3=\hbox{\footnotesize #1}%
- \ifdim \wd3 > \z@
- \hskip\@@nSpace
- \unhbox3%
- \fi
- \egroup
-}
-\newcommand{\@premises}[1]{%
- \setbox\@@pBox=\vbox{}%
- \dimen\@@maxwidth=\wd\@@cBox%
- \@processPremises #1\\\end%
- \@adjustPremises%
-}
-\newcommand{\@adjustPremises}{%
- \setbox\@@pBox=\vbox{%
- \@@moreLinestrue %
- \loop %
- \setbox\@@pBox=\vbox{%
- \unvbox\@@pBox %
- \global\setbox\@@aLineBox=\lastbox %
- }%
- \ifvoid\@@aLineBox %
- \@@moreLinesfalse %
- \else %
- \hbox to \dimen\@@maxwidth{\unhbox\@@aLineBox}%
- \fi %
- \if@@moreLines\repeat%
- }%
-}
-\def\@processPremises#1\\#2\end{%
- \setbox\@@pLineBox=\hbox{}%
- \@processPremiseLine #1&\end%
- \setbox\@@pLineBox=\hbox{\unhbox\@@pLineBox \unskip}%
- \ifdim \wd\@@pLineBox > \z@ %
- \setbox\@@pLineBox=%
- \hbox{\hskip\@@pEnd \unhbox\@@pLineBox \hskip\@@pEnd}%
- \ifdim \wd\@@pLineBox > \dimen\@@maxwidth %
- \dimen\@@maxwidth=\wd\@@pLineBox %
- \fi %
- \setbox\@@pBox=\vbox{\box\@@pLineBox\unvbox\@@pBox}%
- \fi %
- \def\sem@tmp{#2}%
- \ifx \sem@tmp\empty \else %
- \@ReturnAfterFi{%
- \@processPremises #2\end %
- }%
- \fi%
-}
-\def\@processPremiseLine#1\end{%
- \def\sem@tmp{#1}%
- \ifx \sem@tmp\empty \else%
- \ifx \sem@tmp\@@space \else%
- \setbox\@@pLineBox=%
- \hbox{\unhbox\@@pLineBox%
- \@inferenceOrPremis #1\inference\end%
- \hskip\@@pSpace}%
- \fi%
- \fi%
- \def\sem@tmp{#2}%
- \ifx \sem@tmp\empty \else%
- \@ReturnAfterFi{%
- \@processPremiseLine#2\end%
- }%
- \fi%
-}
-\def\@inferenceOrPremis#1\inference{%
- \@ifnext \end
- {\@dropnext{\predicate{\ignorespaces #1}\unskip}}%
- {\@processInference #1\inference}%
-}
-\def\@processInference#1\inference\end{%
- \ignorespaces #1%
- \setbox3=\lastbox
- \dimen3=\dp3
- \advance\dimen3 by -\fontdimen22\textfont2
- \advance\dimen3 by \fontdimen8\textfont3
- \expandafter\raise\dimen3\box3%
-}
-\long\def\@ReturnAfterFi#1\fi{\fi#1}
-\fi
-\endinput
-%%
-%% End of file `infernce.sty'.
+++ /dev/null
-%%
-%% This is file `ligature.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,ligature')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from ligature.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@addligto,\@addligtofollowlist,\@def@ligstep}
-\TestForConflict{\@@trymathlig,\@defactive,\@defligstep}
-\TestForConflict{\@definemathlig,\@domathligfirsts,\@domathligfollows}
-\TestForConflict{\@exitmathlig,\@firstmathligs,\@ifactive,\@ifcharacter}
-\TestForConflict{\@ifinlist,\@lastvalidmathlig,\@mathliglink}
-\TestForConflict{\@mathligredefactive,\@mathligsoff,\@mathligson}
-\TestForConflict{\@seentoks,\@setupfirstligchar,\@try@mathlig}
-\TestForConflict{\@trymathlig,\if@mathligon,\mathlig,\mathligprotect}
-\TestForConflict{\mathligsoff,\mathligson,\@startmathlig,\@pushedtoks}
-\newif\if@mathligon
-\DeclareRobustCommand\mathlig[1]{\@addligtolists#1\@@
- \if@mathligon\mathligson\fi
- \@setupfirstligchar#1\@@
- \@defligstep{}#1\@@}
-\def\@mathligson{\if@mathligon\mathligson\fi}
-\def\@mathligsoff{\if@mathligon\mathligsoff\@mathligontrue\fi}
-\DeclareRobustCommand\mathligprotect[1]{\expandafter
- \def\expandafter#1\expandafter{%
- \expandafter\@mathligsoff#1\@mathligson}}
-\DeclareRobustCommand\mathligson{\def\do##1##2##3{\mathcode`##1="8000}%
- \@domathligfirsts\@mathligontrue}
-\AtBeginDocument{\mathligson}
-\DeclareRobustCommand\mathligsoff{\def\do##1##2##3{\mathcode`##1=##2}%
- \@domathligfirsts\@mathligonfalse}
-\edef\@mathliglink{Error: \noexpand\verb|\string\@mathliglink| expanded}
-{\catcode`\A=11\catcode`\1=12\catcode`\~=13 % Letter, Other and Active
-\gdef\@ifcharacter#1{\ifcat A\noexpand#1\let\next\@firstoftwo
- \else\ifcat 1\noexpand#1\let\next\@firstoftwo
- \else\ifcat \noexpand~\noexpand#1\let\next\@firstoftwo
- \else\let\next\@secondoftwo\fi\fi\fi\next}%
-\gdef\@ifactive#1{\ifcat \noexpand~\noexpand#1\let\next\@firstoftwo
- \else\let\next\@secondoftwo\fi\next}}
-\def\@domathligfollows{}\def\@domathligfirsts{}
-\def\@makemathligsactive{\mathligson
- \def\do##1##2##3{\catcode`##1=12}\@domathligfollows}
-\def\@makemathligsnormal{\mathligsoff
- \def\do##1##2##3{\catcode`##1=##3}\@domathligfollows}
-\def\@ifinlist#1#2{\@tempswafalse
- \def\do##1##2##3{\ifnum`##1=`#2\relax\@tempswatrue\fi}#1%
- \if@tempswa\let\next\@firstoftwo\else\let\next\@secondoftwo\fi\next}
-\def\@addligto#1#2{%
- \@ifinlist#1#2{\def\do##1##2##3{\noexpand\do\noexpand##1%
- \ifnum`##1=`#2 {\the\mathcode`#2}{\the\catcode`#2}%
- \else{##2}{##3}\fi}%
- \edef#1{#1}}%
- {\def\do##1##2##3{\noexpand\do\noexpand##1%
- \ifnum`##1=`#2 {\the\mathcode`#2}{\the\catcode`#2}%
- \else{##2}{##3}\fi}%
- \edef#1{#1\do#2{\the\mathcode`#2}{\the\catcode`#2}}}}
-\def\@addligtolists#1{\expandafter\@addligto
- \expandafter\@domathligfirsts
- \csname\string#1\endcsname\@addligtofollowlist}
-\def\@addligtofollowlist#1{\ifx#1\@@\let\next\relax\else
- \def\next{\expandafter\@addligto
- \expandafter\@domathligfollows
- \csname\string#1\endcsname
- \@addligtofollowlist}\fi\next}
-\def\@defligstep#1#2{\def\@tempa##1{\ifx##1\endcsname
- \expandafter\endcsname\else
- \string##1\expandafter\@tempa\fi}%
- \expandafter\@def@ligstep\csname @mathlig\@tempa#1#2\endcsname{#1#2}}
-\def\@def@ligstep#1#2#3{%
- \ifx#3\@@
- \def\next{\def#1}%
- \else
- \ifx#1\relax
- \def\next{\let#1\@mathliglink\@defligstep{#2}#3}%
- \else
- \def\next{\@defligstep{#2}#3}%
- \fi
- \fi\next}
-\def\@setupfirstligchar#1#2\@@{%
- \@ifactive{#1}{%
- \expandafter\expandafter\expandafter\@mathligredefactive
- \expandafter\string\expandafter#1\expandafter{#1}{#1}}%
- {\@defactive#1{\@startmathlig #1}\@namedef{@mathlig#1}{#1}}}
-\def\@mathligredefactive#1#2#3{%
- \def#3{{}\ifmmode\def\next{\@startmathlig#1}\else
- \def\next{#2}\fi\next}%
- \@namedef{@mathlig#1}{#2}}
-\def\@defactive#1{\@ifundefined{@definemathlig\string#1}%
- {\@latex@error{Illegal first character in math ligature}
- {You can only use \@firstmathligs\space as the first^^J
- character of a math ligature}}%
- {\csname @definemathlig\string#1\endcsname}}
-
-{\def\@firstmathligs{}\def\do#1{\catcode`#1=\active
- \expandafter\gdef\expandafter\@firstmathligs
- \expandafter{\@firstmathligs\space\string#1}\next}
- \def\next#1{\expandafter\gdef\csname
- @definemathlig\string#1\endcsname{\def#1}}
- \do{"}"\do{@}@\do{/}/\do{(}(\do{)})\do{[}[\do{]}]\do{=}=
- \do{?}?\do{!}!\do{`}`\do{'}'\do{|}|\do{~}~\do{<}<\do{>}>
- \do{+}+\do{-}-\do{*}*\do{.}.\do{,},\do{:}:\do{;};}
-\newtoks\@pushedtoks
-\newtoks\@seentoks
-\def\@startmathlig{\def\@lastvalidmathlig{}\@pushedtoks{}%
- \@seentoks{}\@trymathlig}
-\def\@trymathlig{\futurelet\next\@@trymathlig}
-\def\@@trymathlig{\@ifcharacter\next{\@try@mathlig}{\@exitmathlig{}}}
-\def\@exitmathlig#1{%
- \expandafter\@makemathligsnormal\@lastvalidmathlig\mathligson
- \the\@pushedtoks#1}
-\def\@try@mathlig#1{%\typeout{char: #1 catcode: \the\catcode`#1
- \@ifundefined{@mathlig\the\@seentoks#1}{\@exitmathlig{#1}}%
- {\expandafter\ifx
- \csname @mathlig\the\@seentoks#1\endcsname
- \@mathliglink
- \expandafter\@pushedtoks
- \expandafter=\expandafter{\the\@pushedtoks#1}%
- \else
- \expandafter\let\expandafter\@lastvalidmathlig
- \csname @mathlig\the\@seentoks#1\endcsname
- \@pushedtoks={}%
- \fi
- \expandafter\@seentoks\expandafter=\expandafter%
- {\the\@seentoks#1}\@makemathligsactive\obeyspaces\@trymathlig}}
-\edef\patch@newmcodes@{%
- \mathcode\number`\'=39
- \mathcode\number`\*=42
- \mathcode\number`\.=\string "613A
- \mathchardef\noexpand\std@minus=\the\mathcode`\-\relax
- \mathcode\number`\-=45
- \mathcode\number`\/=47
- \mathcode\number`\:=\string "603A\relax
-}
-\AtBeginDocument{\let\newmcodes@=\patch@newmcodes@}
-\fi
-\endinput
-%%
-%% End of file `ligature.sty'.
+++ /dev/null
-\documentclass[a4paper]{article}
-
-\usepackage{a4wide}
-\usepackage{pifont}
-\usepackage{semantic}
-\usepackage{stmaryrd}
-
-\newcommand{\MATITA}{\ding{46}\textsf{\textbf{Matita}}}
-
-\title{Continuationals semantics for \MATITA}
-\author{Claudio Sacerdoti Coen \quad Enrico Tassi \quad Stefano Zacchiroli \\
-\small Department of Computer Science, University of Bologna \\
-\small Mura Anteo Zamboni, 7 -- 40127 Bologna, ITALY \\
-\small \{\texttt{sacerdot}, \texttt{tassi}, \texttt{zacchiro}\}\texttt{@cs.unibo.it}}
-
-\newcommand{\MATHIT}[1]{\ensuremath{\mathit{#1}}}
-\newcommand{\MATHTT}[1]{\ensuremath{\mathtt{#1}}}
-
-\newcommand{\DOT}{\ensuremath{\mbox{\textbf{.}}}}
-\newcommand{\SEMICOLON}{\ensuremath{\mbox{\textbf{;}}}}
-\newcommand{\BRANCH}{\ensuremath{\mbox{\textbf{[}}}}
-\newcommand{\SHIFT}{\ensuremath{\mbox{\textbf{\textbar}}}}
-\newcommand{\POS}[1]{\ensuremath{#1\mbox{\textbf{:}}}}
-\newcommand{\MERGE}{\ensuremath{\mbox{\textbf{]}}}}
-\newcommand{\FOCUS}[1]{\ensuremath{\mathtt{focus}~#1}}
-\newcommand{\UNFOCUS}{\ensuremath{\mathtt{unfocus}}}
-\newcommand{\SKIP}{\MATHTT{skip}}
-\newcommand{\TACTIC}[1]{\ensuremath{\mathtt{tactic}~#1}}
-
-\newcommand{\APPLY}[1]{\ensuremath{\mathtt{apply}~\mathit{#1}}}
-
-\newcommand{\GOAL}{\MATHIT{goal}}
-\newcommand{\SWITCH}{\MATHIT{switch}}
-\newcommand{\LIST}{\MATHTT{list}}
-\newcommand{\INT}{\MATHTT{int}}
-\newcommand{\OPEN}{\MATHTT{Open}}
-\newcommand{\CLOSED}{\MATHTT{Closed}}
-
-\newcommand{\SEMOP}[1]{|[#1|]}
-\newcommand{\TSEMOP}[1]{{}_t|[#1|]}
-\newcommand{\SEM}[3][\xi]{\SEMOP{#2}_{{#1},{#3}}}
-\newcommand{\ENTRY}[4]{\langle#1,#2,#3,#4\rangle}
-\newcommand{\TSEM}[3]{\TSEMOP{#1}_{#2,#3}}
-
-\newcommand{\GIN}[1][1]{\ensuremath{[l_{#1};\cdots;l_n]}}
-
-\newcommand{\ZEROPOS}{\MATHIT{zero\_pos}}
-\newcommand{\INITPOS}{\MATHIT{init\_pos}}
-\newcommand{\ISFRESH}{\MATHIT{is\_fresh}}
-\newcommand{\FILTER}{\MATHIT{filter}}
-\newcommand{\FILTEROPEN}{\MATHIT{filter\_open}}
-\newcommand{\ISOPEN}{\MATHIT{is\_open}}
-\newcommand{\DEEPCLOSE}{\MATHIT{deep\_close}}
-\newcommand{\REMOVEGOALS}{\MATHIT{remove\_goals}}
-\newcommand{\GOALS}{\MATHIT{open\_goals}}
-
-\newcommand{\BRANCHTAG}{\ensuremath{\mathtt{B}}}
-\newcommand{\FOCUSTAG}{\ensuremath{\mathtt{F}}}
-
-\newlength{\sidecondlen}
-\setlength{\sidecondlen}{2cm}
-
-\begin{document}
-\maketitle
-
-\input{body.tex}
-
-\end{document}
-
+++ /dev/null
-%%
-%% This is file `reserved.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,reservedWords')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from reserved.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\reservestyle,\@reservestyle,\setreserved,\<}
-\TestForConflict{\@parseDefineReserved,\@xparseDefineReserved}
-\TestForConflict{\@defineReserved,\@xdefineReserved}
-\newcommand{\reservestyle}[3][]{
- \newcommand{#2}{\@parseDefineReserved{#1}{#3}}
- \expandafter\expandafter\expandafter\def
- \expandafter\csname set\expandafter\@gobble\string#2\endcsname##1%
- {#1{#3{##1}}}}
-\newtoks\@@spacing
-\newtoks\@@formating
-\def\@parseDefineReserved#1#2{%
- \@ifnextchar[{\@xparseDefineReserved{#2}}%
- {\@xparseDefineReserved{#2}[#1]}}
-\def\@xparseDefineReserved#1[#2]#3{%
- \@@formating{#1}%
- \@@spacing{#2}%
- \expandafter\@defineReserved#3,\end
-}
-\def\@defineReserved#1,{%
- \@ifnextchar\end
- {\@xdefineReserved #1[]\END\@gobble}%
- {\@xdefineReserved#1[]\END\@defineReserved}}
-\def\@xdefineReserved#1[#2]#3\END{%
- \def\reserved@a{#2}%
- \ifx \reserved@a\empty \toks0{#1}\else \toks0{#2} \fi
- \expandafter\edef\csname\expandafter<#1>\endcsname
- {\the\@@formating{\the\@@spacing{\the\toks0}}}}
-\def\setreserved#1>{%
- \expandafter\let\expandafter\reserved@a\csname<#1>\endcsname
- \@ifundefined{reserved@a}{\PackageError{Semantic}
- {``#1'' is not defined as a reserved word}%
- {Before referring to a name as a reserved word, it %
- should be defined\MessageBreak using an appropriate style
- definer. A style definer is defined \MessageBreak
- using \protect\reservestyle.\MessageBreak%
- Type <return> to proceed --- nothing will be set.}}%
- {\reserved@a}}
-\let\<=\setreserved
-\fi
-\endinput
-%%
-%% End of file `reserved.sty'.
+++ /dev/null
-%%
-%% This is file `semantic.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `general')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from semantic.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\NeedsTeXFormat{LaTeX2e}
-\newcommand{\semanticVersion}{2.0(epsilon)}
-\newcommand{\semanticDate}{2003/10/28}
-\ProvidesPackage{semantic}
- [\semanticDate\space v\semanticVersion\space]
-\typeout{Semantic Package v\semanticVersion\space [\semanticDate]}
-\typeout{CVSId: $Id$}
-\newcounter{@@conflict}
-\newcommand{\@semanticNotDefinable}{%
- \typeout{Command \@backslashchar\reserved@a\space already defined}
- \stepcounter{@@conflict}}
-\newcommand{\@oldNotDefinable}{}
-\let\@oldNotDefinable=\@notdefinable
-\let\@notdefinable=\@semanticNotDefinable
-\newcommand{\TestForConflict}{}
-\def\TestForConflict#1{\sem@test #1,,}
-\newcommand{\sem@test}{}
-\newcommand{\sem@tmp}{}
-\newcommand{\@@next}{}
-\def\sem@test#1,{%
- \def\sem@tmp{#1}%
- \ifx \sem@tmp\empty \let\@@next=\relax \else
- \@ifdefinable{#1}{} \let\@@next=\sem@test \fi
- \@@next}
-\TestForConflict{\@inputLigature,\@inputInference,\@inputTdiagram}
-\TestForConflict{\@inputReservedWords,\@inputShorthand}
-\TestForConflict{\@ddInput,\sem@nticsLoader,\lo@d}
-\def\@inputLigature{\input{ligature.sty}\message{ math mode ligatures,}%
- \let\@inputLigature\relax}
-\def\@inputInference{\input{infernce.sty}\message{ inference rules,}%
- \let\@inputInference\relax}
-\def\@inputTdiagram{\input{tdiagram.sty}\message{ T diagrams,}%
- \let\@inputTdiagram\relax}
-\def\@inputReservedWords{\input{reserved.sty}\message{ reserved words,}%
- \let\@inputReservedWords\relax}
-\def\@inputShorthand{\input{shrthand.sty}\message{ short hands,}%
- \let\@inputShorthand\relax}
-\toks1={}
-\newcommand{\@ddInput}[1]{%
- \toks1=\expandafter{\the\toks1\noexpand#1}}
-\DeclareOption{ligature}{\@ddInput\@inputLigature}
-\DeclareOption{inference}{\@ddInput\@inputInference}
-\DeclareOption{tdiagram}{\@ddInput\@inputTdiagram}
-\DeclareOption{reserved}{\@ddInput\@inputReservedWords}
-\DeclareOption{shorthand}{\@ddInput\@inputLigature
- \@ddInput\@inputShorthand}
-\ProcessOptions*
-\typeout{Loading features: }
-\def\sem@nticsLoader{}
-\edef\lo@d{\the\toks1}
-\ifx\lo@d\empty
- \@inputLigature
- \@inputInference
- \@inputTdiagram
- \@inputReservedWords
- \@inputShorthand
-\else
- \lo@d
-\fi
-\typeout{and general definitions.^^J}
-\let\@ddInput\relax
-\let\@inputInference\relax
-\let\@inputLigature\relax
-\let\@inputTdiagram\relax
-\let\@inputReservedWords\relax
-\let\@inputShorthand\relax
-\let\sem@nticsLoader\realx
-\let\lo@d\relax
-\TestForConflict{\@dropnext,\@ifnext,\@ifn,\@ifNextMacro,\@ifnMacro}
-\TestForConflict{\@@maxwidth,\@@pLineBox,\if@@Nested,\@@cBox}
-\TestForConflict{\if@@moreLines,\@@pBox}
-\def\@ifnext#1#2#3{%
- \let\reserved@e=#1\def\reserved@a{#2}\def\reserved@b{#3}\futurelet%
- \reserved@c\@ifn}
-\def\@ifn{%
- \ifx \reserved@c \reserved@e\let\reserved@d\reserved@a\else%
- \let\reserved@d\reserved@b\fi \reserved@d}
-\def\@ifNextMacro#1#2{%
- \def\reserved@a{#1}\def\reserved@b{#2}%
- \futurelet\reserved@c\@ifnMacro}
-\def\@ifnMacro{%
- \ifcat\noexpand\reserved@c\noexpand\@ifnMacro
- \let\reserved@d\reserved@a
- \else \let\reserved@d\reserved@b\fi \reserved@d}
-\newcommand{\@dropnext}[2]{#1}
-\ifnum \value{@@conflict} > 0
- \PackageError{Semantic}
- {The \the@@conflict\space command(s) listed above have been
- redefined.\MessageBreak
- Please report this to turtle@bu.edu}
- {Some of the commands defined in semantic was already defined %
- and has\MessageBreak now be redefined. There is a risk that %
- these commands will be used\MessageBreak by other packages %
- leading to spurious errors.\MessageBreak
- \space\space Type <return> and cross your fingers%
-}\fi
-\let\@notdefinable=\@oldNotDefinable
-\let\@semanticNotDefinable=\relax
-\let\@oldNotDefinable=\relax
-\let\TestForConflict=\relax
-\let\@endmark=\relax
-\let\sem@test=\relax
-\newdimen\@@maxwidth
-\newbox\@@pLineBox
-\newbox\@@cBox
-\newbox\@@pBox
-\newif\if@@moreLines
-\newif\if@@Nested \@@Nestedfalse
-\endinput
-%%
-%% End of file `semantic.sty'.
+++ /dev/null
-%%
-%% This is file `shrthand.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,shorthand')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from shrthand.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\IfFileExists{DONOTUSEmathbbol.sty}{%
- \RequirePackage{mathbbol}
- \newcommand{\@bblb}{\textbb{[}}
- \newcommand{\@bbrb}{\textbb{]}}
- \newcommand{\@mbblb}{\mathopen{\mbox{\textbb{[}}}}
- \newcommand{\@mbbrb}{\mathclose{\mbox{\textbb{]}}}}
-}
-{ \newcommand{\@bblb}{\textnormal{[\kern-.15em[}}
- \newcommand{\@bbrb}{\textnormal{]\kern-.15em]}}
- \newcommand{\@mbblb}{\mathopen{[\mkern-2.67mu[}}
- \newcommand{\@mbbrb}{\mathclose{]\mkern-2.67mu]}}
-}
-\mathlig{|-}{\vdash}
-\mathlig{|=}{\models}
-\mathlig{->}{\rightarrow}
-\mathlig{->*}{\mathrel{\rightarrow^*}}
-\mathlig{->+}{\mathrel{\rightarrow^+}}
-\mathlig{-->}{\longrightarrow}
-\mathlig{-->*}{\mathrel{\longrightarrow^*}}
-\mathlig{-->+}{\mathrel{\longrightarrow^+}}
-\mathlig{=>}{\Rightarrow}
-\mathlig{=>*}{\mathrel{\Rightarrow^*}}
-\mathlig{=>+}{\mathrel{\Rightarrow^+}}
-\mathlig{==>}{\Longrightarrow}
-\mathlig{==>*}{\mathrel{\Longrightarrow^*}}
-\mathlig{==>+}{\mathrel{\Longrightarrow^+}}
-\mathlig{<-}{\leftarrow}
-\mathlig{*<-}{\mathrel{{}^*\mkern-1mu\mathord\leftarrow}}
-\mathlig{+<-}{\mathrel{{}^+\mkern-1mu\mathord\leftarrow}}
-\mathlig{<--}{\longleftarrow}
-\mathlig{*<--}{\mathrel{{}^*\mkern-1mu\mathord{\longleftarrow}}}
-\mathlig{+<--}{\mathrel{{}^+\mkern-1mu\mathord{\longleftarrow}}}
-\mathlig{<=}{\Leftarrow}
-\mathlig{*<=}{\mathrel{{}^*\mkern-1mu\mathord\Leftarrow}}
-\mathlig{+<=}{\mathrel{{}^+\mkern-1mu\mathord\Leftarrow}}
-\mathlig{<==}{\Longleftarrow}
-\mathlig{*<==}{\mathrel{{}^*\mkern-1mu\mathord{\Longleftarrow}}}
-\mathlig{+<==}{\mathrel{{}^+\mkern-1mu\mathord{\Longleftarrow}}}
-\mathlig{<->}{\longleftrightarrow}
-\mathlig{<=>}{\Longleftrightarrow}
-\mathlig{|[}{\@mbblb}
-\mathlig{|]}{\@mbbrb}
-\newcommand{\evalsymbol}[1][]{\ensuremath{\mathcal{E}^{#1}}}
-\newcommand{\compsymbol}[1][]{\ensuremath{\mathcal{C}^{#1}}}
-\newcommand{\eval}[3][]%
- {\mbox{$\mathcal{E}^{#1}$\@bblb \texttt{#2}\@bbrb}%
- \ensuremath{\mathtt{#3}}}
-\newcommand{\comp}[3][]%
- {\mbox{$\mathcal{C}^{#1}$\@bblb \texttt{#2}\@bbrb}%
- \ensuremath{\mathtt{#3}}}
-\newcommand{\@exe}[3]{}
-\newcommand{\exe}[1]{\@ifnextchar[{\@exe{#1}}{\@exe{#1}[]}}
-\def\@exe#1[#2]#3{%
- \mbox{\@bblb\texttt{#1}\@bbrb$^\mathtt{#2}\mathtt{(#3)}$}}
-\fi
-\endinput
-%%
-%% End of file `shrthand.sty'.
+++ /dev/null
-%%
-%% This is file `tdiagram.sty',
-%% generated with the docstrip utility.
-%%
-%% The original source files were:
-%%
-%% semantic.dtx (with options: `allOptions,Tdiagram')
-%%
-%% IMPORTANT NOTICE:
-%%
-%% For the copyright see the source file.
-%%
-%% Any modified versions of this file must be renamed
-%% with new filenames distinct from tdiagram.sty.
-%%
-%% For distribution of the original source see the terms
-%% for copying and modification in the file semantic.dtx.
-%%
-%% This generated file may be distributed as long as the
-%% original source files, as listed above, are part of the
-%% same distribution. (The sources need not necessarily be
-%% in the same archive or directory.)
-%%
-%% semantic.dtx (c)1995--2002 Peter M^^f8ller Neergaard and
-%% Arne John Glenstrup
-%%
-\expandafter\ifx\csname sem@nticsLoader\endcsname\relax
- \PackageError{semantic}{%
- This file should not be loaded directly}
- {%
- This file is an option of the semantic package. It should not be
- loaded directly\MessageBreak
- but by using \protect\usepackage{semantic} in your document
- preamble.\MessageBreak
- No commands are defined.\MessageBreak
- Type <return> to proceed.
- }%
-\else
-\TestForConflict{\@getSymbol,\@interpreter,\@parseArg,\@program}
-\TestForConflict{\@putSymbol,\@saveBeforeSymbolMacro,\compiler}
-\TestForConflict{\interpreter,\machine,\program,\@compiler}
-\newif\if@@Left
-\newif\if@@Up
-\newcount\@@xShift
-\newcount\@@yShift
-\newtoks\@@symbol
-\newtoks\@@tempSymbol
-\newcommand{\compiler}[1]{\@compiler#1\end}
-\def\@compiler#1,#2,#3\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=40 \if@@Left \@@xShift=-50 \else \@@xShift=-30 \fi
- \else%
- \@@yShift=20 \@@xShift =0 %
- \fi%
- \else%
- \@@yShift=40 \@@xShift=-40%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(1,0){80}}%
- \put(0,-20){\line(1,0){30}}%
- \put(50,-20){\line(1,0){30}}%
- \put(30,-40){\line(1,0){20}}%
- \put(0,0){\line(0,-1){20}}%
- \put(80,0){\line(0,-1){20}}%
- \put(30,-20){\line(0,-1){20}}%
- \put(50,-20){\line(0,-1){20}}%
- \put(30,-20){\makebox(20,20){$\rightarrow$}} %
- {\@@Uptrue \@@Lefttrue \@parseArg(0,-20)(5,-20)#1\end}%
- \if@@Up \else \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- {\@@Uptrue \@@Leftfalse \@parseArg(80,-20)(55,-20)#3\end}%
- {\@@Upfalse \@@Lefttrue \@parseArg(50,-40)(30,-40)#2\end}%
- \if@@Up \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- \if@@Nested \global\@@symbol=\expandafter{\the\@@tempSymbol} \fi%
- }%
-}
-\newcommand{\interpreter}[1]{\@interpreter#1\end}
-\def\@interpreter#1,#2\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=40 \if@@Left \@@xShift=0 \else \@@xShift=20 \fi
- \else%
- \@@yShift=0 \@@xShift =0 %
- \fi%
- \else%
- \@@yShift=40 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}}%
- \put(0,-40){\line(-1,0){20}}%
- \put(0,0){\line(0,-1){40}}%
- \put(-20,0){\line(0,-1){40}}%
- {\@@Uptrue \@@Lefttrue \@parseArg(0,0)(-20,-20)#1\end}%
- \if@@Up \else \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- {\@@Upfalse \@@Lefttrue \@parseArg(0,-40)(-20,-40)#2\end}%
- \if@@Up \@@tempSymbol=\expandafter{\the\@@symbol}\fi
- \if@@Nested \global\@@symbol=\expandafter{\the\@@tempSymbol} \fi%
- }%
-}
-\newcommand{\program}[1]{\@program#1\end}
-\def\@program#1,#2\end{%
- \if@@Nested %
- \if@@Up %
- \@@yShift=0 \if@@Left \@@xShift=0 \else \@@xShift=20 \fi
- \else%
- \PackageError{semantic}{%
- A program cannot be at the bottom}
- {%
- You have tried to use a \protect\program\space as the
- bottom\MessageBreak parameter to \protect\compiler,
- \protect\interpreter\space or \protect\program.\MessageBreak
- Type <return> to proceed --- Output can be distorted.}%
- \fi%
- \else%
- \@@yShift=0 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}}%
- \put(0,0){\line(0,1){30}}%
- \put(-20,0){\line(0,1){30}}%
- \put(-10,30){\oval(20,20)[t]}%
- \@putSymbol[#1]{-20,20}%
- {\@@Upfalse \@@Lefttrue \@parseArg(0,0)(-20,0)#2\end}%
- }%
-}
-\newcommand{\machine}[1]{%
- \if@@Nested %
- \if@@Up %
- \PackageError{semantic}{%
- A machine cannot be at the top}
- {%
- You have tried to use a \protect\machine\space as a
- top\MessageBreak parameter to \protect\compiler or
- \protect\interpreter.\MessageBreak
- Type <return> to proceed --- Output can be distorted.}%
- \else \@@yShift=0 \@@xShift=0
- \fi%
- \else%
- \@@yShift=20 \@@xShift=10%
- \fi
- \hskip\@@xShift\unitlength\raise \@@yShift\unitlength\hbox{%
- \put(0,0){\line(-1,0){20}} \put(-20,0){\line(3,-5){10}}
- \put(0,0){\line(-3,-5){10}}%
- {\@@Uptrue \@@Lefttrue \@parseArg(0,0)(-20,-15)#1\end}%
- }%
-}
-\def\@parseArg(#1)(#2){%
- \@ifNextMacro{\@doSymbolMacro(#1)(#2)}{\@getSymbol(#2)}}
-\def\@getSymbol(#1)#2\end{\@putSymbol[#2]{#1}}
-\def\@doSymbolMacro(#1)(#2)#3{%
- \@ifnextchar[{\@saveBeforeSymbolMacro(#1)(#2)#3}%
- {\@symbolMacro(#1)(#2)#3}}
-\def\@saveBeforeSymbolMacro(#1)(#2)#3[#4]#5\end{%
- \@@tempSymbol={#4}%
- \@@Nestedtrue\put(#1){#3#5}%
- \@putSymbol[\the\@@tempSymbol]{#2}}
-\def\@symbolMacro(#1)(#2)#3\end{%
- \@@Nestedtrue\put(#1){#3}%
- \@putSymbol{#2}}
-\newcommand{\@putSymbol}[2][\the\@@symbol]{%
- \global\@@symbol=\expandafter{#1}%
- \put(#2){\makebox(20,20){\texttt{\the\@@symbol}}}}
-\fi
-\endinput
-%%
-%% End of file `tdiagram.sty'.
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-module C = Cic
-module P = PrimitiveTactics
-module T = Tacticals
-module S = ProofEngineStructuralRules
-module F = FreshNamesGenerator
-module E = ProofEngineTypes
-module H = ProofEngineHelpers
-module Q = MetadataQuery
-
-(*
-let induction_tac ~term status =
- let (proof, goal) = status in
- let module C = Cic in
- let module R = CicReduction in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let module S = ProofEngineStructuralRules in
- let module U = UriManager in
- let (_,metasenv,_,_) = proof in
- let _,context,ty = CicUtil.lookup_meta goal metasenv in
- let termty = CicTypeChecker.type_of_aux' metasenv context term in (* per ora non serve *)
-
- T.then_ ~start:(T.repeat_tactic
- ~tactic:(T.then_ ~start:(VariousTactics.generalize_tac ~term) (* chissa' se cosi' funziona? *)
- ~continuation:(P.intros))
- ~continuation:(P.elim_intros_simpl ~term)
- status
-;;
-*)
-
-(* unexported tactics *******************************************************)
-
-let get_name context index =
- try match List.nth context (pred index) with
- | Some (Cic.Name name, _) -> Some name
- | _ -> None
- with Invalid_argument "List.nth" -> None
-
-let rec scan_tac ~old_context_length ~index ~tactic =
- let scan_tac status =
- let (proof, goal) = status in
- let _, metasenv, _, _ = proof in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- let context_length = List.length context in
- let rec aux index =
- match get_name context index with
- | _ when index <= 0 -> (proof, [goal])
- | None -> aux (pred index)
- | Some what ->
- let tac = T.then_ ~start:(tactic ~what)
- ~continuation:(scan_tac ~old_context_length:context_length ~index ~tactic)
- in
- try E.apply_tactic tac status
- with E.Fail _ -> aux (pred index)
- in aux (index + context_length - old_context_length - 1)
- in
- E.mk_tactic scan_tac
-
-let rec check_inductive_types types = function
- | C.MutInd (uri, typeno, _) -> List.mem (uri, typeno) types
- | C.Appl (hd :: tl) -> check_inductive_types types hd
- | _ -> false
-
-let elim_clear_tac ~mk_fresh_name_callback ~types ~what =
- let elim_clear_tac status =
- let (proof, goal) = status in
- let _, metasenv, _, _ = proof in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- let index, ty = H.lookup_type metasenv context what in
- if check_inductive_types types ty then
- let tac = T.then_ ~start:(P.elim_intros_tac ~mk_fresh_name_callback (C.Rel index))
- ~continuation:(S.clear what)
- in
- E.apply_tactic tac status
- else raise (E.Fail (lazy "unexported elim_clear: not an eliminable type"))
- in
- E.mk_tactic elim_clear_tac
-
-(* elim type ****************************************************************)
-
-let elim_type_tac ?(mk_fresh_name_callback = F.mk_fresh_name ~subst:[]) ?depth
- ?using what
-=
- let elim what =
- P.elim_intros_simpl_tac ?using ?depth ~mk_fresh_name_callback what
- in
- let elim_type_tac status =
- let tac =
- T.thens ~start: (P.cut_tac what) ~continuations:[elim (C.Rel 1); T.id_tac]
- in
- E.apply_tactic tac status
- in
- E.mk_tactic elim_type_tac
-
-(* decompose ****************************************************************)
-
-(* robaglia --------------------------------------------------------------- *)
-
- (** perform debugging output? *)
-let debug = false
-let debug_print = fun _ -> ()
-
- (** debugging print *)
-let warn s = debug_print (lazy ("DECOMPOSE: " ^ (Lazy.force s)))
-
-(* search in term the Inductive Types and return a list of uris as triples like this: (uri,typeno,exp_named_subst) *)
-let search_inductive_types ty =
- let rec aux types = function
- | C.MutInd (uri, typeno, _) when (not (List.mem (uri, typeno) types)) ->
- (uri, typeno) :: types
- | C.Appl applist -> List.fold_left aux types applist
- | _ -> types
- in
- aux [] ty
-(* N.B: in un caso tipo (and A forall C:Prop.(or B C)) l'or *non* viene selezionato! *)
-
-(* roba seria ------------------------------------------------------------- *)
-
-let decompose_tac ?(mk_fresh_name_callback = F.mk_fresh_name ~subst:[])
- ?(user_types=[]) ~dbd what =
- let decompose_tac status =
- let (proof, goal) = status in
- let _, metasenv,_,_ = proof in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- let types = List.rev_append user_types (Q.decomposables dbd) in
- let tactic = elim_clear_tac ~mk_fresh_name_callback ~types in
- let old_context_length = List.length context in
- let tac = T.then_ ~start:(tactic ~what)
- ~continuation:(scan_tac ~old_context_length ~index:1 ~tactic)
- in
- E.apply_tactic tac status
- in
- E.mk_tactic decompose_tac
-
-(*
-module R = CicReduction
-
- let rec elim_clear_tac ~term' ~nr_of_hyp_still_to_elim status =
- let (proof, goal) = status in
- warn (lazy ("nr_of_hyp_still_to_elim=" ^ (string_of_int nr_of_hyp_still_to_elim)));
- if nr_of_hyp_still_to_elim <> 0 then
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let old_context_len = List.length context in
- let termty,_ =
- CicTypeChecker.type_of_aux' metasenv context term'
- CicUniv.empty_ugraph in
- warn (lazy ("elim_clear termty= " ^ CicPp.ppterm termty));
- match termty with
- C.MutInd (uri,typeno,exp_named_subst)
- | C.Appl((C.MutInd (uri,typeno,exp_named_subst))::_)
- when (List.mem (uri,typeno,exp_named_subst) urilist) ->
- warn (lazy ("elim " ^ CicPp.ppterm termty));
- ProofEngineTypes.apply_tactic
- (T.then_
- ~start:(P.elim_intros_simpl_tac term')
- ~continuation:(
- (* clear the hyp that has just been eliminated *)
- ProofEngineTypes.mk_tactic (fun status ->
- let (proof, goal) = status in
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let new_context_len = List.length context in
- warn (lazy ("newcon=" ^ (string_of_int new_context_len) ^ " & oldcon=" ^ (string_of_int old_context_len) ^ " & old_nr_of_hyp=" ^ (string_of_int nr_of_hyp_still_to_elim)));
- let new_nr_of_hyp_still_to_elim = nr_of_hyp_still_to_elim + (new_context_len - old_context_len) - 1 in
- let hyp_name =
- match List.nth context new_nr_of_hyp_still_to_elim with
- None
- | Some (Cic.Anonymous,_) -> assert false
- | Some (Cic.Name name,_) -> name
- in
- ProofEngineTypes.apply_tactic
- (T.then_
- ~start:(
- if (term'==term) (* if it's the first application of elim, there's no need to clear the hyp *)
- then begin debug_print (lazy ("%%%%%%% no clear")); T.id_tac end
- else begin debug_print (lazy ("%%%%%%% clear " ^ (string_of_int (new_nr_of_hyp_still_to_elim)))); (S.clear ~hyp:hyp_name) end)
- ~continuation:(ProofEngineTypes.mk_tactic (elim_clear_tac ~term':(C.Rel new_nr_of_hyp_still_to_elim) ~nr_of_hyp_still_to_elim:new_nr_of_hyp_still_to_elim)))
- status
- )))
- status
- | _ ->
- let new_nr_of_hyp_still_to_elim = nr_of_hyp_still_to_elim - 1 in
- warn (lazy ("fail; hyp=" ^ (string_of_int new_nr_of_hyp_still_to_elim)));
- elim_clear_tac ~term':(C.Rel new_nr_of_hyp_still_to_elim) ~nr_of_hyp_still_to_elim:new_nr_of_hyp_still_to_elim status
- else (* no hyp to elim left in this goal *)
- ProofEngineTypes.apply_tactic T.id_tac status
-
- in
- elim_clear_tac ~term':term ~nr_of_hyp_still_to_elim:1 status
-*)
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val elim_type_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
-
-val decompose_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?user_types:((UriManager.uri * int) list) ->
- dbd:HMysql.dbd -> string -> ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let rec rewrite_tac ~direction ~pattern equality =
- let _rewrite_tac ~direction ~pattern:(wanted,hyps_pat,concl_pat) equality status
- =
- let module C = Cic in
- let module U = UriManager in
- let module PET = ProofEngineTypes in
- let module PER = ProofEngineReduction in
- let module PEH = ProofEngineHelpers in
- let module PT = PrimitiveTactics in
- assert (wanted = None); (* this should be checked syntactically *)
- let proof,goal = status in
- let curi, metasenv, pbo, pty = proof in
- let (metano,context,gty) as conjecture = CicUtil.lookup_meta goal metasenv in
- match hyps_pat with
- he::(_::_ as tl) ->
- PET.apply_tactic
- (Tacticals.then_
- (rewrite_tac ~direction
- ~pattern:(None,[he],Cic.Implicit None) equality)
- (rewrite_tac ~direction ~pattern:(None,tl,concl_pat) equality)
- ) status
- | [_] as hyps_pat when concl_pat <> Cic.Implicit None ->
- PET.apply_tactic
- (Tacticals.then_
- (rewrite_tac ~direction
- ~pattern:(None,hyps_pat,Cic.Implicit None) equality)
- (rewrite_tac ~direction ~pattern:(None,[],concl_pat) equality)
- ) status
- | _ ->
- let arg,dir2,tac,concl_pat,gty =
- match hyps_pat with
- [] -> None,true,(fun ~term _ -> PT.exact_tac term),concl_pat,gty
- | [name,pat] ->
- let rec find_hyp n =
- function
- [] -> assert false
- | Some (Cic.Name s,Cic.Decl ty)::_ when name = s ->
- Cic.Rel n, CicSubstitution.lift n ty
- | Some (Cic.Name s,Cic.Def _)::_ -> assert false (*CSC: not implemented yet! But does this make any sense?*)
- | _::tl -> find_hyp (n+1) tl
- in
- let arg,gty = find_hyp 1 context in
- let last_hyp_name_of_status (proof,goal) =
- let curi, metasenv, pbo, pty = proof in
- let metano,context,gty = CicUtil.lookup_meta goal metasenv in
- match context with
- (Some (Cic.Name s,_))::_ -> s
- | _ -> assert false
- in
- let dummy = "dummy" in
- Some arg,false,
- (fun ~term typ ->
- Tacticals.seq
- ~tactics:
- [ProofEngineStructuralRules.rename name dummy;
- PT.letin_tac
- ~mk_fresh_name_callback:(fun _ _ _ ~typ -> Cic.Name name) term;
- ProofEngineStructuralRules.clearbody name;
- ReductionTactics.change_tac
- ~pattern:
- (None,[name,Cic.Implicit (Some `Hole)],Cic.Implicit None)
- (ProofEngineTypes.const_lazy_term typ);
- ProofEngineStructuralRules.clear dummy
- ]),
- pat,gty
- | _::_ -> assert false
- in
- let if_right_to_left do_not_change a b =
- match direction with
- | `RightToLeft -> if do_not_change then a else b
- | `LeftToRight -> if do_not_change then b else a
- in
- let ty_eq,ugraph =
- CicTypeChecker.type_of_aux' metasenv context equality
- CicUniv.empty_ugraph in
- let (ty_eq,metasenv',arguments,fresh_meta) =
- ProofEngineHelpers.saturate_term
- (ProofEngineHelpers.new_meta_of_proof proof) metasenv context ty_eq 0 in
- let equality =
- if List.length arguments = 0 then
- equality
- else
- C.Appl (equality :: arguments) in
- (* t1x is t2 if we are rewriting in an hypothesis *)
- let eq_ind, ty, t1, t2, t1x =
- match ty_eq with
- | C.Appl [C.MutInd (uri, 0, []); ty; t1; t2]
- when LibraryObjects.is_eq_URI uri ->
- let ind_uri =
- if_right_to_left dir2
- LibraryObjects.eq_ind_URI LibraryObjects.eq_ind_r_URI
- in
- let eq_ind = C.Const (ind_uri uri,[]) in
- if dir2 then
- if_right_to_left true (eq_ind,ty,t2,t1,t2) (eq_ind,ty,t1,t2,t1)
- else
- if_right_to_left true (eq_ind,ty,t1,t2,t2) (eq_ind,ty,t2,t1,t1)
- | _ -> raise (PET.Fail (lazy "Rewrite: argument is not a proof of an equality")) in
- (* now we always do as if direction was `LeftToRight *)
- let fresh_name =
- FreshNamesGenerator.mk_fresh_name
- ~subst:[] metasenv' context C.Anonymous ~typ:ty in
- let lifted_t1 = CicSubstitution.lift 1 t1x in
- let lifted_gty = CicSubstitution.lift 1 gty in
- let lifted_conjecture =
- metano,(Some (fresh_name,Cic.Decl ty))::context,lifted_gty in
- let lifted_pattern =
- Some (fun _ m u -> lifted_t1, m, u),[],CicSubstitution.lift 1 concl_pat
- in
- let subst,metasenv',ugraph,_,selected_terms_with_context =
- ProofEngineHelpers.select
- ~metasenv:metasenv' ~ugraph ~conjecture:lifted_conjecture
- ~pattern:lifted_pattern in
- let metasenv' = CicMetaSubst.apply_subst_metasenv subst metasenv' in
- let what,with_what =
- (* Note: Rel 1 does not live in the context context_of_t *)
- (* The replace_lifting_csc 0 function will take care of lifting it *)
- (* to context_of_t *)
- List.fold_right
- (fun (context_of_t,t) (l1,l2) -> t::l1, Cic.Rel 1::l2)
- selected_terms_with_context ([],[]) in
- let t1 = CicMetaSubst.apply_subst subst t1 in
- let t2 = CicMetaSubst.apply_subst subst t2 in
- let equality = CicMetaSubst.apply_subst subst equality in
- let abstr_gty =
- ProofEngineReduction.replace_lifting_csc 0
- ~equality:(==) ~what ~with_what:with_what ~where:lifted_gty in
- let abstr_gty = CicMetaSubst.apply_subst subst abstr_gty in
- let pred = C.Lambda (fresh_name, ty, abstr_gty) in
- (* The argument is either a meta if we are rewriting in the conclusion
- or the hypothesis if we are rewriting in an hypothesis *)
- let metasenv',arg,newtyp =
- match arg with
- None ->
- let gty' = CicSubstitution.subst t2 abstr_gty in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let metasenv' = (fresh_meta,context,gty')::metasenv' in
- metasenv', C.Meta (fresh_meta,irl), Cic.Rel (-1) (* dummy term, never used *)
- | Some arg ->
- let gty' = CicSubstitution.subst t1 abstr_gty in
- metasenv,arg,gty'
- in
- let exact_proof =
- C.Appl [eq_ind ; ty ; t2 ; pred ; arg ; t1 ;equality]
- in
- let (proof',goals) =
- PET.apply_tactic
- (tac ~term:exact_proof newtyp) ((curi,metasenv',pbo,pty),goal)
- in
- let goals =
- goals@(ProofEngineHelpers.compare_metasenvs ~oldmetasenv:metasenv
- ~newmetasenv:metasenv')
- in
- (proof',goals)
- in
- ProofEngineTypes.mk_tactic (_rewrite_tac ~direction ~pattern equality)
-
-
-let rewrite_simpl_tac ~direction ~pattern equality =
- let rewrite_simpl_tac ~direction ~pattern equality status =
- ProofEngineTypes.apply_tactic
- (Tacticals.then_
- ~start:(rewrite_tac ~direction ~pattern equality)
- ~continuation:
- (ReductionTactics.simpl_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern None)))
- status
- in
- ProofEngineTypes.mk_tactic (rewrite_simpl_tac ~direction ~pattern equality)
-;;
-
-let replace_tac ~pattern ~with_what =
- let replace_tac ~pattern:(wanted,hyps_pat,concl_pat) ~with_what status =
- let (proof, goal) = status in
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let uri,metasenv,pbo,pty = proof in
- let (_,context,ty) as conjecture = CicUtil.lookup_meta goal metasenv in
- assert (hyps_pat = []); (*CSC: not implemented yet *)
- let context_len = List.length context in
- let subst,metasenv,u,_,selected_terms_with_context =
- ProofEngineHelpers.select ~metasenv ~ugraph:CicUniv.empty_ugraph
- ~conjecture ~pattern in
- let metasenv = CicMetaSubst.apply_subst_metasenv subst metasenv in
- let with_what, metasenv, u = with_what context metasenv u in
- let with_what = CicMetaSubst.apply_subst subst with_what in
- let pbo = CicMetaSubst.apply_subst subst pbo in
- let pty = CicMetaSubst.apply_subst subst pty in
- let status = (uri,metasenv,pbo,pty),goal in
- let ty_of_with_what,u =
- CicTypeChecker.type_of_aux'
- metasenv context with_what CicUniv.empty_ugraph in
- let whats =
- match selected_terms_with_context with
- [] -> raise (ProofEngineTypes.Fail (lazy "Replace: no term selected"))
- | l ->
- List.map
- (fun (context_of_t,t) ->
- let t_in_context =
- try
- let context_of_t_len = List.length context_of_t in
- if context_of_t_len = context_len then t
- else
- (let t_in_context,subst,metasenv' =
- CicMetaSubst.delift_rels [] metasenv
- (context_of_t_len - context_len) t
- in
- assert (subst = []);
- assert (metasenv = metasenv');
- t_in_context)
- with
- CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable ->
- (*CSC: we could implement something stronger by completely changing
- the semantics of the tactic *)
- raise (ProofEngineTypes.Fail
- (lazy "Replace: one of the selected terms is not closed")) in
- let ty_of_t_in_context,u = (* TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv context t_in_context
- CicUniv.empty_ugraph in
- let b,u = CicReduction.are_convertible ~metasenv context
- ty_of_with_what ty_of_t_in_context u in
- if b then
- let concl_pat_for_t = ProofEngineHelpers.pattern_of ~term:ty [t] in
- let pattern_for_t = None,[],concl_pat_for_t in
- t_in_context,pattern_for_t
- else
- raise
- (ProofEngineTypes.Fail
- (lazy "Replace: one of the selected terms and the term to be replaced with have not convertible types"))
- ) l in
- let rec aux n whats status =
- match whats with
- [] -> ProofEngineTypes.apply_tactic T.id_tac status
- | (what,pattern)::tl ->
- let what = CicSubstitution.lift n what in
- let with_what = CicSubstitution.lift n with_what in
- let ty_of_with_what = CicSubstitution.lift n ty_of_with_what in
- ProofEngineTypes.apply_tactic
- (T.thens
- ~start:(
- P.cut_tac
- (C.Appl [
- (C.MutInd (LibraryObjects.eq_URI (), 0, [])) ;
- ty_of_with_what ;
- what ;
- with_what]))
- ~continuations:[
- T.then_
- ~start:(
- rewrite_tac ~direction:`LeftToRight ~pattern (C.Rel 1))
- ~continuation:(
- T.then_
- ~start:(
- ProofEngineTypes.mk_tactic
- (function ((proof,goal) as status) ->
- let _,metasenv,_,_ = proof in
- let _,context,_ = CicUtil.lookup_meta goal metasenv in
- let hyp =
- try
- match List.hd context with
- Some (Cic.Name name,_) -> name
- | _ -> assert false
- with (Failure "hd") -> assert false
- in
- ProofEngineTypes.apply_tactic
- (ProofEngineStructuralRules.clear ~hyp) status))
- ~continuation:(aux_tac (n + 1) tl));
- T.id_tac])
- status
- and aux_tac n tl = ProofEngineTypes.mk_tactic (aux n tl) in
- aux 0 whats status
- in
- ProofEngineTypes.mk_tactic (replace_tac ~pattern ~with_what)
-;;
-
-
-(* All these tacs do is applying the right constructor/theorem *)
-
-let reflexivity_tac =
- IntroductionTactics.constructor_tac ~n:1
-;;
-
-let symmetry_tac =
- let symmetry_tac (proof, goal) =
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- match (R.whd context ty) with
- (C.Appl [(C.MutInd (uri, 0, [])); _; _; _])
- when LibraryObjects.is_eq_URI uri ->
- ProofEngineTypes.apply_tactic
- (PrimitiveTactics.apply_tac
- ~term: (C.Const (LibraryObjects.sym_eq_URI uri, [])))
- (proof,goal)
-
- | _ -> raise (ProofEngineTypes.Fail (lazy "Symmetry failed"))
- in
- ProofEngineTypes.mk_tactic symmetry_tac
-;;
-
-let transitivity_tac ~term =
- let transitivity_tac ~term status =
- let (proof, goal) = status in
- let module C = Cic in
- let module R = CicReduction in
- let module U = UriManager in
- let module T = Tacticals in
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- match (R.whd context ty) with
- (C.Appl [(C.MutInd (uri, 0, [])); _; _; _])
- when LibraryObjects.is_eq_URI uri ->
- ProofEngineTypes.apply_tactic
- (T.thens
- ~start:(PrimitiveTactics.apply_tac
- ~term: (C.Const (LibraryObjects.trans_eq_URI uri, [])))
- ~continuations:
- [PrimitiveTactics.exact_tac ~term ; T.id_tac ; T.id_tac])
- status
-
- | _ -> raise (ProofEngineTypes.Fail (lazy "Transitivity failed"))
- in
- ProofEngineTypes.mk_tactic (transitivity_tac ~term)
-;;
-
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val rewrite_tac:
- direction:[`LeftToRight | `RightToLeft] ->
- pattern:ProofEngineTypes.pattern -> Cic.term -> ProofEngineTypes.tactic
-val rewrite_simpl_tac:
- direction:[`LeftToRight | `RightToLeft] ->
- pattern:ProofEngineTypes.pattern -> Cic.term -> ProofEngineTypes.tactic
-
-val replace_tac:
- pattern:ProofEngineTypes.pattern ->
- with_what:ProofEngineTypes.lazy_term -> ProofEngineTypes.tactic
-
-val reflexivity_tac: ProofEngineTypes.tactic
-val symmetry_tac: ProofEngineTypes.tactic
-val transitivity_tac: term:Cic.term -> ProofEngineTypes.tactic
-
+++ /dev/null
-(***********************************************************************)
-(* v * The Coq Proof Assistant / The Coq Development Team *)
-(* <O___,, * INRIA-Rocquencourt & LRI-CNRS-Orsay *)
-(* \VV/ *************************************************************)
-(* // * This file is distributed under the terms of the *)
-(* * GNU Lesser General Public License Version 2.1 *)
-(***********************************************************************)
-
-(* $Id$ *)
-
-(* Méthode d'élimination de Fourier *)
-(* Référence:
-Auteur(s) : Fourier, Jean-Baptiste-Joseph
-
-Titre(s) : Oeuvres de Fourier [Document électronique]. Tome second. Mémoires publiés dans divers recueils / publ. par les soins de M. Gaston Darboux,...
-
-Publication : Numérisation BnF de l'édition de Paris : Gauthier-Villars, 1890
-
-Pages: 326-327
-
-http://gallica.bnf.fr/
-*)
-
-(** @author The Coq Development Team *)
-
-
-(* Un peu de calcul sur les rationnels...
-Les opérations rendent des rationnels normalisés,
-i.e. le numérateur et le dénominateur sont premiers entre eux.
-*)
-
-
-(** Type for coefficents *)
-type rational = {
-num:int; (** Numerator *)
-den:int; (** Denumerator *)
-};;
-
-(** Debug function.
- @param x the rational to print*)
-let print_rational x =
- print_int x.num;
- print_string "/";
- print_int x.den
-;;
-
-let rec pgcd x y = if y = 0 then x else pgcd y (x mod y);;
-
-(** The constant 0*)
-let r0 = {num=0;den=1};;
-(** The constant 1*)
-let r1 = {num=1;den=1};;
-
-let rnorm x = let x = (if x.den<0 then {num=(-x.num);den=(-x.den)} else x) in
- if x.num=0 then r0
- else (let d=pgcd x.num x.den in
- let d= (if d<0 then -d else d) in
- {num=(x.num)/d;den=(x.den)/d});;
-
-(** Calculates the opposite of a rational.
- @param x The rational
- @return -x*)
-let rop x = rnorm {num=(-x.num);den=x.den};;
-
-(** Sums two rationals.
- @param x A rational
- @param y Another rational
- @return x+y*)
-let rplus x y = rnorm {num=x.num*y.den + y.num*x.den;den=x.den*y.den};;
-(** Substracts two rationals.
- @param x A rational
- @param y Another rational
- @return x-y*)
-let rminus x y = rnorm {num=x.num*y.den - y.num*x.den;den=x.den*y.den};;
-(** Multiplyes two rationals.
- @param x A rational
- @param y Another rational
- @return x*y*)
-let rmult x y = rnorm {num=x.num*y.num;den=x.den*y.den};;
-(** Inverts arational.
- @param x A rational
- @return x{^ -1} *)
-let rinv x = rnorm {num=x.den;den=x.num};;
-(** Divides two rationals.
- @param x A rational
- @param y Another rational
- @return x/y*)
-let rdiv x y = rnorm {num=x.num*y.den;den=x.den*y.num};;
-
-let rinf x y = x.num*y.den < y.num*x.den;;
-let rinfeq x y = x.num*y.den <= y.num*x.den;;
-
-
-(* {coef;hist;strict}, où coef=[c1; ...; cn; d], représente l'inéquation
-c1x1+...+cnxn < d si strict=true, <= sinon,
-hist donnant les coefficients (positifs) d'une combinaison linéaire qui permet d'obtenir l'inéquation à partir de celles du départ.
-*)
-
-type ineq = {coef:rational list;
- hist:rational list;
- strict:bool};;
-
-let pop x l = l:=x::(!l);;
-
-(* sépare la liste d'inéquations s selon que leur premier coefficient est
-négatif, nul ou positif. *)
-let partitionne s =
- let lpos=ref [] in
- let lneg=ref [] in
- let lnul=ref [] in
- List.iter (fun ie -> match ie.coef with
- [] -> raise (Failure "empty ineq")
- |(c::r) -> if rinf c r0
- then pop ie lneg
- else if rinf r0 c then pop ie lpos
- else pop ie lnul)
- s;
- [!lneg;!lnul;!lpos]
-;;
-(* initialise les histoires d'une liste d'inéquations données par leurs listes de coefficients et leurs strictitudes (!):
-(add_hist [(equation 1, s1);...;(équation n, sn)])
-=
-[{équation 1, [1;0;...;0], s1};
- {équation 2, [0;1;...;0], s2};
- ...
- {équation n, [0;0;...;1], sn}]
-*)
-let add_hist le =
- let n = List.length le in
- let i=ref 0 in
- List.map (fun (ie,s) ->
- let h =ref [] in
- for k=1 to (n-(!i)-1) do pop r0 h; done;
- pop r1 h;
- for k=1 to !i do pop r0 h; done;
- i:=!i+1;
- {coef=ie;hist=(!h);strict=s})
- le
-;;
-(* additionne deux inéquations *)
-let ie_add ie1 ie2 = {coef=List.map2 rplus ie1.coef ie2.coef;
- hist=List.map2 rplus ie1.hist ie2.hist;
- strict=ie1.strict || ie2.strict}
-;;
-(* multiplication d'une inéquation par un rationnel (positif) *)
-let ie_emult a ie = {coef=List.map (fun x -> rmult a x) ie.coef;
- hist=List.map (fun x -> rmult a x) ie.hist;
- strict= ie.strict}
-;;
-(* on enlève le premier coefficient *)
-let ie_tl ie = {coef=List.tl ie.coef;hist=ie.hist;strict=ie.strict}
-;;
-(* le premier coefficient: "tête" de l'inéquation *)
-let hd_coef ie = List.hd ie.coef
-;;
-
-(* calcule toutes les combinaisons entre inéquations de tête négative et inéquations de tête positive qui annulent le premier coefficient.
-*)
-let deduce_add lneg lpos =
- let res=ref [] in
- List.iter (fun i1 ->
- List.iter (fun i2 ->
- let a = rop (hd_coef i1) in
- let b = hd_coef i2 in
- pop (ie_tl (ie_add (ie_emult b i1)
- (ie_emult a i2))) res)
- lpos)
- lneg;
- !res
-;;
-(* élimination de la première variable à partir d'une liste d'inéquations:
-opération qu'on itère dans l'algorithme de Fourier.
-*)
-let deduce1 s i=
- match (partitionne s) with
- [lneg;lnul;lpos] ->
- let lnew = deduce_add lneg lpos in
- (match lneg with [] -> print_string("non posso ridurre "^string_of_int i^"\n")|_->();
- match lpos with [] -> print_string("non posso ridurre "^string_of_int i^"\n")|_->());
- (List.map ie_tl lnul)@lnew
- |_->assert false
-;;
-(* algorithme de Fourier: on élimine successivement toutes les variables.
-*)
-let deduce lie =
- let n = List.length (fst (List.hd lie)) in
- let lie=ref (add_hist lie) in
- for i=1 to n-1 do
- lie:= deduce1 !lie i;
- done;
- !lie
-;;
-
-(* donne [] si le système a des find solutions,
-sinon donne [c,s,lc]
-où lc est la combinaison linéaire des inéquations de départ
-qui donne 0 < c si s=true
- ou 0 <= c sinon
-cette inéquation étant absurde.
-*)
-(** Tryes to find if the system admits solutions.
- @param lie the list of inequations
- @return a list that can be empty if the system has solutions. Otherwise it returns a
- one elements list [\[(c,s,lc)\]]. {b c} is the rational that can be obtained solving the system,
- {b s} is true if the inequation that proves that the system is absurd is of type [c < 0], false if
- [c <= 0], {b lc} is a list of rational that represents the liear combination to obtain the
- absurd inequation *)
-let unsolvable lie =
- let lr = deduce lie in
- let res = ref [] in
- (try (List.iter (fun e ->
- match e with
- {coef=[c];hist=lc;strict=s} ->
- if (rinf c r0 && (not s)) || (rinfeq c r0 && s)
- then (res := [c,s,lc];
- raise (Failure "contradiction found"))
- |_->assert false)
- lr)
- with _ -> ());
- !res
-;;
-
-(* Exemples:
-
-let test1=[[r1;r1;r0],true;[rop r1;r1;r1],false;[r0;rop r1;rop r1],false];;
-deduce test1;;
-unsolvable test1;;
-
-let test2=[
-[r1;r1;r0;r0;r0],false;
-[r0;r1;r1;r0;r0],false;
-[r0;r0;r1;r1;r0],false;
-[r0;r0;r0;r1;r1],false;
-[r1;r0;r0;r0;r1],false;
-[rop r1;rop r1;r0;r0;r0],false;
-[r0;rop r1;rop r1;r0;r0],false;
-[r0;r0;rop r1;rop r1;r0],false;
-[r0;r0;r0;rop r1;rop r1],false;
-[rop r1;r0;r0;r0;rop r1],false
-];;
-deduce test2;;
-unsolvable test2;;
-
-*)
+++ /dev/null
-type rational = { num : int; den : int; }
-val print_rational : rational -> unit
-val pgcd : int -> int -> int
-val r0 : rational
-val r1 : rational
-val rnorm : rational -> rational
-val rop : rational -> rational
-val rplus : rational -> rational -> rational
-val rminus : rational -> rational -> rational
-val rmult : rational -> rational -> rational
-val rinv : rational -> rational
-val rdiv : rational -> rational -> rational
-val rinf : rational -> rational -> bool
-val rinfeq : rational -> rational -> bool
-type ineq = { coef : rational list; hist : rational list; strict : bool; }
-val pop : 'a -> 'a list ref -> unit
-val partitionne : ineq list -> ineq list list
-val add_hist : (rational list * bool) list -> ineq list
-val ie_add : ineq -> ineq -> ineq
-val ie_emult : rational -> ineq -> ineq
-val ie_tl : ineq -> ineq
-val hd_coef : ineq -> rational
-val deduce_add : ineq list -> ineq list -> ineq list
-val deduce1 : ineq list -> int -> ineq list
-val deduce : (rational list * bool) list -> ineq list
-val unsolvable :
- (rational list * bool) list -> (rational * bool * rational list) list
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-
-(******************** THE FOURIER TACTIC ***********************)
-
-(* La tactique Fourier ne fonctionne de manière sûre que si les coefficients
-des inéquations et équations sont entiers. En attendant la tactique Field.
-*)
-
-open Fourier
-open ProofEngineTypes
-
-
-let debug x = print_string ("____ "^x) ; flush stdout;;
-
-let debug_pcontext x =
- let str = ref "" in
- List.iter (fun y -> match y with Some(Cic.Name(a),_) -> str := !str ^
- a ^ " " | _ ->()) x ;
- debug ("contesto : "^ (!str) ^ "\n")
-;;
-
-(******************************************************************************
-Operations on linear combinations.
-
-Opérations sur les combinaisons linéaires affines.
-La partie homogène d'une combinaison linéaire est en fait une table de hash
-qui donne le coefficient d'un terme du calcul des constructions,
-qui est zéro si le terme n'y est pas.
-*)
-
-
-
-(**
- The type for linear combinations
-*)
-type flin = {fhom:(Cic.term , rational)Hashtbl.t;fcste:rational}
-;;
-
-(**
- @return an empty flin
-*)
-let flin_zero () = {fhom = Hashtbl.create 50;fcste=r0}
-;;
-
-(**
- @param f a flin
- @param x a Cic.term
- @return the rational associated with x (coefficient)
-*)
-let flin_coef f x =
- try
- (Hashtbl.find f.fhom x)
- with
- _ -> r0
-;;
-
-(**
- Adds c to the coefficient of x
- @param f a flin
- @param x a Cic.term
- @param c a rational
- @return the new flin
-*)
-let flin_add f x c =
- match x with
- Cic.Rel(n) ->(
- let cx = flin_coef f x in
- Hashtbl.remove f.fhom x;
- Hashtbl.add f.fhom x (rplus cx c);
- f)
- |_->debug ("Internal error in Fourier! this is not a Rel "^CicPp.ppterm x^"\n");
- let cx = flin_coef f x in
- Hashtbl.remove f.fhom x;
- Hashtbl.add f.fhom x (rplus cx c);
- f
-;;
-(**
- Adds c to f.fcste
- @param f a flin
- @param c a rational
- @return the new flin
-*)
-let flin_add_cste f c =
- {fhom=f.fhom;
- fcste=rplus f.fcste c}
-;;
-
-(**
- @return a empty flin with r1 in fcste
-*)
-let flin_one () = flin_add_cste (flin_zero()) r1;;
-
-(**
- Adds two flin
-*)
-let flin_plus f1 f2 =
- let f3 = flin_zero() in
- Hashtbl.iter (fun x c -> let _=flin_add f3 x c in ()) f1.fhom;
- Hashtbl.iter (fun x c -> let _=flin_add f3 x c in ()) f2.fhom;
- flin_add_cste (flin_add_cste f3 f1.fcste) f2.fcste;
-;;
-
-(**
- Substracts two flin
-*)
-let flin_minus f1 f2 =
- let f3 = flin_zero() in
- Hashtbl.iter (fun x c -> let _=flin_add f3 x c in ()) f1.fhom;
- Hashtbl.iter (fun x c -> let _=flin_add f3 x (rop c) in ()) f2.fhom;
- flin_add_cste (flin_add_cste f3 f1.fcste) (rop f2.fcste);
-;;
-
-(**
- @return a times f
-*)
-let flin_emult a f =
- let f2 = flin_zero() in
- Hashtbl.iter (fun x c -> let _=flin_add f2 x (rmult a c) in ()) f.fhom;
- flin_add_cste f2 (rmult a f.fcste);
-;;
-
-
-(*****************************************************************************)
-
-
-(**
- @param t a term
- @raise Failure if conversion is impossible
- @return rational proiection of t
-*)
-let rec rational_of_term t =
- (* fun to apply f to the first and second rational-term of l *)
- let rat_of_binop f l =
- let a = List.hd l and
- b = List.hd(List.tl l) in
- f (rational_of_term a) (rational_of_term b)
- in
- (* as before, but f is unary *)
- let rat_of_unop f l =
- f (rational_of_term (List.hd l))
- in
- match t with
- | Cic.Cast (t1,t2) -> (rational_of_term t1)
- | Cic.Appl (t1::next) ->
- (match t1 with
- Cic.Const (u,boh) ->
- if UriManager.eq u HelmLibraryObjects.Reals.ropp_URI then
- rat_of_unop rop next
- else if UriManager.eq u HelmLibraryObjects.Reals.rinv_URI then
- rat_of_unop rinv next
- else if UriManager.eq u HelmLibraryObjects.Reals.rmult_URI then
- rat_of_binop rmult next
- else if UriManager.eq u HelmLibraryObjects.Reals.rdiv_URI then
- rat_of_binop rdiv next
- else if UriManager.eq u HelmLibraryObjects.Reals.rplus_URI then
- rat_of_binop rplus next
- else if UriManager.eq u HelmLibraryObjects.Reals.rminus_URI then
- rat_of_binop rminus next
- else failwith "not a rational"
- | _ -> failwith "not a rational")
- | Cic.Const (u,boh) ->
- if UriManager.eq u HelmLibraryObjects.Reals.r1_URI then r1
- else if UriManager.eq u HelmLibraryObjects.Reals.r0_URI then r0
- else failwith "not a rational"
- | _ -> failwith "not a rational"
-;;
-
-(* coq wrapper
-let rational_of_const = rational_of_term;;
-*)
-let fails f a =
- try
- let tmp = (f a) in
- false
- with
- _-> true
- ;;
-
-let rec flin_of_term t =
- let fl_of_binop f l =
- let a = List.hd l and
- b = List.hd(List.tl l) in
- f (flin_of_term a) (flin_of_term b)
- in
- try(
- match t with
- | Cic.Cast (t1,t2) -> (flin_of_term t1)
- | Cic.Appl (t1::next) ->
- begin
- match t1 with
- Cic.Const (u,boh) ->
- begin
- if UriManager.eq u HelmLibraryObjects.Reals.ropp_URI then
- flin_emult (rop r1) (flin_of_term (List.hd next))
- else if UriManager.eq u HelmLibraryObjects.Reals.rplus_URI then
- fl_of_binop flin_plus next
- else if UriManager.eq u HelmLibraryObjects.Reals.rminus_URI then
- fl_of_binop flin_minus next
- else if UriManager.eq u HelmLibraryObjects.Reals.rmult_URI then
- begin
- let arg1 = (List.hd next) and
- arg2 = (List.hd(List.tl next))
- in
- if fails rational_of_term arg1
- then
- if fails rational_of_term arg2
- then
- ( (* prodotto tra 2 incognite ????? impossibile*)
- failwith "Sistemi lineari!!!!\n"
- )
- else
- (
- match arg1 with
- Cic.Rel(n) -> (*trasformo al volo*)
- (flin_add (flin_zero()) arg1 (rational_of_term arg2))
- |_-> (* test this *)
- let tmp = flin_of_term arg1 in
- flin_emult (rational_of_term arg2) (tmp)
- )
- else
- if fails rational_of_term arg2
- then
- (
- match arg2 with
- Cic.Rel(n) -> (*trasformo al volo*)
- (flin_add (flin_zero()) arg2 (rational_of_term arg1))
- |_-> (* test this *)
- let tmp = flin_of_term arg2 in
- flin_emult (rational_of_term arg1) (tmp)
-
- )
- else
- ( (*prodotto tra razionali*)
- (flin_add_cste (flin_zero()) (rmult (rational_of_term arg1) (rational_of_term arg2)))
- )
- (*try
- begin
- (*let a = rational_of_term arg1 in
- debug("ho fatto rational of term di "^CicPp.ppterm arg1^
- " e ho ottenuto "^string_of_int a.num^"/"^string_of_int a.den^"\n");*)
- let a = flin_of_term arg1
- try
- begin
- let b = (rational_of_term arg2) in
- debug("ho fatto rational of term di "^CicPp.ppterm arg2^
- " e ho ottenuto "^string_of_int b.num^"/"^string_of_int b.den^"\n");
- (flin_add_cste (flin_zero()) (rmult a b))
- end
- with
- _ -> debug ("ho fallito2 su "^CicPp.ppterm arg2^"\n");
- (flin_add (flin_zero()) arg2 a)
- end
- with
- _-> debug ("ho fallito1 su "^CicPp.ppterm arg1^"\n");
- (flin_add(flin_zero()) arg1 (rational_of_term arg2))
- *)
- end
- else if UriManager.eq u HelmLibraryObjects.Reals.rinv_URI then
- let a=(rational_of_term (List.hd next)) in
- flin_add_cste (flin_zero()) (rinv a)
- else if UriManager.eq u HelmLibraryObjects.Reals.rdiv_URI then
- begin
- let b=(rational_of_term (List.hd(List.tl next))) in
- try
- begin
- let a = (rational_of_term (List.hd next)) in
- (flin_add_cste (flin_zero()) (rdiv a b))
- end
- with
- _-> (flin_add (flin_zero()) (List.hd next) (rinv b))
- end
- else assert false
- end
- |_ -> assert false
- end
- | Cic.Const (u,boh) ->
- begin
- if UriManager.eq u HelmLibraryObjects.Reals.r1_URI then flin_one ()
- else if UriManager.eq u HelmLibraryObjects.Reals.r0_URI then flin_zero ()
- else assert false
- end
- |_-> assert false)
- with _ -> debug("eccezione = "^CicPp.ppterm t^"\n");flin_add (flin_zero()) t r1
-;;
-
-(* coq wrapper
-let flin_of_constr = flin_of_term;;
-*)
-
-(**
- Translates a flin to (c,x) list
- @param f a flin
- @return something like (c1,x1)::(c2,x2)::...::(cn,xn)
-*)
-let flin_to_alist f =
- let res=ref [] in
- Hashtbl.iter (fun x c -> res:=(c,x)::(!res)) f;
- !res
-;;
-
-(* Représentation des hypothèses qui sont des inéquations ou des équations.
-*)
-
-(**
- The structure for ineq
-*)
-type hineq={hname:Cic.term; (* le nom de l'hypothèse *)
- htype:string; (* Rlt, Rgt, Rle, Rge, eqTLR ou eqTRL *)
- hleft:Cic.term;
- hright:Cic.term;
- hflin:flin;
- hstrict:bool}
-;;
-
-(* Transforme une hypothese h:t en inéquation flin<0 ou flin<=0
-*)
-
-let ineq1_of_term (h,t) =
- match t with (* match t *)
- Cic.Appl (t1::next) ->
- let arg1= List.hd next in
- let arg2= List.hd(List.tl next) in
- (match t1 with (* match t1 *)
- Cic.Const (u,boh) ->
- if UriManager.eq u HelmLibraryObjects.Reals.rlt_URI then
- [{hname=h;
- htype="Rlt";
- hleft=arg1;
- hright=arg2;
- hflin= flin_minus (flin_of_term arg1)
- (flin_of_term arg2);
- hstrict=true}]
- else if UriManager.eq u HelmLibraryObjects.Reals.rgt_URI then
- [{hname=h;
- htype="Rgt";
- hleft=arg2;
- hright=arg1;
- hflin= flin_minus (flin_of_term arg2)
- (flin_of_term arg1);
- hstrict=true}]
- else if UriManager.eq u HelmLibraryObjects.Reals.rle_URI then
- [{hname=h;
- htype="Rle";
- hleft=arg1;
- hright=arg2;
- hflin= flin_minus (flin_of_term arg1)
- (flin_of_term arg2);
- hstrict=false}]
- else if UriManager.eq u HelmLibraryObjects.Reals.rge_URI then
- [{hname=h;
- htype="Rge";
- hleft=arg2;
- hright=arg1;
- hflin= flin_minus (flin_of_term arg2)
- (flin_of_term arg1);
- hstrict=false}]
- else assert false
- | Cic.MutInd (u,i,o) ->
- if UriManager.eq u HelmLibraryObjects.Logic.eq_URI then
- let t0= arg1 in
- let arg1= arg2 in
- let arg2= List.hd(List.tl (List.tl next)) in
- (match t0 with
- Cic.Const (u,boh) ->
- if UriManager.eq u HelmLibraryObjects.Reals.r_URI then
- [{hname=h;
- htype="eqTLR";
- hleft=arg1;
- hright=arg2;
- hflin= flin_minus (flin_of_term arg1)
- (flin_of_term arg2);
- hstrict=false};
- {hname=h;
- htype="eqTRL";
- hleft=arg2;
- hright=arg1;
- hflin= flin_minus (flin_of_term arg2)
- (flin_of_term arg1);
- hstrict=false}]
- else assert false
- |_-> assert false)
- else assert false
- |_-> assert false)(* match t1 *)
- |_-> assert false (* match t *)
-;;
-(* coq wrapper
-let ineq1_of_constr = ineq1_of_term;;
-*)
-
-(* Applique la méthode de Fourier à une liste d'hypothèses (type hineq)
-*)
-
-let rec print_rl l =
- match l with
- []-> ()
- | a::next -> Fourier.print_rational a ; print_string " " ; print_rl next
-;;
-
-let rec print_sys l =
- match l with
- [] -> ()
- | (a,b)::next -> (print_rl a;
- print_string (if b=true then "strict\n"else"\n");
- print_sys next)
- ;;
-
-(*let print_hash h =
- Hashtbl.iter (fun x y -> print_string ("("^"-"^","^"-"^")")) h
-;;*)
-
-let fourier_lineq lineq1 =
- let nvar=ref (-1) in
- let hvar=Hashtbl.create 50 in (* la table des variables des inéquations *)
- List.iter (fun f ->
- Hashtbl.iter (fun x c ->
- try (Hashtbl.find hvar x;())
- with _-> nvar:=(!nvar)+1;
- Hashtbl.add hvar x (!nvar);
- debug("aggiungo una var "^
- string_of_int !nvar^" per "^
- CicPp.ppterm x^"\n"))
- f.hflin.fhom)
- lineq1;
- (*print_hash hvar;*)
- debug("Il numero di incognite e' "^string_of_int (!nvar+1)^"\n");
- let sys= List.map (fun h->
- let v=Array.create ((!nvar)+1) r0 in
- Hashtbl.iter (fun x c -> v.(Hashtbl.find hvar x) <- c)
- h.hflin.fhom;
- ((Array.to_list v)@[rop h.hflin.fcste],h.hstrict))
- lineq1 in
- debug ("chiamo unsolvable sul sistema di "^
- string_of_int (List.length sys) ^"\n");
- print_sys sys;
- unsolvable sys
-;;
-
-(*****************************************************************************
-Construction de la preuve en cas de succès de la méthode de Fourier,
-i.e. on obtient une contradiction.
-*)
-
-
-let _eqT = Cic.MutInd(HelmLibraryObjects.Logic.eq_URI, 0, []) ;;
-let _False = Cic.MutInd (HelmLibraryObjects.Logic.false_URI, 0, []) ;;
-let _not = Cic.Const (HelmLibraryObjects.Logic.not_URI,[]);;
-let _R0 = Cic.Const (HelmLibraryObjects.Reals.r0_URI,[]);;
-let _R1 = Cic.Const (HelmLibraryObjects.Reals.r1_URI,[]);;
-let _R = Cic.Const (HelmLibraryObjects.Reals.r_URI,[]);;
-let _Rfourier_eqLR_to_le=Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_eqLR_to_le.con"), []) ;;
-let _Rfourier_eqRL_to_le=Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_eqRL_to_le.con"), []) ;;
-let _Rfourier_ge_to_le =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_ge_to_le.con"), []) ;;
-let _Rfourier_gt_to_lt =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_gt_to_lt.con"), []) ;;
-let _Rfourier_le=Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_le.con"), []) ;;
-let _Rfourier_le_le =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_le_le.con"), []) ;;
-let _Rfourier_le_lt =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_le_lt.con"), []) ;;
-let _Rfourier_lt=Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_lt.con"), []) ;;
-let _Rfourier_lt_le =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_lt_le.con"), []) ;;
-let _Rfourier_lt_lt =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_lt_lt.con"), []) ;;
-let _Rfourier_not_ge_lt = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_not_ge_lt.con"), []) ;;
-let _Rfourier_not_gt_le = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_not_gt_le.con"), []) ;;
-let _Rfourier_not_le_gt = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_not_le_gt.con"), []) ;;
-let _Rfourier_not_lt_ge = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rfourier_not_lt_ge.con"), []) ;;
-let _Rinv = Cic.Const (HelmLibraryObjects.Reals.rinv_URI, []);;
-let _Rinv_R1 = Cic.Const(HelmLibraryObjects.Reals.rinv_r1_URI, []);;
-let _Rle = Cic.Const (HelmLibraryObjects.Reals.rle_URI, []);;
-let _Rle_mult_inv_pos = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rle_mult_inv_pos.con"), []) ;;
-let _Rle_not_lt = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rle_not_lt.con"), []) ;;
-let _Rle_zero_1 = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rle_zero_1.con"), []) ;;
-let _Rle_zero_pos_plus1 = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rle_zero_pos_plus1.con"), []) ;;
-let _Rlt = Cic.Const (HelmLibraryObjects.Reals.rlt_URI, []);;
-let _Rlt_mult_inv_pos = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rlt_mult_inv_pos.con"), []) ;;
-let _Rlt_not_le = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rlt_not_le.con"), []) ;;
-let _Rlt_zero_1 = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rlt_zero_1.con"), []) ;;
-let _Rlt_zero_pos_plus1 = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rlt_zero_pos_plus1.con"), []) ;;
-let _Rminus = Cic.Const (HelmLibraryObjects.Reals.rminus_URI, []);;
-let _Rmult = Cic.Const (HelmLibraryObjects.Reals.rmult_URI, []);;
-let _Rnot_le_le =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rnot_le_le.con"), []) ;;
-let _Rnot_lt0 = Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rnot_lt0.con"), []) ;;
-let _Rnot_lt_lt =Cic.Const ((UriManager.uri_of_string
- "cic:/Coq/fourier/Fourier_util/Rnot_lt_lt.con"), []) ;;
-let _Ropp = Cic.Const (HelmLibraryObjects.Reals.ropp_URI, []);;
-let _Rplus = Cic.Const (HelmLibraryObjects.Reals.rplus_URI, []);;
-
-(******************************************************************************)
-
-let is_int x = (x.den)=1
-;;
-
-(* fraction = couple (num,den) *)
-let rec rational_to_fraction x= (x.num,x.den)
-;;
-
-(* traduction -3 -> (Ropp (Rplus R1 (Rplus R1 R1)))
-*)
-
-let rec int_to_real_aux n =
- match n with
- 0 -> _R0 (* o forse R0 + R0 ????? *)
- | 1 -> _R1
- | _ -> Cic.Appl [ _Rplus ; _R1 ; int_to_real_aux (n-1) ]
-;;
-
-
-let int_to_real n =
- let x = int_to_real_aux (abs n) in
- if n < 0 then
- Cic.Appl [ _Ropp ; x ]
- else
- x
-;;
-
-
-(* -1/2 -> (Rmult (Ropp R1) (Rinv (Rplus R1 R1)))
-*)
-
-let rational_to_real x =
- let (n,d)=rational_to_fraction x in
- Cic.Appl [ _Rmult ; int_to_real n ; Cic.Appl [ _Rinv ; int_to_real d ] ]
-;;
-
-(* preuve que 0<n*1/d
-*)
-
-let tac_zero_inf_pos (n,d) =
- let tac_zero_inf_pos (n,d) status =
- (*let cste = pf_parse_constr gl in*)
- let pall str (proof,goal) t =
- debug ("tac "^str^" :\n" );
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- debug ("th = "^ CicPp.ppterm t ^"\n");
- debug ("ty = "^ CicPp.ppterm ty^"\n");
- in
- let tacn=ref (mk_tactic (fun status ->
- pall "n0" status _Rlt_zero_1 ;
- apply_tactic (PrimitiveTactics.apply_tac ~term:_Rlt_zero_1) status )) in
- let tacd=ref (mk_tactic (fun status ->
- pall "d0" status _Rlt_zero_1 ;
- apply_tactic (PrimitiveTactics.apply_tac ~term:_Rlt_zero_1) status )) in
-
-
- for i=1 to n-1 do
- tacn:=(Tacticals.then_
- ~start:(mk_tactic (fun status ->
- pall ("n"^string_of_int i) status _Rlt_zero_pos_plus1;
- apply_tactic
- (PrimitiveTactics.apply_tac ~term:_Rlt_zero_pos_plus1)
- status))
- ~continuation:!tacn);
- done;
- for i=1 to d-1 do
- tacd:=(Tacticals.then_
- ~start:(mk_tactic (fun status ->
- pall "d" status _Rlt_zero_pos_plus1 ;
- apply_tactic
- (PrimitiveTactics.apply_tac ~term:_Rlt_zero_pos_plus1) status))
- ~continuation:!tacd);
- done;
-
-debug("TAC ZERO INF POS\n");
- apply_tactic
- (Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rlt_mult_inv_pos)
- ~continuations:[!tacn ;!tacd ] )
- status
- in
- mk_tactic (tac_zero_inf_pos (n,d))
-;;
-
-
-
-(* preuve que 0<=n*1/d
-*)
-
-let tac_zero_infeq_pos gl (n,d) =
- let tac_zero_infeq_pos gl (n,d) status =
- (*let cste = pf_parse_constr gl in*)
- debug("inizio tac_zero_infeq_pos\n");
- let tacn = ref
- (*(if n=0 then
- (PrimitiveTactics.apply_tac ~term:_Rle_zero_zero )
- else*)
- (PrimitiveTactics.apply_tac ~term:_Rle_zero_1 )
- (* ) *)
- in
- let tacd=ref (PrimitiveTactics.apply_tac ~term:_Rlt_zero_1 ) in
- for i=1 to n-1 do
- tacn:=(Tacticals.then_ ~start:(PrimitiveTactics.apply_tac
- ~term:_Rle_zero_pos_plus1) ~continuation:!tacn);
- done;
- for i=1 to d-1 do
- tacd:=(Tacticals.then_ ~start:(PrimitiveTactics.apply_tac
- ~term:_Rlt_zero_pos_plus1) ~continuation:!tacd);
- done;
- apply_tactic
- (Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rle_mult_inv_pos)
- ~continuations:[!tacn;!tacd]) status
- in
- mk_tactic (tac_zero_infeq_pos gl (n,d))
-;;
-
-
-
-(* preuve que 0<(-n)*(1/d) => False
-*)
-
-let tac_zero_inf_false gl (n,d) =
- let tac_zero_inf_false gl (n,d) status =
- if n=0 then
- apply_tactic (PrimitiveTactics.apply_tac ~term:_Rnot_lt0) status
- else
- apply_tactic (Tacticals.then_
- ~start:( mk_tactic (fun status ->
- let (proof, goal) = status in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- apply_tactic (PrimitiveTactics.apply_tac ~term:_Rle_not_lt) status))
- ~continuation:(tac_zero_infeq_pos gl (-n,d)))
- status
- in
- mk_tactic (tac_zero_inf_false gl (n,d))
-;;
-
-(* preuve que 0<=n*(1/d) => False ; n est negatif
-*)
-
-let tac_zero_infeq_false gl (n,d) =
- let tac_zero_infeq_false gl (n,d) status =
- let (proof, goal) = status in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
-
- debug("faccio fold di " ^ CicPp.ppterm
- (Cic.Appl
- [_Rle ; _R0 ;
- Cic.Appl
- [_Rmult ; int_to_real n ; Cic.Appl [_Rinv ; int_to_real d]]
- ]
- ) ^ "\n") ;
- debug("apply di _Rlt_not_le a "^ CicPp.ppterm ty ^"\n");
- (*CSC: Patch to undo the over-simplification of RewriteSimpl *)
- apply_tactic
- (Tacticals.then_
- ~start:
- (ReductionTactics.fold_tac
- ~reduction:(const_lazy_reduction CicReduction.whd)
- ~pattern:(ProofEngineTypes.conclusion_pattern None)
- ~term:
- (const_lazy_term
- (Cic.Appl
- [_Rle ; _R0 ;
- Cic.Appl
- [_Rmult ; int_to_real n ; Cic.Appl [_Rinv ; int_to_real d]]])))
- ~continuation:
- (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:_Rlt_not_le)
- ~continuation:(tac_zero_inf_pos (-n,d))))
- status
- in
- mk_tactic (tac_zero_infeq_false gl (n,d))
-;;
-
-
-(* *********** ********** ******** ??????????????? *********** **************)
-
-let apply_type_tac ~cast:t ~applist:al =
- let apply_type_tac ~cast:t ~applist:al (proof,goal) =
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let fresh_meta = ProofEngineHelpers.new_meta_of_proof proof in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let metasenv' = (fresh_meta,context,t)::metasenv in
- let proof' = curi,metasenv',pbo,pty in
- let proof'',goals =
- apply_tactic
- (PrimitiveTactics.apply_tac
- (*~term:(Cic.Appl ((Cic.Cast (Cic.Meta (fresh_meta,irl),t))::al)) *)
- ~term:(Cic.Appl ((Cic.Meta (fresh_meta,irl))::al))) (* ??? *)
- (proof',goal)
- in
- proof'',fresh_meta::goals
- in
- mk_tactic (apply_type_tac ~cast:t ~applist:al)
-;;
-
-let my_cut ~term:c =
- let my_cut ~term:c (proof,goal) =
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let fresh_meta = ProofEngineHelpers.new_meta_of_proof proof in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let metasenv' = (fresh_meta,context,c)::metasenv in
- let proof' = curi,metasenv',pbo,pty in
- let proof'',goals =
- apply_tactic
- (apply_type_tac
- ~cast:(Cic.Prod(Cic.Name "Anonymous",c,CicSubstitution.lift 1 ty))
- ~applist:[Cic.Meta(fresh_meta,irl)])
- (proof',goal)
- in
- (* We permute the generated goals to be consistent with Coq *)
- match goals with
- [] -> assert false
- | he::tl -> proof'',he::fresh_meta::tl
- in
- mk_tactic (my_cut ~term:c)
-;;
-
-let exact = PrimitiveTactics.exact_tac;;
-
-let tac_use h =
- let tac_use h status =
- let (proof, goal) = status in
- debug("Inizio TC_USE\n");
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- debug ("hname = "^ CicPp.ppterm h.hname ^"\n");
- debug ("ty = "^ CicPp.ppterm ty^"\n");
- apply_tactic
- (match h.htype with
- "Rlt" -> exact ~term:h.hname
- | "Rle" -> exact ~term:h.hname
- | "Rgt" -> (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_gt_to_lt)
- ~continuation:(exact ~term:h.hname))
- | "Rge" -> (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_ge_to_le)
- ~continuation:(exact ~term:h.hname))
- | "eqTLR" -> (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_eqLR_to_le)
- ~continuation:(exact ~term:h.hname))
- | "eqTRL" -> (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_eqRL_to_le)
- ~continuation:(exact ~term:h.hname))
- | _->assert false)
- status
- in
- mk_tactic (tac_use h)
-;;
-
-let is_ineq (h,t) =
- match t with
- Cic.Appl ( Cic.Const(u,boh)::next) ->
- (if UriManager.eq u HelmLibraryObjects.Reals.rlt_URI or
- UriManager.eq u HelmLibraryObjects.Reals.rgt_URI or
- UriManager.eq u HelmLibraryObjects.Reals.rle_URI or
- UriManager.eq u HelmLibraryObjects.Reals.rge_URI then true
- else if UriManager.eq u HelmLibraryObjects.Logic.eq_URI then
- (match (List.hd next) with
- Cic.Const (uri,_) when
- UriManager.eq uri HelmLibraryObjects.Reals.r_URI
- -> true
- | _ -> false)
- else false)
- |_->false
-;;
-
-let list_of_sign s = List.map (fun (x,_,z)->(x,z)) s;;
-
-let mkAppL a =
- Cic.Appl(Array.to_list a)
-;;
-
-(* Résolution d'inéquations linéaires dans R *)
-let rec strip_outer_cast c = match c with
- | Cic.Cast (c,_) -> strip_outer_cast c
- | _ -> c
-;;
-
-(*let find_in_context id context =
- let rec find_in_context_aux c n =
- match c with
- [] -> failwith (id^" not found in context")
- | a::next -> (match a with
- Some (Cic.Name(name),_) when name = id -> n
- (*? magari al posto di _ qualcosaltro?*)
- | _ -> find_in_context_aux next (n+1))
- in
- find_in_context_aux context 1
-;;
-
-(* mi sembra quadratico *)
-let rec filter_real_hyp context cont =
- match context with
- [] -> []
- | Some(Cic.Name(h),Cic.Decl(t))::next -> (
- let n = find_in_context h cont in
- debug("assegno "^string_of_int n^" a "^CicPp.ppterm t^"\n");
- [(Cic.Rel(n),t)] @ filter_real_hyp next cont)
- | a::next -> debug(" no\n"); filter_real_hyp next cont
-;;*)
-
-let filter_real_hyp context _ =
- let rec filter_aux context num =
- match context with
- [] -> []
- | Some(Cic.Name(h),Cic.Decl(t))::next ->
- [(Cic.Rel(num),t)] @ filter_aux next (num+1)
- | a::next -> filter_aux next (num+1)
- in
- filter_aux context 1
-;;
-
-
-(* lifts everithing at the conclusion level *)
-let rec superlift c n=
- match c with
- [] -> []
- | Some(name,Cic.Decl(a))::next ->
- [Some(name,Cic.Decl(CicSubstitution.lift n a))]@ superlift next (n+1)
- | Some(name,Cic.Def(a,None))::next ->
- [Some(name,Cic.Def((CicSubstitution.lift n a),None))]@ superlift next (n+1)
- | Some(name,Cic.Def(a,Some ty))::next ->
- [Some(name,
- Cic.Def((CicSubstitution.lift n a),Some (CicSubstitution.lift n ty)))
- ] @ superlift next (n+1)
- | _::next -> superlift next (n+1) (*?? ??*)
-
-;;
-
-let equality_replace a b =
- let equality_replace a b status =
- debug("inizio EQ\n");
- let module C = Cic in
- let proof,goal = status in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let a_eq_b = C.Appl [ _eqT ; _R ; a ; b ] in
- let fresh_meta = ProofEngineHelpers.new_meta_of_proof proof in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context in
- let metasenv' = (fresh_meta,context,a_eq_b)::metasenv in
- debug("chamo rewrite tac su"^CicPp.ppterm (C.Meta (fresh_meta,irl)));
- let (proof,goals) = apply_tactic
- (EqualityTactics.rewrite_simpl_tac
- ~direction:`LeftToRight
- ~pattern:(ProofEngineTypes.conclusion_pattern None)
- (C.Meta (fresh_meta,irl)))
- ((curi,metasenv',pbo,pty),goal)
- in
- let new_goals = fresh_meta::goals in
- debug("fine EQ -> goals : "^string_of_int( List.length new_goals) ^" = "
- ^string_of_int( List.length goals)^"+ meta\n");
- (proof,new_goals)
- in
- mk_tactic (equality_replace a b)
-;;
-
-let tcl_fail a (proof,goal) =
- match a with
- 1 -> raise (ProofEngineTypes.Fail (lazy "fail-tactical"))
- | _ -> (proof,[goal])
-;;
-
-(* Galla: moved in variousTactics.ml
-let assumption_tac (proof,goal)=
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let num = ref 0 in
- let tac_list = List.map
- ( fun x -> num := !num + 1;
- match x with
- Some(Cic.Name(nm),t) -> (nm,exact ~term:(Cic.Rel(!num)))
- | _ -> ("fake",tcl_fail 1)
- )
- context
- in
- Tacticals.first ~tactics:tac_list (proof,goal)
-;;
-*)
-(* Galla: moved in negationTactics.ml
-(* !!!!! fix !!!!!!!!!! *)
-let contradiction_tac (proof,goal)=
- Tacticals.then_
- (*inutile sia questo che quello prima della chiamata*)
- ~start:PrimitiveTactics.intros_tac
- ~continuation:(Tacticals.then_
- ~start:(VariousTactics.elim_type_tac ~term:_False)
- ~continuation:(assumption_tac))
- (proof,goal)
-;;
-*)
-
-(* ********************* TATTICA ******************************** *)
-
-let rec fourier (s_proof,s_goal)=
- let s_curi,s_metasenv,s_pbo,s_pty = s_proof in
- let s_metano,s_context,s_ty = CicUtil.lookup_meta s_goal s_metasenv in
- debug ("invoco fourier_tac sul goal "^string_of_int(s_goal)^" e contesto:\n");
- debug_pcontext s_context;
-
- let fhyp = String.copy "new_hyp_for_fourier" in
-
-(* here we need to negate the thesis, but to do this we need to apply the
- right theoreme,so let's parse our thesis *)
-
- let th_to_appl = ref _Rfourier_not_le_gt in
- (match s_ty with
- Cic.Appl ( Cic.Const(u,boh)::args) ->
- th_to_appl :=
- (if UriManager.eq u HelmLibraryObjects.Reals.rlt_URI then
- _Rfourier_not_ge_lt
- else if UriManager.eq u HelmLibraryObjects.Reals.rle_URI then
- _Rfourier_not_gt_le
- else if UriManager.eq u HelmLibraryObjects.Reals.rgt_URI then
- _Rfourier_not_le_gt
- else if UriManager.eq u HelmLibraryObjects.Reals.rge_URI then
- _Rfourier_not_lt_ge
- else failwith "fourier can't be applyed")
- |_-> failwith "fourier can't be applyed");
- (* fix maybe strip_outer_cast goes here?? *)
-
- (* now let's change our thesis applying the th and put it with hp *)
-
- let proof,gl = apply_tactic
- (Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:!th_to_appl)
- ~continuation:(PrimitiveTactics.intros_tac ()))
- (s_proof,s_goal)
- in
- let goal = if List.length gl = 1 then List.hd gl
- else failwith "a new goal" in
-
- debug ("port la tesi sopra e la nego. contesto :\n");
- debug_pcontext s_context;
-
- (* now we have all the right environment *)
-
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
-
- (* now we want to convert hp to inequations, but first we must lift
- everyting to thesis level, so that a variable has the save Rel(n)
- in each hp ( needed by ineq1_of_term ) *)
-
- (* ? fix if None ?????*)
- (* fix change superlift with a real name *)
-
- let l_context = superlift context 1 in
- let hyps = filter_real_hyp l_context l_context in
-
- debug ("trasformo in diseq. "^ string_of_int (List.length hyps)^" ipotesi\n");
-
- let lineq =ref [] in
-
- (* transform hyps into inequations *)
-
- List.iter (fun h -> try (lineq:=(ineq1_of_term h)@(!lineq))
- with _-> ())
- hyps;
-
- debug ("applico fourier a "^ string_of_int (List.length !lineq)^
- " disequazioni\n");
-
- let res=fourier_lineq (!lineq) in
- let tac=ref Tacticals.id_tac in
- if res=[] then
- (print_string "Tactic Fourier fails.\n";flush stdout;
- failwith "fourier_tac fails")
- else
- (
- match res with (*match res*)
- [(cres,sres,lc)]->
-
- (* in lc we have the coefficient to "reduce" the system *)
-
- print_string "Fourier's method can prove the goal...\n";flush stdout;
-
- debug "I coeff di moltiplicazione rit sono: ";
-
- let lutil=ref [] in
- List.iter
- (fun (h,c) -> if c<>r0 then (lutil:=(h,c)::(!lutil);
- (* DBG *)Fourier.print_rational(c);print_string " "(* DBG *))
- )
- (List.combine (!lineq) lc);
-
- print_string (" quindi lutil e' lunga "^
- string_of_int (List.length (!lutil))^"\n");
-
- (* on construit la combinaison linéaire des inéquation *)
-
- (match (!lutil) with (*match (!lutil) *)
- (h1,c1)::lutil ->
- debug ("elem di lutil ");Fourier.print_rational c1;print_string "\n";
-
- let s=ref (h1.hstrict) in
-
-
- let t1 = ref (Cic.Appl [_Rmult;rational_to_real c1;h1.hleft] ) in
- let t2 = ref (Cic.Appl [_Rmult;rational_to_real c1;h1.hright]) in
-
- List.iter (fun (h,c) ->
- s:=(!s)||(h.hstrict);
- t1:=(Cic.Appl [_Rplus;!t1;Cic.Appl
- [_Rmult;rational_to_real c;h.hleft ] ]);
- t2:=(Cic.Appl [_Rplus;!t2;Cic.Appl
- [_Rmult;rational_to_real c;h.hright] ]))
- lutil;
-
- let ineq=Cic.Appl [(if (!s) then _Rlt else _Rle);!t1;!t2 ] in
- let tc=rational_to_real cres in
-
-
-(* ora ho i termini che descrivono i passi di fourier per risolvere il sistema *)
-
- debug "inizio a costruire tac1\n";
- Fourier.print_rational(c1);
-
- let tac1=ref ( mk_tactic (fun status ->
- apply_tactic
- (if h1.hstrict then
- (Tacticals.thens
- ~start:(mk_tactic (fun status ->
- debug ("inizio t1 strict\n");
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- debug ("th = "^ CicPp.ppterm _Rfourier_lt ^"\n");
- debug ("ty = "^ CicPp.ppterm ty^"\n");
- apply_tactic
- (PrimitiveTactics.apply_tac ~term:_Rfourier_lt) status))
- ~continuations:[tac_use h1;
- tac_zero_inf_pos (rational_to_fraction c1)])
- else
- (Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_le)
- ~continuations:[tac_use h1;tac_zero_inf_pos
- (rational_to_fraction c1)]))
- status))
-
- in
- s:=h1.hstrict;
- List.iter (fun (h,c) ->
- (if (!s) then
- (if h.hstrict then
- (debug("tac1 1\n");
- tac1:=(Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_lt_lt)
- ~continuations:[!tac1;tac_use h;tac_zero_inf_pos
- (rational_to_fraction c)]))
- else
- (debug("tac1 2\n");
- Fourier.print_rational(c1);
- tac1:=(Tacticals.thens
- ~start:(mk_tactic (fun status ->
- debug("INIZIO TAC 1 2\n");
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- debug ("th = "^ CicPp.ppterm _Rfourier_lt_le ^"\n");
- debug ("ty = "^ CicPp.ppterm ty^"\n");
- apply_tactic
- (PrimitiveTactics.apply_tac ~term:_Rfourier_lt_le)
- status))
- ~continuations:[!tac1;tac_use h;tac_zero_inf_pos
- (rational_to_fraction c)])))
- else
- (if h.hstrict then
- (debug("tac1 3\n");
- tac1:=(Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_le_lt)
- ~continuations:[!tac1;tac_use h;tac_zero_inf_pos
- (rational_to_fraction c)]))
- else
- (debug("tac1 4\n");
- tac1:=(Tacticals.thens
- ~start:(PrimitiveTactics.apply_tac ~term:_Rfourier_le_le)
- ~continuations:[!tac1;tac_use h;tac_zero_inf_pos
- (rational_to_fraction c)]))));
- s:=(!s)||(h.hstrict)) (* end fun -> *)
- lutil;(*end List.iter*)
-
- let tac2 =
- if sres then
- tac_zero_inf_false goal (rational_to_fraction cres)
- else
- tac_zero_infeq_false goal (rational_to_fraction cres)
- in
- tac:=(Tacticals.thens
- ~start:(my_cut ~term:ineq)
- ~continuations:[Tacticals.then_
- ~start:( mk_tactic (fun status ->
- let (proof, goal) = status in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- apply_tactic
- (ReductionTactics.change_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern (Some ty))
- (const_lazy_term (Cic.Appl [ _not; ineq])))
- status))
- ~continuation:(Tacticals.then_
- ~start:(PrimitiveTactics.apply_tac ~term:
- (if sres then _Rnot_lt_lt else _Rnot_le_le))
- ~continuation:(Tacticals.thens
- ~start:(mk_tactic (fun status ->
- debug("t1 ="^CicPp.ppterm !t1 ^"t2 ="^
- CicPp.ppterm !t2 ^"tc="^ CicPp.ppterm tc^"\n");
- let r = apply_tactic
- (equality_replace (Cic.Appl [_Rminus;!t2;!t1] ) tc)
- status
- in
- (match r with (p,gl) ->
- debug("eq1 ritorna "^string_of_int(List.length gl)^"\n" ));
- r))
- ~continuations:[(Tacticals.thens
- ~start:(mk_tactic (fun status ->
- let r = apply_tactic
- (equality_replace (Cic.Appl[_Rinv;_R1]) _R1)
- status
- in
- (match r with (p,gl) ->
- debug("eq2 ritorna "^string_of_int(List.length gl)^"\n" ));
- r))
- ~continuations:
- [PrimitiveTactics.apply_tac ~term:_Rinv_R1;
- Tacticals.first
- ~tactics:[ "ring",Ring.ring_tac; "id", Tacticals.id_tac]
- ])
- ;(*Tacticals.id_tac*)
- Tacticals.then_
- ~start:(mk_tactic (fun status ->
- let (proof, goal) = status in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- (* check if ty is of type *)
- let w1 =
- debug("qui c'e' gia' l'or "^CicPp.ppterm ty^"\n");
- (match ty with
- Cic.Prod (Cic.Anonymous,a,b) -> (Cic.Appl [_not;a])
- |_ -> assert false)
- in
- let r = apply_tactic
- (ReductionTactics.change_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern (Some ty))
- (const_lazy_term w1)) status
- in
- debug("fine MY_CHNGE\n");
- r))
- ~continuation:(*PORTINGTacticals.id_tac*)tac2]))
- ;(*Tacticals.id_tac*)!tac1]);(*end tac:=*)
-
- |_-> assert false)(*match (!lutil) *)
- |_-> assert false); (*match res*)
- debug ("finalmente applico tac\n");
- (
- let r = apply_tactic !tac (proof,goal) in
- debug("\n\n]]]]]]]]]]]]]]]]]) That's all folks ([[[[[[[[[[[[[[[[[[[\n\n");r
-
- )
-;;
-
-let fourier_tac = mk_tactic fourier
-
-
+++ /dev/null
-(*
-val rewrite_tac: term:Cic.term -> ProofEngineTypes.tactic
-val rewrite_simpl_tac: term:Cic.term -> ProofEngineTypes.tactic
-*)
-val fourier_tac: ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-
-module PEH = ProofEngineHelpers
-module U = CicUniv
-module TC = CicTypeChecker
-module PET = ProofEngineTypes
-module S = CicSubstitution
-module PT = PrimitiveTactics
-module T = Tacticals
-module FNG = FreshNamesGenerator
-module MI = CicMkImplicit
-module PESR = ProofEngineStructuralRules
-
-let fail_msg0 = "unexported clearbody: invalid argument"
-let fail_msg2 = "fwd: no applicable simplification"
-
-let error msg = raise (PET.Fail (lazy msg))
-
-(* unexported tactics *******************************************************)
-
-let id_tac =
- let id_tac (proof,goal) =
- try
- let _, metasenv, _, _ = proof in
- let _, _, _ = CicUtil.lookup_meta goal metasenv in
- (proof,[goal])
- with CicUtil.Meta_not_found _ -> (proof, [])
- in
- PET.mk_tactic id_tac
-
-let clearbody ~index =
- let rec find_name index = function
- | Some (Cic.Name name, _) :: _ when index = 1 -> name
- | _ :: tail when index > 1 -> find_name (pred index) tail
- | _ -> error fail_msg0
- in
- let clearbody status =
- let (proof, goal) = status in
- let _, metasenv, _, _ = proof in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- PET.apply_tactic (PESR.clearbody ~hyp:(find_name index context)) status
- in
- PET.mk_tactic clearbody
-
-(* lapply *******************************************************************)
-
-let strip_prods metasenv context ?how_many to_what term =
- let irl = MI.identity_relocation_list_for_metavariable context in
- let mk_meta metasenv its_type =
- let index = MI.new_meta metasenv [] in
- let metasenv = [index, context, its_type] @ metasenv in
- metasenv, Cic.Meta (index, irl), index
- in
- let update_counters = function
- | None, [] -> None, false, id_tac, []
- | None, to_what :: tail -> None, true, PT.apply_tac ~term:to_what, tail
- | Some hm, [] -> Some (pred hm), false, id_tac, []
- | Some hm, to_what :: tail -> Some (pred hm), true, PT.apply_tac ~term:to_what, tail
- in
- let rec aux metasenv metas conts tw = function
- | Some hm, _ when hm <= 0 -> metasenv, metas, conts
- | xhm, Cic.Prod (Cic.Name _, t1, t2) ->
- let metasenv, meta, index = mk_meta metasenv t1 in
- aux metasenv (meta :: metas) (conts @ [id_tac, index]) tw (xhm, (S.subst meta t2))
- | xhm, Cic.Prod (Cic.Anonymous, t1, t2) ->
- let xhm, pos, tac, tw = update_counters (xhm, tw) in
- let metasenv, meta, index = mk_meta metasenv t1 in
- let conts = if pos then (tac, index) :: conts else conts @ [tac, index] in
- aux metasenv (meta :: metas) conts tw (xhm, (S.subst meta t2))
- | _, t -> metasenv, metas, conts
- in
- aux metasenv [] [] to_what (how_many, term)
-
-let lapply_tac ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- (* ?(substs = []) *) ?how_many ?(to_what = []) what =
- let letin_tac term = PT.letin_tac ~mk_fresh_name_callback term in
- let lapply_tac (proof, goal) =
- let xuri, metasenv, u, t = proof in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- let lemma, _ = TC.type_of_aux' metasenv context what U.empty_ugraph in
- let lemma = FNG.clean_dummy_dependent_types lemma in
- let metasenv, metas, conts = strip_prods metasenv context ?how_many to_what lemma in
- let conclusion =
- match metas with [] -> what | _ -> Cic.Appl (what :: List.rev metas)
- in
- let tac = T.then_ ~start:(letin_tac conclusion)
- ~continuation:(clearbody ~index:1)
- in
- let proof = (xuri, metasenv, u, t) in
- let aux (proof, goals) (tac, goal) =
- let proof, new_goals = PET.apply_tactic tac (proof, goal) in
- proof, goals @ new_goals
- in
- List.fold_left aux (proof, []) ((tac, goal) :: conts)
- in
- PET.mk_tactic lapply_tac
-
-(* fwd **********************************************************************)
-
-let fwd_simpl_tac
- ?(mk_fresh_name_callback = FNG.mk_fresh_name ~subst:[])
- ~dbd hyp =
- let lapply_tac to_what lemma =
- lapply_tac ~mk_fresh_name_callback ~how_many:1 ~to_what:[to_what] lemma
- in
- let fwd_simpl_tac status =
- let (proof, goal) = status in
- let _, metasenv, _, _ = proof in
- let _, context, ty = CicUtil.lookup_meta goal metasenv in
- let index, major = PEH.lookup_type metasenv context hyp in
- match MetadataQuery.fwd_simpl ~dbd major with
- | [] -> error fail_msg2
- | uri :: _ ->
- Printf.eprintf "fwd: %s\n" (UriManager.string_of_uri uri); flush stderr;
- let start = lapply_tac (Cic.Rel index) (Cic.Const (uri, [])) in
- let tac = T.then_ ~start ~continuation:(PESR.clear hyp) in
- PET.apply_tactic tac status
- in
- PET.mk_tactic fwd_simpl_tac
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val lapply_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?how_many:int -> ?to_what:Cic.term list -> Cic.term -> ProofEngineTypes.tactic
-
-val fwd_simpl_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- dbd:HMysql.dbd -> string -> ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*********************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti *)
-(* 8/09/2004 *)
-(* *)
-(* *)
-(*********************************************************************)
-
-
-(* the file contains an hash table of objects of the library
- equivalent to some object in the standard subset; it is
- mostly used to filter useless cases in auto *)
-
-
-let equivalent_objects =
-(* finte costanti; i.e. costanti senza corpo *)
-[UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack0.con"(*,"finte costanti"*);
- UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/Ac10.con"(*,"finte costanti"*);
- UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack2.con"(*,"finte costanti"*)
- ]@
-(* inutili mostri *)
-[UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/Resg0.con"(*,"useless monster"*);
- UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/Resg1.con"(*,"useless monster"*);
- UriManager.uri_of_string "cic:/Rocq/DEMOS/Demo_AutoRewrite/ResAck0.con"(*,"useless monster"*)
- ]@
-(* istanze *)
- (UriManager.uri_of_string "cic:/Coq/Init/Peano/eq_S.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/f_equal.con"*))::
-[
-UriManager.uri_of_string "cic:/Paris/ZF/src/useful/lem_iff_sym.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/iff_sym.con"*);
-UriManager.uri_of_string "cic:/Lyon/AUTOMATA/Ensf_types/False_imp_P.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/False_ind.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/plus_O_r.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_r.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/Rfunctions/sum_f_R0_triangle.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/PartSum/Rabs_triang_gen.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Bertrand/Misc/eq_plus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_reg_l.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_not_and.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/or_not_and.con"*);
-UriManager.uri_of_string "cic:/Rocq/DEMOS/Sorting/diff_true_false.con"(*,UriManager.uri_of_string "cic:/Coq/Bool/Bool/diff_true_false.con"*);
-UriManager.uri_of_string "cic:/CoRN/metrics/CMetricSpaces/nz.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Max/le_max_l.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/Decidable/not_or.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/not_or_and.con"*);
-UriManager.uri_of_string "cic:/Coq/Init/Logic/sym_not_equal.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/sym_not_eq.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/R_sqrt/sqrt_sqrt.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/R_sqrt/sqrt_def.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/eps2_Rgt_R0_subproof.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/eps2_Rgt_R0.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/Eqdep_dec/eqT2eq.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Eqdep_dec/eq2eqT.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/R_sqr/Rsqr_eq_0.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rsqr_0_uniq.con"*);
-UriManager.uri_of_string "cic:/Rocq/THREE_GAP/Nat_compl/en_plus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_r.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zabs_10.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zabs/Zabs_pos.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof0.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof.con"*);
-UriManager.uri_of_string "cic:/Coq/Arith/Le/le_refl.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/le.ind#xpointer(1/1/1)"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/le_n_n.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Le/le_refl.con"*);
-UriManager.uri_of_string "cic:/Coq/ZArith/auxiliary/Zred_factor1.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zplus_diag_eq_mult_2.con"*);
-UriManager.uri_of_string "cic:/Coq/Relations/Newman/caseRxy.con"(*,UriManager.uri_of_string "cic:/Coq/Relations/Newman/Ind_proof.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/S_plus_r.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/plus_n_Sm.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/Zmult_ab0a0b0.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zmult_integral.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Algebra/Z_group/ax8.con"(*,UriManager.uri_of_string "cic:/Coq/NArith/BinPos/ZC2.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Algebra/Z_group/Zlt_reg_l.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zplus_lt_compat_l.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/mult_neutr.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_1_l.con"*);
-UriManager.uri_of_string "cic:/Coq/fourier/Fourier_util/Rlt_zero_1.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rlt_0_1.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Classic.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/NNPP.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/R_sqr/Rsqr_pos_lt.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rlt_0_sqr.con"*);
-UriManager.uri_of_string "cic:/Rocq/THREE_GAP/Nat_compl/lt_minus2.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/ArithProp/lt_minus_O_lt.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/Rtrigo_def/sin_antisym.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rtrigo/sin_neg.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/false_implies_everything.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/False_ind.con"*);
-UriManager.uri_of_string "cic:/Coq/ring/Setoid_ring_normalize/index_eq_prop.con"(*,UriManager.uri_of_string "cic:/Coq/ring/Ring_normalize/index_eq_prop.con"*);
-UriManager.uri_of_string "cic:/CoRN/algebra/Basics/le_pred.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Le/le_pred.con"*);
-UriManager.uri_of_string "cic:/Lannion/continuations/FOUnify_cps/nat_complements/le_S_eqP.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Compare/le_le_S_eq.con"*);
-UriManager.uri_of_string "cic:/Coq/Sorting/Permutation/permut_right.con"(*,UriManager.uri_of_string "cic:/Coq/Sorting/Permutation/permut_cons.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/Zlt_mult_l.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zmult_lt_compat_l.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rplus_lt_0_compat.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/DiscrR/Rplus_lt_pos.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zpower_1_subproof.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zmult_1_r.con"*);
-UriManager.uri_of_string "cic:/CoRN/fta/KeyLemma/lem_1c.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Minus/le_minus.con"*);
-UriManager.uri_of_string "cic:/Coq/omega/OmegaLemmas/OMEGA20.con"(*,UriManager.uri_of_string "cic:/Coq/omega/OmegaLemmas/OMEGA17.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/pair_2.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Datatypes/injective_projections.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof.con"*);
-UriManager.uri_of_string "cic:/CoRN/algebra/Basics/le_mult_right.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_le_compat_r.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zle_lt_plus_plus.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zplus_le_lt_compat.con"*);
-UriManager.uri_of_string "cic:/Rocq/ARITH/Chinese/Nat_complements/lt_minus2.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/ArithProp/lt_minus_O_lt.con"*);
-UriManager.uri_of_string "cic:/Rocq/THREE_GAP/Nat_compl/not_gt_le.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Compare_dec/not_gt.con"*);
-UriManager.uri_of_string "cic:/Rocq/ARITH/Chinese/Nat_complements/mult_commut.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_comm.con"*);
-UriManager.uri_of_string "cic:/CoRN/algebra/Basics/lt_mult_right.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_lt_compat_r.con"*);
-UriManager.uri_of_string "cic:/Rocq/ARITH/Chinese/Nat_complements/mult_neutr.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_1_l.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zabs_neg.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zabs/Zabs_non_eq.con"*);
-UriManager.uri_of_string "cic:/Lyon/FIRING-SQUAD/bib/plus_S.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/plus_Sn_m.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/one_non_negative.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zle_0_1.con"*);
-UriManager.uri_of_string "cic:/Coq/fourier/Fourier_util/Rle_zero_1.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rle_0_1.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/Diaconescu/proof_irrel.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/proof_irrelevance.con"*);
-UriManager.uri_of_string "cic:/Coq/Init/Logic/sym_equal.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/sym_eq.con"*);
-UriManager.uri_of_string "cic:/Coq/IntMap/Mapiter/pair_sp.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Datatypes/surjective_pairing.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/ProofIrrelevance/proof_irrelevance_cci.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/proof_irrelevance.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_or_not.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/not_and_or.con"*);
-UriManager.uri_of_string "cic:/CoRN/model/structures/Zsec/Zplus_wd0.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zplus_eq_compat.con"*);
-UriManager.uri_of_string "cic:/Coq/ZArith/auxiliary/Zred_factor6.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zplus_0_r_reverse.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/S_inj.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/eq_add_S.con"*);
-UriManager.uri_of_string "cic:/Coq/ZArith/Wf_Z/Z_of_nat_complete.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/IZN.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Commutative_orb.con"(*,UriManager.uri_of_string "cic:/Coq/Bool/Bool/orb_comm.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/PartSum/plus_sum.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Cauchy_prod/sum_plus.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Qpositive/minus_le.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Minus/le_minus.con"*);
-UriManager.uri_of_string "cic:/Lyon/FIRING-SQUAD/bib/plus_zero.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_r.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/not_not_converse.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/NNPP.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_and_not.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/not_or_and.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Commutative_andb.con"(*,UriManager.uri_of_string "cic:/Coq/Bool/Bool/andb_comm.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/lt_minus2.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/ArithProp/lt_minus_O_lt.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/canonicite/Prelude0/Morgan_and_not.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/not_or_and.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/ClassicalFacts/TrueP.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/ClassicalFacts/FalseP.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zminus_eq.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zminus_eq.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Cours-de-Coq/ex1/not_not_converse.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/NNPP.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/pair_1.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Datatypes/surjective_pairing.con"*);
-UriManager.uri_of_string "cic:/Orsay/Maths/divide/Zabs_ind.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zabs/Zabs_ind.con"*);
-UriManager.uri_of_string "cic:/CoRN/algebra/Basics/Zmult_minus_distr_r.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zmult_minus_distr_l.con"*);
-UriManager.uri_of_string "cic:/Coq/fourier/Fourier_util/Rfourier_eqLR_to_le.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Req_le.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/Sn_eq_Sm_n_eq_m.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/eq_add_S.con"*);
-UriManager.uri_of_string "cic:/Coq/Init/Logic/trans_equal.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Logic/trans_eq.con"*);
-UriManager.uri_of_string "cic:/Coq/omega/OmegaLemmas/OMEGA2.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zplus_le_0_compat.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Bertrand/Raux/P_Rmin.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rpower/P_Rmin.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/mult_commut.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_comm.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Huffman/Aux/le_minus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Minus/le_minus.con"*);
-UriManager.uri_of_string "cic:/Coq/Init/Peano/plus_O_n.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_l.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/Berardi/inv2.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Berardi/AC.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/SeqProp/not_Rlt.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Rnot_lt_ge.con"*);
-UriManager.uri_of_string "cic:/Nancy/FOUnify/nat_complements/le_S_eqP.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Compare/le_le_S_eq.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/le_mult_l.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_le_compat_r.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/natZ/isnat_mult.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zmult_le_0_compat.con"*);
-UriManager.uri_of_string "cic:/Coq/fourier/Fourier_util/Rfourier_eqRL_to_le.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/RIneq/Req_le_sym.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zabs_mult.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zabs/Zabs_Zmult.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/plus_n_O.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_r.con"*);
-UriManager.uri_of_string "cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/excluded_middle.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/classic.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/le_mult_mult.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_le_compat.con"*);
-UriManager.uri_of_string "cic:/Coq/Bool/Bool/Is_true_eq_true2.con"(*,UriManager.uri_of_string "cic:/Coq/Bool/Bool/Is_true_eq_left.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/natZ/isnat_plus.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zplus_le_0_compat.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/lt_plus_plus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_lt_compat.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/le_mult_r.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Mult/mult_le_compat_l.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/excluded_middle.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/NNPP.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Algebra/Z_group/ax3.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zgt_pos_0.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zabs_plus.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zabs/Zabs_triangle.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Buchberger/Buch/Sdep.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Datatypes/prod_ind.con"*);
-UriManager.uri_of_string "cic:/Coq/Reals/PartSum/Rsum_abs.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/PartSum/Rabs_triang_gen.con"*);
-UriManager.uri_of_string "cic:/Cachan/SMC/mu/minus_n_m_le_n.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Minus/le_minus.con"*);
-UriManager.uri_of_string "cic:/Marseille/GC/lib_arith/lib_S_pred/eqnm_eqSnSm.con"(*,UriManager.uri_of_string "cic:/Coq/Init/Peano/eq_S.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zpower_1_subproof_subproof.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/BinInt/Zmult_1_r.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/predminus1.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Minus/pred_of_minus.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Bertrand/Raux/Rpower_pow.con"(*,UriManager.uri_of_string "cic:/Coq/Reals/Rpower/Rpower_pow.con"*);
-UriManager.uri_of_string "cic:/Lyon/FIRING-SQUAD/bib/lt_plus_plus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_lt_compat.con"*);
-UriManager.uri_of_string "cic:/Eindhoven/POCKLINGTON/lemmas/Zlt_neq.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zlt_not_eq.con"*);
-UriManager.uri_of_string "cic:/Coq/Arith/Lt/nat_total_order.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Compare_dec/not_eq.con"*);
-UriManager.uri_of_string "cic:/Rocq/TreeAutomata/bases/plus_O_l.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_0_r.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/ClassicalFacts/boolP.ind#xpointer(1/1/2)"(*,UriManager.uri_of_string "cic:/Coq/Logic/ClassicalFacts/boolP.ind#xpointer(1/1/1)"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zmult_pos_pos.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zmult_lt_O_compat.con"*);
-UriManager.uri_of_string "cic:/Nijmegen/QArith/Zaux/Zlt_plus_plus.con"(*,UriManager.uri_of_string "cic:/Coq/ZArith/Zorder/Zplus_lt_compat.con"*);
-UriManager.uri_of_string "cic:/Coq/Logic/Diaconescu/pred_ext_and_rel_choice_imp_EM.con"(*,UriManager.uri_of_string "cic:/Coq/Logic/Classical_Prop/classic.con"*);
-UriManager.uri_of_string "cic:/Sophia-Antipolis/Rsa/MiscRsa/eq_plus.con"(*,UriManager.uri_of_string "cic:/Coq/Arith/Plus/plus_reg_l.con"*)
-]
-;;
-
-let equiv_table = Hashtbl.create 503
-;;
-
-let _ = List.iter (fun a -> Hashtbl.add equiv_table a "") equivalent_objects
-;;
-
-let not_a_duplicate u =
- try
- ignore(Hashtbl.find equiv_table u); false
- with
- Not_found -> true
-;;
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*********************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Andrea Asperti *)
-(* 8/09/2004 *)
-(* *)
-(* *)
-(*********************************************************************)
-
-
-val not_a_duplicate : UriManager.uri -> bool
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception History_failure
-
-class ['a] history size =
- let unsome = function Some x -> x | None -> assert false in
- object (self)
-
- val history_data = Array.create (size + 1) None
-
- val mutable history_hd = 0 (* rightmost index *)
- val mutable history_cur = 0 (* current index *)
- val mutable history_tl = 0 (* leftmost index *)
-
- method private is_empty = history_data.(history_cur) = None
-
- method push (status: 'a) =
- if self#is_empty then
- history_data.(history_cur) <- Some status
- else begin
- history_cur <- (history_cur + 1) mod size;
- history_data.(history_cur) <- Some status;
- history_hd <- history_cur; (* throw away fake future line *)
- if history_hd = history_tl then (* tail overwritten *)
- history_tl <- (history_tl + 1) mod size
- end
-
- method undo = function
- | 0 -> unsome history_data.(history_cur)
- | steps when steps > 0 ->
- let max_undo_steps =
- if history_cur >= history_tl then
- history_cur - history_tl
- else
- history_cur + (size - history_tl)
- in
- if steps > max_undo_steps then
- raise History_failure;
- history_cur <- history_cur - steps;
- if history_cur < 0 then (* fix underflow *)
- history_cur <- size + history_cur;
- unsome history_data.(history_cur)
- | steps (* when steps > 0 *) -> self#redo ~-steps
-
- method redo = function
- | 0 -> unsome history_data.(history_cur)
- | steps when steps > 0 ->
- let max_redo_steps =
- if history_hd >= history_cur then
- history_hd - history_cur
- else
- history_hd + (size - history_cur)
- in
- if steps > max_redo_steps then
- raise History_failure;
- history_cur <- (history_cur + steps) mod size;
- unsome history_data.(history_cur)
- | steps (* when steps > 0 *) -> self#undo ~-steps
-
- end
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception History_failure
-
-class ['a] history :
- int ->
- object
- method push : 'a -> unit
- method redo : int -> 'a
- method undo : int -> 'a
- end
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let fake_constructor_tac ~n (proof, goal) =
- let module C = Cic in
- let module R = CicReduction in
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- match (R.whd context ty) with
- (C.MutInd (uri, typeno, exp_named_subst))
- | (C.Appl ((C.MutInd (uri, typeno, exp_named_subst))::_)) ->
- ProofEngineTypes.apply_tactic (
- PrimitiveTactics.apply_tac
- ~term: (C.MutConstruct (uri, typeno, n, exp_named_subst)))
- (proof, goal)
- | _ -> raise (ProofEngineTypes.Fail (lazy "Constructor: failed"))
-;;
-
-let constructor_tac ~n = ProofEngineTypes.mk_tactic (fake_constructor_tac ~n)
-
-let exists_tac = ProofEngineTypes.mk_tactic (fake_constructor_tac ~n:1) ;;
-let split_tac = ProofEngineTypes.mk_tactic (fake_constructor_tac ~n:1) ;;
-let left_tac = ProofEngineTypes.mk_tactic (fake_constructor_tac ~n:1) ;;
-let right_tac = ProofEngineTypes.mk_tactic (fake_constructor_tac ~n:2) ;;
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val constructor_tac: n:int -> ProofEngineTypes.tactic
-
-val exists_tac: ProofEngineTypes.tactic
-val split_tac: ProofEngineTypes.tactic
-val left_tac: ProofEngineTypes.tactic
-val right_tac: ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-module Constr = MetadataConstraints
-module PET = ProofEngineTypes
-
-exception Goal_is_not_an_equation
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
- (** maps a shell like pattern (which uses '*' and '?') to a sql pattern for
- * the "like" operator (which uses '%' and '_'). Does not support escaping. *)
-let sqlpat_of_shellglob =
- let star_RE, qmark_RE, percent_RE, uscore_RE =
- Pcre.regexp "\\*", Pcre.regexp "\\?", Pcre.regexp "%", Pcre.regexp "_"
- in
- fun shellglob ->
- Pcre.replace ~rex:star_RE ~templ:"%"
- (Pcre.replace ~rex:qmark_RE ~templ:"_"
- (Pcre.replace ~rex:percent_RE ~templ:"\\%"
- (Pcre.replace ~rex:uscore_RE ~templ:"\\_"
- shellglob)))
-
-let nonvar uri = not (UriManager.uri_is_var uri)
-
-let locate ~(dbd:HMysql.dbd) ?(vars = false) pat =
- let sql_pat = sqlpat_of_shellglob pat in
- let query =
- sprintf ("SELECT source FROM %s WHERE value LIKE \"%s\" UNION "^^
- "SELECT source FROM %s WHERE value LIKE \"%s\"")
- (MetadataTypes.name_tbl ()) sql_pat
- MetadataTypes.library_name_tbl sql_pat
- in
- let result = HMysql.exec dbd query in
- List.filter nonvar
- (HMysql.map result
- (fun cols -> match cols.(0) with Some s -> UriManager.uri_of_string s | _ -> assert false))
-
-let match_term ~(dbd:HMysql.dbd) ty =
-(* debug_print (lazy (CicPp.ppterm ty)); *)
- let metadata = MetadataExtractor.compute ~body:None ~ty in
- let constants_no =
- MetadataConstraints.UriManagerSet.cardinal (MetadataConstraints.constants_of ty)
- in
- let full_card, diff =
- if CicUtil.is_meta_closed ty then
- Some (MetadataConstraints.Eq constants_no), None
- else
- let diff_no =
- let (hyp_constants, concl_constants) =
- (* collect different constants in hypotheses and conclusions *)
- List.fold_left
- (fun ((hyp, concl) as acc) metadata ->
- match (metadata: MetadataTypes.metadata) with
- | `Sort _ | `Rel _ -> acc
- | `Obj (uri, `InConclusion) | `Obj (uri, `MainConclusion _)
- when not (List.mem uri concl) -> (hyp, uri :: concl)
- | `Obj (uri, `InHypothesis) | `Obj (uri, `MainHypothesis _)
- when not (List.mem uri hyp) -> (uri :: hyp, concl)
- | `Obj _ -> acc)
- ([], [])
- metadata
- in
- List.length hyp_constants - List.length concl_constants
- in
- let (concl_metas, hyp_metas) = MetadataExtractor.compute_metas ty in
- let diff =
- if MetadataExtractor.IntSet.equal concl_metas hyp_metas then
- Some (MetadataConstraints.Eq diff_no)
- else if MetadataExtractor.IntSet.subset concl_metas hyp_metas then
- Some (MetadataConstraints.Gt (diff_no - 1))
- else if MetadataExtractor.IntSet.subset hyp_metas concl_metas then
- Some (MetadataConstraints.Lt (diff_no + 1))
- else
- None
- in
- None, diff
- in
- let constraints = List.map MetadataTypes.constr_of_metadata metadata in
- Constr.at_least ~dbd ?full_card ?diff constraints
-
-let ( ** ) x y = int_of_float ((float_of_int x) ** (float_of_int y))
-
-let signature_of_hypothesis context =
- List.fold_left
- (fun set hyp ->
- match hyp with
- | None -> set
- | Some (_, Cic.Decl t)
- | Some (_, Cic.Def (t, _)) ->
- Constr.UriManagerSet.union set (Constr.constants_of t))
- Constr.UriManagerSet.empty context
-
-let intersect uris siguris =
- let set1 = List.fold_right Constr.UriManagerSet.add uris Constr.UriManagerSet.empty in
- let set2 =
- List.fold_right Constr.UriManagerSet.add siguris Constr.UriManagerSet.empty
- in
- let inter = Constr.UriManagerSet.inter set1 set2 in
- List.filter (fun s -> Constr.UriManagerSet.mem s inter) uris
-
-(* Profiling code
-let at_most =
- let profiler = CicUtil.profile "at_most" in
- fun ~dbd ~where uri -> profiler.profile (Constr.at_most ~dbd ~where) uri
-
-let sigmatch =
- let profiler = CicUtil.profile "sigmatch" in
- fun ~dbd ~facts ~where signature ->
- profiler.profile (MetadataConstraints.sigmatch ~dbd ~facts ~where) signature
-*) let at_most = Constr.at_most let sigmatch = MetadataConstraints.sigmatch
-
-let filter_uris_forward ~dbd (main, constants) uris =
- let main_uris =
- match main with
- | None -> []
- | Some (main, types) -> main :: types
- in
- let full_signature =
- List.fold_right Constr.UriManagerSet.add main_uris constants
- in
- List.filter (at_most ~dbd ~where:`Statement full_signature) uris
-
-let filter_uris_backward ~dbd ~facts signature uris =
- let siguris =
- List.map snd
- (sigmatch ~dbd ~facts ~where:`Statement signature)
- in
- intersect uris siguris
-
-let compare_goal_list proof goal1 goal2 =
- let _,metasenv,_,_ = proof in
- let (_, ey1, ty1) = CicUtil.lookup_meta goal1 metasenv in
- let (_, ey2, ty2) = CicUtil.lookup_meta goal2 metasenv in
- let ty_sort1,_ =
- CicTypeChecker.type_of_aux' metasenv ey1 ty1 CicUniv.empty_ugraph
- in
- let ty_sort2,_ =
- CicTypeChecker.type_of_aux' metasenv ey2 ty2 CicUniv.empty_ugraph
- in
- let prop1 =
- let b,_ =
- CicReduction.are_convertible
- ey1 (Cic.Sort Cic.Prop) ty_sort1 CicUniv.empty_ugraph
- in
- if b then 0
- else 1
- in
- let prop2 =
- let b,_ =
- CicReduction.are_convertible
- ey2 (Cic.Sort Cic.Prop) ty_sort2 CicUniv.empty_ugraph
- in
- if b then 0
- else 1
- in
- prop1 - prop2
-
-(* experimental_hint is a version of hint for experimental
- purposes. It uses auto_tac_verbose instead of auto tac.
- Auto_tac verbose also returns a substitution - for the moment
- as a function from cic to cic, to be changed into an association
- list in the future -. This substitution is used to build a
- hash table of the inspected goals with their associated proofs.
- The cose is a cut and paste of the previous one: at the end
- of the experimentation we shall make a choice. *)
-
-let close_with_types s metasenv context =
- Constr.UriManagerSet.fold
- (fun e bag ->
- let t = CicUtil.term_of_uri e in
- let ty, _ =
- CicTypeChecker.type_of_aux' metasenv context t CicUniv.empty_ugraph
- in
- Constr.UriManagerSet.union bag (Constr.constants_of ty))
- s s
-
-let close_with_constructors s metasenv context =
- Constr.UriManagerSet.fold
- (fun e bag ->
- let t = CicUtil.term_of_uri e in
- match t with
- Cic.MutInd (uri,_,_)
- | Cic.MutConstruct (uri,_,_,_) ->
- (match fst (CicEnvironment.get_obj CicUniv.empty_ugraph uri) with
- Cic.InductiveDefinition(tl,_,_,_) ->
- snd
- (List.fold_left
- (fun (i,s) (_,_,_,cl) ->
- let _,s =
- List.fold_left
- (fun (j,s) _ ->
- let curi = UriManager.uri_of_uriref uri i (Some j) in
- j+1,Constr.UriManagerSet.add curi s) (1,s) cl in
- (i+1,s)) (0,bag) tl)
- | _ -> assert false)
- | _ -> bag)
- s s
-
-(* Profiling code
-let apply_tac_verbose =
- let profiler = CicUtil.profile "apply_tac_verbose" in
- fun ~term status -> profiler.profile (PrimitiveTactics.apply_tac_verbose ~term) status
-
-let sigmatch =
- let profiler = CicUtil.profile "sigmatch" in
- fun ~dbd ~facts ?(where=`Conclusion) signature -> profiler.profile (Constr.sigmatch ~dbd ~facts ~where) signature
-
-let cmatch' =
- let profiler = CicUtil.profile "cmatch'" in
- fun ~dbd ~facts signature -> profiler.profile (Constr.cmatch' ~dbd ~facts) signature
-*) let apply_tac_verbose = PrimitiveTactics.apply_tac_verbose let cmatch' = Constr.cmatch'
-
-let signature_of_goal ~(dbd:HMysql.dbd) ((proof, goal) as status) =
- let (_, metasenv, _, _) = proof in
- let (_, context, ty) = CicUtil.lookup_meta goal metasenv in
- let main, sig_constants = Constr.signature_of ty in
- let set = signature_of_hypothesis context in
- let set =
- match main with
- None -> set
- | Some (main,l) ->
- List.fold_right Constr.UriManagerSet.add (main::l) set in
- let set = Constr.UriManagerSet.union set sig_constants in
- let all_constants_closed = close_with_types set metasenv context in
- let uris =
- sigmatch ~dbd ~facts:false ~where:`Statement (None,all_constants_closed) in
- let uris = List.filter nonvar (List.map snd uris) in
- let uris = List.filter Hashtbl_equiv.not_a_duplicate uris in
- uris
-
-let equations_for_goal ~(dbd:HMysql.dbd) ((proof, goal) as status) =
- let to_string set =
- "{ " ^
- (String.concat ", "
- (Constr.UriManagerSet.fold
- (fun u l -> (UriManager.string_of_uri u)::l) set []))
- ^ " }"
- in
- let (_, metasenv, _, _) = proof in
- let (_, context, ty) = CicUtil.lookup_meta goal metasenv in
- let main, sig_constants = Constr.signature_of ty in
-(* Printf.printf "\nsig_constants: %s\n\n" (to_string sig_constants); *)
-(* match main with *)
-(* None -> raise Goal_is_not_an_equation *)
-(* | Some (m,l) -> *)
- let m, l =
- let eq_URI =
- let us = UriManager.string_of_uri (LibraryObjects.eq_URI ()) in
- UriManager.uri_of_string (us ^ "#xpointer(1/1)")
- in
- match main with
- | None -> eq_URI, []
- | Some (m, l) when UriManager.eq m eq_URI -> m, l
- | Some (m, l) -> eq_URI, []
- in
- Printf.printf "\nSome (m, l): %s, [%s]\n\n"
- (UriManager.string_of_uri m)
- (String.concat "; " (List.map UriManager.string_of_uri l));
- (* if m == UriManager.uri_of_string HelmLibraryObjects.Logic.eq_XURI then ( *)
- let set = signature_of_hypothesis context in
- (* Printf.printf "\nsignature_of_hypothesis: %s\n\n" (to_string set); *)
- let set = Constr.UriManagerSet.union set sig_constants in
- let set = close_with_types set metasenv context in
- (* Printf.printf "\ndopo close_with_types: %s\n\n" (to_string set); *)
- let set = close_with_constructors set metasenv context in
- (* Printf.printf "\ndopo close_with_constructors: %s\n\n" (to_string set); *)
- let set = List.fold_right Constr.UriManagerSet.remove (m::l) set in
- let uris =
- sigmatch ~dbd ~facts:false ~where:`Statement (main,set) in
- let uris = List.filter nonvar (List.map snd uris) in
- let uris = List.filter Hashtbl_equiv.not_a_duplicate uris in
- uris
- (* ) *)
- (* else raise Goal_is_not_an_equation *)
-
-let experimental_hint
- ~(dbd:HMysql.dbd) ?(facts=false) ?signature ((proof, goal) as status) =
- let (_, metasenv, _, _) = proof in
- let (_, context, ty) = CicUtil.lookup_meta goal metasenv in
- let (uris, (main, sig_constants)) =
- match signature with
- | Some signature ->
- (sigmatch ~dbd ~facts signature, signature)
- | None ->
- (cmatch' ~dbd ~facts ty, Constr.signature_of ty)
- in
- let uris = List.filter nonvar (List.map snd uris) in
- let uris = List.filter Hashtbl_equiv.not_a_duplicate uris in
- let types_constants =
- match main with
- | None -> Constr.UriManagerSet.empty
- | Some (main, types) ->
- List.fold_right Constr.UriManagerSet.add (main :: types)
- Constr.UriManagerSet.empty
- in
- let all_constants =
- let hyp_and_sug =
- Constr.UriManagerSet.union
- (signature_of_hypothesis context)
- sig_constants
- in
- let main =
- match main with
- | None -> Constr.UriManagerSet.empty
- | Some (main,_) ->
- let ty, _ =
- CicTypeChecker.type_of_aux'
- metasenv context (CicUtil.term_of_uri main) CicUniv.empty_ugraph
- in
- Constr.constants_of ty
- in
- Constr.UriManagerSet.union main hyp_and_sug
- in
-(* Constr.UriManagerSet.iter debug_print hyp_constants; *)
- let all_constants_closed = close_with_types all_constants metasenv context in
- let other_constants =
- Constr.UriManagerSet.diff all_constants_closed types_constants
- in
- debug_print (lazy "all_constants_closed");
- if debug then Constr.UriManagerSet.iter (fun s -> debug_print (lazy (UriManager.string_of_uri s))) all_constants_closed;
- debug_print (lazy "other_constants");
- if debug then Constr.UriManagerSet.iter (fun s -> debug_print (lazy (UriManager.string_of_uri s))) other_constants;
- let uris =
- let pow = 2 ** (Constr.UriManagerSet.cardinal other_constants) in
- if ((List.length uris < pow) or (pow <= 0))
- then begin
- debug_print (lazy "MetadataQuery: large sig, falling back to old method");
- filter_uris_forward ~dbd (main, other_constants) uris
- end else
- filter_uris_backward ~dbd ~facts (main, other_constants) uris
- in
- let rec aux = function
- | [] -> []
- | uri :: tl ->
- (let status' =
- try
- let (subst,(proof, goal_list)) =
- (* debug_print (lazy ("STO APPLICANDO" ^ uri)); *)
- apply_tac_verbose
- ~term:(CicUtil.term_of_uri uri)
- status
- in
- let goal_list =
- List.stable_sort (compare_goal_list proof) goal_list
- in
- Some (uri, (subst,(proof, goal_list)))
- with ProofEngineTypes.Fail _ -> None
- in
- match status' with
- | None -> aux tl
- | Some status' -> status' :: aux tl)
- in
- List.stable_sort
- (fun (_,(_, (_, goals1))) (_,(_, (_, goals2))) ->
- Pervasives.compare (List.length goals1) (List.length goals2))
- (aux uris)
-
-let new_experimental_hint
- ~(dbd:HMysql.dbd) ?(facts=false) ?signature ~universe
- ((proof, goal) as status)
-=
- let (_, metasenv, _, _) = proof in
- let (_, context, ty) = CicUtil.lookup_meta goal metasenv in
- let (uris, (main, sig_constants)) =
- match signature with
- | Some signature ->
- (sigmatch ~dbd ~facts signature, signature)
- | None ->
- (cmatch' ~dbd ~facts ty, Constr.signature_of ty) in
- let universe =
- List.fold_left
- (fun res u -> Constr.UriManagerSet.add u res)
- Constr.UriManagerSet.empty universe in
- let uris =
- List.fold_left
- (fun res (_,u) -> Constr.UriManagerSet.add u res)
- Constr.UriManagerSet.empty uris in
- let uris = Constr.UriManagerSet.inter uris universe in
- let uris = Constr.UriManagerSet.elements uris in
- let rec aux = function
- | [] -> []
- | uri :: tl ->
- (let status' =
- try
- let (subst,(proof, goal_list)) =
- (* debug_print (lazy ("STO APPLICANDO" ^ uri)); *)
- apply_tac_verbose
- ~term:(CicUtil.term_of_uri uri)
- status
- in
- let goal_list =
- List.stable_sort (compare_goal_list proof) goal_list
- in
- Some (uri, (subst,(proof, goal_list)))
- with ProofEngineTypes.Fail _ -> None
- in
- match status' with
- | None -> aux tl
- | Some status' -> status' :: aux tl)
- in
- List.stable_sort
- (fun (_,(_, (_, goals1))) (_,(_, (_, goals2))) ->
- Pervasives.compare (List.length goals1) (List.length goals2))
- (aux uris)
-
-let elim ~dbd uri =
- let constraints =
- [`Rel [`MainConclusion None];
- `Sort (Cic.Prop,[`MainHypothesis (Some (MetadataTypes.Ge 1))]);
- `Obj (uri,[`MainHypothesis (Some (MetadataTypes.Eq 0))]);
- `Obj (uri,[`InHypothesis]);
- ]
- in
- MetadataConstraints.at_least ~rating:`Hits ~dbd constraints
-
-
-let fill_with_dummy_constants t =
- let rec aux i types =
- function
- Cic.Lambda (n,s,t) ->
- let dummy_uri =
- UriManager.uri_of_string ("cic:/dummy_"^(string_of_int i)^".con") in
- (aux (i+1) (s::types)
- (CicSubstitution.subst (Cic.Const(dummy_uri,[])) t))
- | t -> t,types
- in
- let t,types = aux 0 [] t in
- t, List.rev types
-
-let instance ~dbd t =
- let t',types = fill_with_dummy_constants t in
- let metadata = MetadataExtractor.compute ~body:None ~ty:t' in
-(* List.iter
- (fun x ->
- debug_print
- (lazy (MetadataPp.pp_constr (MetadataTypes.constr_of_metadata x))))
- metadata; *)
- let no_concl = MetadataDb.count_distinct `Conclusion metadata in
- let no_hyp = MetadataDb.count_distinct `Hypothesis metadata in
- let no_full = MetadataDb.count_distinct `Statement metadata in
- let is_dummy = function
- | `Obj(s, _) -> (String.sub (UriManager.string_of_uri s) 0 10) <> "cic:/dummy"
- | _ -> true
- in
- let rec look_for_dummy_main = function
- | [] -> None
- | `Obj(s,`MainConclusion (Some (MetadataTypes.Eq d)))::_
- when (String.sub (UriManager.string_of_uri s) 0 10 = "cic:/dummy") ->
- let s = UriManager.string_of_uri s in
- let len = String.length s in
- let dummy_index = int_of_string (String.sub s 11 (len-15)) in
- let dummy_type = List.nth types dummy_index in
- Some (d,dummy_type)
- | _::l -> look_for_dummy_main l
- in
- match (look_for_dummy_main metadata) with
- | None->
-(* debug_print (lazy "Caso None"); *)
- (* no dummy in main position *)
- let metadata = List.filter is_dummy metadata in
- let constraints = List.map MetadataTypes.constr_of_metadata metadata in
- let concl_card = Some (MetadataConstraints.Eq no_concl) in
- let full_card = Some (MetadataConstraints.Eq no_full) in
- let diff = Some (MetadataConstraints.Eq (no_hyp - no_concl)) in
- Constr.at_least ~dbd ?concl_card ?full_card ?diff constraints
- | Some (depth, dummy_type) ->
-(* debug_print
- (lazy (sprintf "Caso Some %d %s" depth (CicPp.ppterm dummy_type))); *)
- (* a dummy in main position *)
- let metadata_for_dummy_type =
- MetadataExtractor.compute ~body:None ~ty:dummy_type in
- (* Let us skip this for the moment
- let main_of_dummy_type =
- look_for_dummy_main metadata_for_dummy_type in *)
- let metadata = List.filter is_dummy metadata in
- let constraints = List.map MetadataTypes.constr_of_metadata metadata in
- let metadata_for_dummy_type =
- List.filter is_dummy metadata_for_dummy_type in
- let metadata_for_dummy_type, depth' =
- (* depth' = the depth of the A -> A -> Prop *)
- List.fold_left (fun (acc,dep) c ->
- match c with
- | `Sort (s,`MainConclusion (Some (MetadataTypes.Eq i))) ->
- (`Sort (s,`MainConclusion (Some (MetadataTypes.Ge i))))::acc, i
- | `Obj (s,`MainConclusion (Some (MetadataTypes.Eq i))) ->
- (`Obj (s,`MainConclusion (Some (MetadataTypes.Ge i))))::acc, i
- | `Rel (`MainConclusion (Some (MetadataTypes.Eq i))) ->
- (`Rel (`MainConclusion (Some (MetadataTypes.Ge i))))::acc, i
- | _ -> (c::acc,dep)) ([],0) metadata_for_dummy_type
- in
- let constraints_for_dummy_type =
- List.map MetadataTypes.constr_of_metadata metadata_for_dummy_type in
- (* start with the dummy constant in main conlusion *)
- let from = ["refObj as table0"] in
- let where =
- [sprintf "table0.h_position = \"%s\"" MetadataTypes.mainconcl_pos;
- sprintf "table0.h_depth >= %d" depth] in
- let (n,from,where) =
- List.fold_left
- (MetadataConstraints.add_constraint ~start:2)
- (2,from,where) constraints in
- let concl_card = Some (MetadataConstraints.Eq no_concl) in
- let full_card = Some (MetadataConstraints.Eq no_full) in
- let diff = Some (MetadataConstraints.Eq (no_hyp - no_concl)) in
- let (n,from,where) =
- MetadataConstraints.add_all_constr
- (n,from,where) concl_card full_card diff in
- (* join with the constraints over the type of the constant *)
- let where =
- (sprintf "table0.h_occurrence = table%d.source" n)::where in
- let where =
- sprintf "table0.h_depth - table%d.h_depth = %d"
- n (depth - depth')::where
- in
- let (m,from,where) =
- List.fold_left
- (MetadataConstraints.add_constraint ~start:n)
- (n,from,where) constraints_for_dummy_type in
- Constr.exec ~dbd (m,from,where)
-
-(* fwd_simpl ****************************************************************)
-
-let rec map_filter f n = function
- | [] -> []
- | hd :: tl ->
- match f n hd with
- | None -> map_filter f (succ n) tl
- | Some hd -> hd :: map_filter f (succ n) tl
-
-let get_uri t =
- let aux = function
- | Cic.Appl (hd :: tl) -> Some (CicUtil.uri_of_term hd, tl)
- | hd -> Some (CicUtil.uri_of_term hd, [])
- in
- try aux t with
- | Invalid_argument "uri_of_term" -> None
-
-let get_metadata t =
- let f n t =
- match get_uri t with
- | None -> None
- | Some (uri, _) -> Some (n, uri)
- in
- match get_uri t with
- | None -> None
- | Some (uri, args) -> Some (uri, map_filter f 1 args)
-
-let debug_metadata = function
- | None -> ()
- | Some (outer, inners) ->
- let f (n, uri) = Printf.eprintf "%s: %i %s\n" "fwd" n (UriManager.string_of_uri uri) in
- Printf.eprintf "\n%s: %s\n" "fwd" (UriManager.string_of_uri outer);
- List.iter f inners; prerr_newline ()
-
-let fwd_simpl ~dbd t =
- let map inners row =
- match row.(0), row.(1), row.(2) with
- | Some source, Some inner, Some index ->
- source,
- List.mem
- (int_of_string index, (UriManager.uri_of_string inner)) inners
- | _ -> "", false
- in
- let rec rank ranks (source, ok) =
- match ranks, ok with
- | [], false -> [source, 0]
- | [], true -> [source, 1]
- | (uri, i) :: tl, false when uri = source -> (uri, 0) :: tl
- | (uri, 0) :: tl, true when uri = source -> (uri, 0) :: tl
- | (uri, i) :: tl, true when uri = source -> (uri, succ i) :: tl
- | hd :: tl, _ -> hd :: rank tl (source, ok)
- in
- let compare (_, x) (_, y) = compare x y in
- let filter n (uri, rank) =
- if rank > 0 then Some (UriManager.uri_of_string uri) else None
- in
- let metadata = get_metadata t in debug_metadata metadata;
- match metadata with
- | None -> []
- | Some (outer, inners) ->
- let select = "source, h_inner, h_index" in
- let from = "genLemma" in
- let where =
- Printf.sprintf "h_outer = \"%s\""
- (HMysql.escape (UriManager.string_of_uri outer)) in
- let query = Printf.sprintf "SELECT %s FROM %s WHERE %s" select from where in
- let result = HMysql.exec dbd query in
- let lemmas = HMysql.map ~f:(map inners) result in
- let ranked = List.fold_left rank [] lemmas in
- let ordered = List.rev (List.fast_sort compare ranked) in
- map_filter filter 0 ordered
-
-(* get_decomposables ********************************************************)
-
-let decomposables ~dbd =
- let map row = match row.(0) with
- | None -> None
- | Some str ->
- match CicUtil.term_of_uri (UriManager.uri_of_string str) with
- | Cic.MutInd (uri, typeno, _) -> Some (uri, typeno)
- | _ ->
- raise (UriManager.IllFormedUri str)
- in
- let select, from = "source", "decomposables" in
- let query = Printf.sprintf "SELECT %s FROM %s" select from in
- let decomposables = HMysql.map ~f:map (HMysql.exec dbd query) in
- map_filter (fun _ x -> x) 0 decomposables
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
- (** @param vars if set variables (".var" URIs) are considered. Defaults to
- * false
- * @param pat shell like pattern matching over object names, a string where "*"
- * is interpreted as 0 or more characters and "?" as exactly one character *)
-
-val signature_of_goal:
- dbd:HMysql.dbd -> ProofEngineTypes.status -> UriManager.uri list
-
-val equations_for_goal:
- dbd:HMysql.dbd -> ProofEngineTypes.status -> UriManager.uri list
-
-val locate:
- dbd:HMysql.dbd ->
- ?vars:bool -> string -> UriManager.uri list
-
-val experimental_hint:
- dbd:HMysql.dbd ->
- ?facts:bool ->
- ?signature:MetadataConstraints.term_signature ->
- ProofEngineTypes.status ->
- (UriManager.uri *
- ((Cic.term -> Cic.term) *
- (ProofEngineTypes.proof * ProofEngineTypes.goal list))) list
-
-val new_experimental_hint:
- dbd:HMysql.dbd ->
- ?facts:bool ->
- ?signature:MetadataConstraints.term_signature ->
- universe:UriManager.uri list ->
- ProofEngineTypes.status ->
- (UriManager.uri *
- ((Cic.term -> Cic.term) *
- (ProofEngineTypes.proof * ProofEngineTypes.goal list))) list
-
-val match_term: dbd:HMysql.dbd -> Cic.term -> UriManager.uri list
-
- (** @param string is an uri *)
-val elim: dbd:HMysql.dbd -> UriManager.uri -> UriManager.uri list
-
-val instance: dbd:HMysql.dbd -> Cic.term -> UriManager.uri list
-
-val fwd_simpl: dbd:HMysql.dbd -> Cic.term -> UriManager.uri list
-
-val decomposables: dbd:HMysql.dbd -> (UriManager.uri * int) list
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let absurd_tac ~term =
- let absurd_tac ~term status =
- let (proof, goal) = status in
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let _,metasenv,_,_ = proof in
- let _,context,ty = CicUtil.lookup_meta goal metasenv in
- let ty_term,_ =
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- if (ty_term = (C.Sort C.Prop)) (* ma questo controllo serve?? *)
- then ProofEngineTypes.apply_tactic
- (P.apply_tac
- ~term:(
- C.Appl [(C.Const (LibraryObjects.absurd_URI (), [] )) ;
- term ; ty])
- )
- status
- else raise (ProofEngineTypes.Fail (lazy "Absurd: Not a Proposition"))
- in
- ProofEngineTypes.mk_tactic (absurd_tac ~term)
-;;
-
-(* FG: METTERE I NOMI ANCHE QUI? CSC: in teoria si', per la intros*)
-let contradiction_tac =
- let contradiction_tac status =
- let module C = Cic in
- let module U = UriManager in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- try
- ProofEngineTypes.apply_tactic (
- T.then_
- ~start:(P.intros_tac ())
- ~continuation:(
- T.then_
- ~start:
- (EliminationTactics.elim_type_tac
- (C.MutInd (LibraryObjects.false_URI (), 0, [])))
- ~continuation: VariousTactics.assumption_tac))
- status
- with
- ProofEngineTypes.Fail msg when Lazy.force msg = "Assumption: No such assumption" -> raise (ProofEngineTypes.Fail (lazy "Contradiction: No such assumption"))
- (* sarebbe piu' elegante se Assumtion sollevasse un'eccezione tutta sua che questa cattura, magari con l'aiuto di try_tactics *)
- in
- ProofEngineTypes.mk_tactic contradiction_tac
-;;
-
-(* Questa era in fourierR.ml
-(* !!!!! fix !!!!!!!!!! *)
-let contradiction_tac (proof,goal)=
- Tacticals.then_
- ~start:(PrimitiveTactics.intros_tac ~name:"bo?" ) (*inutile sia questo che quello prima della chiamata*)
- ~continuation:(Tacticals.then_
- ~start:(VariousTactics.elim_type_tac ~term:_False)
- ~continuation:(assumption_tac))
- (proof,goal)
-;;
-*)
-
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val absurd_tac: term:Cic.term -> ProofEngineTypes.tactic
-val contradiction_tac: ProofEngineTypes.tactic
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open ProofEngineHelpers
-open ProofEngineTypes
-
-exception TheTypeOfTheCurrentGoalIsAMetaICannotChooseTheRightElimiantionPrinciple
-exception NotAnInductiveTypeToEliminate
-exception WrongUriToVariable of string
-
-(* lambda_abstract newmeta ty *)
-(* returns a triple [bo],[context],[ty'] where *)
-(* [ty] = Pi/LetIn [context].[ty'] ([context] is a vector!) *)
-(* and [bo] = Lambda/LetIn [context].(Meta [newmeta]) *)
-(* So, lambda_abstract is the core of the implementation of *)
-(* the Intros tactic. *)
-(* howmany = -1 means Intros, howmany > 0 means Intros n *)
-let lambda_abstract ?(howmany=(-1)) metasenv context newmeta ty mk_fresh_name =
- let module C = Cic in
- let rec collect_context context howmany ty =
- match howmany with
- | 0 ->
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- context, ty, (C.Meta (newmeta,irl))
- | _ ->
- match ty with
- C.Cast (te,_) -> collect_context context howmany te
- | C.Prod (n,s,t) ->
- let n' = mk_fresh_name metasenv context n ~typ:s in
- let (context',ty,bo) =
- collect_context ((Some (n',(C.Decl s)))::context) (howmany - 1) t
- in
- (context',ty,C.Lambda(n',s,bo))
- | C.LetIn (n,s,t) ->
- let (context',ty,bo) =
- collect_context ((Some (n,(C.Def (s,None))))::context) (howmany - 1) t
- in
- (context',ty,C.LetIn(n,s,bo))
- | _ as t ->
- if howmany <= 0 then
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- context, t, (C.Meta (newmeta,irl))
- else
- raise (Fail (lazy "intro(s): not enough products or let-ins"))
- in
- collect_context context howmany ty
-
-let eta_expand metasenv context t arg =
- let module T = CicTypeChecker in
- let module S = CicSubstitution in
- let module C = Cic in
- let rec aux n =
- function
- t' when t' = S.lift n arg -> C.Rel (1 + n)
- | C.Rel m -> if m <= n then C.Rel m else C.Rel (m+1)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' = aux_exp_named_subst n exp_named_subst in
- C.Var (uri,exp_named_subst')
- | C.Meta (i,l) ->
- let l' =
- List.map (function None -> None | Some t -> Some (aux n t)) l
- in
- C.Meta (i, l')
- | C.Sort _
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (aux n te, aux n ty)
- | C.Prod (nn,s,t) -> C.Prod (nn, aux n s, aux (n+1) t)
- | C.Lambda (nn,s,t) -> C.Lambda (nn, aux n s, aux (n+1) t)
- | C.LetIn (nn,s,t) -> C.LetIn (nn, aux n s, aux (n+1) t)
- | C.Appl l -> C.Appl (List.map (aux n) l)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' = aux_exp_named_subst n exp_named_subst in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' = aux_exp_named_subst n exp_named_subst in
- C.MutInd (uri,i,exp_named_subst')
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst' = aux_exp_named_subst n exp_named_subst in
- C.MutConstruct (uri,i,j,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,aux n outt, aux n t,
- List.map (aux n) pl)
- | C.Fix (i,fl) ->
- let tylen = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, aux n ty, aux (n+tylen) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let tylen = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, aux n ty, aux (n+tylen) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- and aux_exp_named_subst n =
- List.map (function uri,t -> uri,aux n t)
- in
- let argty,_ =
- T.type_of_aux' metasenv context arg CicUniv.empty_ugraph (* TASSI: FIXME *)
- in
- let fresh_name =
- FreshNamesGenerator.mk_fresh_name ~subst:[]
- metasenv context (Cic.Name "Heta") ~typ:argty
- in
- (C.Appl [C.Lambda (fresh_name,argty,aux 0 t) ; arg])
-
-(*CSC: ma serve solamente la prima delle new_uninst e l'unione delle due!!! *)
-let classify_metas newmeta in_subst_domain subst_in metasenv =
- List.fold_right
- (fun (i,canonical_context,ty) (old_uninst,new_uninst) ->
- if in_subst_domain i then
- old_uninst,new_uninst
- else
- let ty' = subst_in canonical_context ty in
- let canonical_context' =
- List.fold_right
- (fun entry canonical_context' ->
- let entry' =
- match entry with
- Some (n,Cic.Decl s) ->
- Some (n,Cic.Decl (subst_in canonical_context' s))
- | Some (n,Cic.Def (s,None)) ->
- Some (n,Cic.Def ((subst_in canonical_context' s),None))
- | None -> None
- | Some (n,Cic.Def (bo,Some ty)) ->
- Some
- (n,
- Cic.Def
- (subst_in canonical_context' bo,
- Some (subst_in canonical_context' ty)))
- in
- entry'::canonical_context'
- ) canonical_context []
- in
- if i < newmeta then
- ((i,canonical_context',ty')::old_uninst),new_uninst
- else
- old_uninst,((i,canonical_context',ty')::new_uninst)
- ) metasenv ([],[])
-
-(* Useful only inside apply_tac *)
-let
- generalize_exp_named_subst_with_fresh_metas context newmeta uri exp_named_subst
-=
- let module C = Cic in
- let params =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- CicUtil.params_of_obj o
- in
- let exp_named_subst_diff,new_fresh_meta,newmetasenvfragment,exp_named_subst'=
- let next_fresh_meta = ref newmeta in
- let newmetasenvfragment = ref [] in
- let exp_named_subst_diff = ref [] in
- let rec aux =
- function
- [],[] -> []
- | uri::tl,[] ->
- let ty =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.Variable (_,_,ty,_,_) ->
- CicSubstitution.subst_vars !exp_named_subst_diff ty
- | _ -> raise (WrongUriToVariable (UriManager.string_of_uri uri))
- in
-(* CSC: patch to generate ?1 : ?2 : Type in place of ?1 : Type to simulate ?1 :< Type
- (match ty with
- C.Sort (C.Type _) as s -> (* TASSI: ?? *)
- let fresh_meta = !next_fresh_meta in
- let fresh_meta' = fresh_meta + 1 in
- next_fresh_meta := !next_fresh_meta + 2 ;
- let subst_item = uri,C.Meta (fresh_meta',[]) in
- newmetasenvfragment :=
- (fresh_meta,[],C.Sort (C.Type (CicUniv.fresh()))) ::
- (* TASSI: ?? *)
- (fresh_meta',[],C.Meta (fresh_meta,[])) :: !newmetasenvfragment ;
- exp_named_subst_diff := !exp_named_subst_diff @ [subst_item] ;
- subst_item::(aux (tl,[]))
- | _ ->
-*)
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let subst_item = uri,C.Meta (!next_fresh_meta,irl) in
- newmetasenvfragment :=
- (!next_fresh_meta,context,ty)::!newmetasenvfragment ;
- exp_named_subst_diff := !exp_named_subst_diff @ [subst_item] ;
- incr next_fresh_meta ;
- subst_item::(aux (tl,[]))(*)*)
- | uri::tl1,((uri',_) as s)::tl2 ->
- assert (UriManager.eq uri uri') ;
- s::(aux (tl1,tl2))
- | [],_ -> assert false
- in
- let exp_named_subst' = aux (params,exp_named_subst) in
- !exp_named_subst_diff,!next_fresh_meta,
- List.rev !newmetasenvfragment, exp_named_subst'
- in
- new_fresh_meta,newmetasenvfragment,exp_named_subst',exp_named_subst_diff
-;;
-
-let new_metasenv_and_unify_and_t newmeta' metasenv' context term' ty termty goal_arity =
- let (consthead,newmetasenv,arguments,_) =
- saturate_term newmeta' metasenv' context termty goal_arity in
- let subst,newmetasenv',_ =
- CicUnification.fo_unif newmetasenv context consthead ty CicUniv.empty_ugraph
- in
- let t =
- if List.length arguments = 0 then term' else Cic.Appl (term'::arguments)
- in
- subst,newmetasenv',t
-
-let rec count_prods context ty =
- match CicReduction.whd context ty with
- Cic.Prod (n,s,t) -> 1 + count_prods (Some (n,Cic.Decl s)::context) t
- | _ -> 0
-
-let apply_tac_verbose_with_subst ~term (proof, goal) =
- (* Assumption: The term "term" must be closed in the current context *)
- let module T = CicTypeChecker in
- let module R = CicReduction in
- let module C = Cic in
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let newmeta = new_meta_of_proof ~proof in
- let exp_named_subst_diff,newmeta',newmetasenvfragment,term' =
- match term with
- C.Var (uri,exp_named_subst) ->
- let newmeta',newmetasenvfragment,exp_named_subst',exp_named_subst_diff =
- generalize_exp_named_subst_with_fresh_metas context newmeta uri
- exp_named_subst
- in
- exp_named_subst_diff,newmeta',newmetasenvfragment,
- C.Var (uri,exp_named_subst')
- | C.Const (uri,exp_named_subst) ->
- let newmeta',newmetasenvfragment,exp_named_subst',exp_named_subst_diff =
- generalize_exp_named_subst_with_fresh_metas context newmeta uri
- exp_named_subst
- in
- exp_named_subst_diff,newmeta',newmetasenvfragment,
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,tyno,exp_named_subst) ->
- let newmeta',newmetasenvfragment,exp_named_subst',exp_named_subst_diff =
- generalize_exp_named_subst_with_fresh_metas context newmeta uri
- exp_named_subst
- in
- exp_named_subst_diff,newmeta',newmetasenvfragment,
- C.MutInd (uri,tyno,exp_named_subst')
- | C.MutConstruct (uri,tyno,consno,exp_named_subst) ->
- let newmeta',newmetasenvfragment,exp_named_subst',exp_named_subst_diff =
- generalize_exp_named_subst_with_fresh_metas context newmeta uri
- exp_named_subst
- in
- exp_named_subst_diff,newmeta',newmetasenvfragment,
- C.MutConstruct (uri,tyno,consno,exp_named_subst')
- | _ -> [],newmeta,[],term
- in
- let metasenv' = metasenv@newmetasenvfragment in
- let termty,_ =
- CicTypeChecker.type_of_aux' metasenv' context term' CicUniv.empty_ugraph
- in
- let termty =
- CicSubstitution.subst_vars exp_named_subst_diff termty in
- let goal_arity = count_prods context ty in
- let subst,newmetasenv',t =
- let rec add_one_argument n =
- try
- new_metasenv_and_unify_and_t newmeta' metasenv' context term' ty
- termty n
- with CicUnification.UnificationFailure _ when n > 0 ->
- add_one_argument (n - 1)
- in
- add_one_argument goal_arity
- in
- let in_subst_domain i = List.exists (function (j,_) -> i=j) subst in
- let apply_subst = CicMetaSubst.apply_subst subst in
- let old_uninstantiatedmetas,new_uninstantiatedmetas =
- (* subst_in doesn't need the context. Hence the underscore. *)
- let subst_in _ = CicMetaSubst.apply_subst subst in
- classify_metas newmeta in_subst_domain subst_in newmetasenv'
- in
- let bo' = apply_subst t in
- let newmetasenv'' = new_uninstantiatedmetas@old_uninstantiatedmetas in
- let subst_in =
- (* if we just apply the subtitution, the type is irrelevant:
- we may use Implicit, since it will be dropped *)
- CicMetaSubst.apply_subst ((metano,(context,bo',Cic.Implicit None))::subst)
- in
- let (newproof, newmetasenv''') =
- subst_meta_and_metasenv_in_proof proof metano subst_in newmetasenv''
- in
- (((metano,(context,bo',Cic.Implicit None))::subst)(* subst_in *), (* ALB *)
- (newproof,
- List.map (function (i,_,_) -> i) new_uninstantiatedmetas))
-
-
-(* ALB *)
-let apply_tac_verbose_with_subst ~term status =
- try
-(* apply_tac_verbose ~term status *)
- apply_tac_verbose_with_subst ~term status
- (* TODO cacciare anche altre eccezioni? *)
- with
- | CicUnification.UnificationFailure msg
- | CicTypeChecker.TypeCheckerFailure msg ->
- raise (Fail msg)
-
-(* ALB *)
-let apply_tac_verbose ~term status =
- let subst, status = apply_tac_verbose_with_subst ~term status in
- (CicMetaSubst.apply_subst subst), status
-
-let apply_tac ~term status = snd (apply_tac_verbose ~term status)
-
- (* TODO per implementare i tatticali e' necessario che tutte le tattiche
- sollevino _solamente_ Fail *)
-let apply_tac ~term =
- let apply_tac ~term status =
- try
- apply_tac ~term status
- (* TODO cacciare anche altre eccezioni? *)
- with
- | CicUnification.UnificationFailure msg
- | CicTypeChecker.TypeCheckerFailure msg ->
- raise (Fail msg)
- in
- mk_tactic (apply_tac ~term)
-
-let intros_tac ?howmany ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[]) ()=
- let intros_tac
- ?(mk_fresh_name_callback = (FreshNamesGenerator.mk_fresh_name ~subst:[])) ()
- (proof, goal)
- =
- let module C = Cic in
- let module R = CicReduction in
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let newmeta = new_meta_of_proof ~proof in
- let (context',ty',bo') =
- lambda_abstract ?howmany metasenv context newmeta ty mk_fresh_name_callback
- in
- let (newproof, _) =
- subst_meta_in_proof proof metano bo' [newmeta,context',ty']
- in
- (newproof, [newmeta])
- in
- mk_tactic (intros_tac ~mk_fresh_name_callback ())
-
-let cut_tac ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[]) term =
- let cut_tac
- ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- term (proof, goal)
- =
- let module C = Cic in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let newmeta1 = new_meta_of_proof ~proof in
- let newmeta2 = newmeta1 + 1 in
- let fresh_name =
- mk_fresh_name_callback metasenv context (Cic.Name "Hcut") ~typ:term in
- let context_for_newmeta1 =
- (Some (fresh_name,C.Decl term))::context in
- let irl1 =
- CicMkImplicit.identity_relocation_list_for_metavariable
- context_for_newmeta1
- in
- let irl2 =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let newmeta1ty = CicSubstitution.lift 1 ty in
- let bo' =
- C.Appl
- [C.Lambda (fresh_name,term,C.Meta (newmeta1,irl1)) ;
- C.Meta (newmeta2,irl2)]
- in
- let (newproof, _) =
- subst_meta_in_proof proof metano bo'
- [newmeta2,context,term; newmeta1,context_for_newmeta1,newmeta1ty];
- in
- (newproof, [newmeta1 ; newmeta2])
- in
- mk_tactic (cut_tac ~mk_fresh_name_callback term)
-
-let letin_tac ?(mk_fresh_name_callback=FreshNamesGenerator.mk_fresh_name ~subst:[]) term =
- let letin_tac
- ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- term (proof, goal)
- =
- let module C = Cic in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let _,_ = (* TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- let newmeta = new_meta_of_proof ~proof in
- let fresh_name =
- mk_fresh_name_callback metasenv context (Cic.Name "Hletin") ~typ:term in
- let context_for_newmeta =
- (Some (fresh_name,C.Def (term,None)))::context in
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable
- context_for_newmeta
- in
- let newmetaty = CicSubstitution.lift 1 ty in
- let bo' = C.LetIn (fresh_name,term,C.Meta (newmeta,irl)) in
- let (newproof, _) =
- subst_meta_in_proof
- proof metano bo'[newmeta,context_for_newmeta,newmetaty]
- in
- (newproof, [newmeta])
- in
- mk_tactic (letin_tac ~mk_fresh_name_callback term)
-
- (** functional part of the "exact" tactic *)
-let exact_tac ~term =
- let exact_tac ~term (proof, goal) =
- (* Assumption: the term bo must be closed in the current context *)
- let (_,metasenv,_,_) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let module T = CicTypeChecker in
- let module R = CicReduction in
- let ty_term,u = T.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- let b,_ = R.are_convertible context ty_term ty u in (* TASSI: FIXME *)
- if b then
- begin
- let (newproof, metasenv') =
- subst_meta_in_proof proof metano term [] in
- (newproof, [])
- end
- else
- raise (Fail (lazy "The type of the provided term is not the one expected."))
- in
- mk_tactic (exact_tac ~term)
-
-(* not really "primitive" tactics .... *)
-let elim_tac ~term =
- let elim_tac ~term (proof, goal) =
- let module T = CicTypeChecker in
- let module U = UriManager in
- let module R = CicReduction in
- let module C = Cic in
- let (curi,metasenv,proofbo,proofty) = proof in
- let metano,context,ty = CicUtil.lookup_meta goal metasenv in
- let termty,_ = T.type_of_aux' metasenv context term CicUniv.empty_ugraph in
- let (termty,metasenv',arguments,fresh_meta) =
- ProofEngineHelpers.saturate_term
- (ProofEngineHelpers.new_meta_of_proof proof) metasenv context termty 0 in
- let term = if arguments = [] then term else Cic.Appl (term::arguments) in
- let uri,exp_named_subst,typeno,args =
- match termty with
- C.MutInd (uri,typeno,exp_named_subst) -> (uri,exp_named_subst,typeno,[])
- | C.Appl ((C.MutInd (uri,typeno,exp_named_subst))::args) ->
- (uri,exp_named_subst,typeno,args)
- | _ -> raise NotAnInductiveTypeToEliminate
- in
- let eliminator_uri =
- let buri = U.buri_of_uri uri in
- let name =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.InductiveDefinition (tys,_,_,_) ->
- let (name,_,_,_) = List.nth tys typeno in
- name
- | _ -> assert false
- in
- let ty_ty,_ = T.type_of_aux' metasenv' context ty CicUniv.empty_ugraph in
- let ext =
- match ty_ty with
- C.Sort C.Prop -> "_ind"
- | C.Sort C.Set -> "_rec"
- | C.Sort C.CProp -> "_rec"
- | C.Sort (C.Type _)-> "_rect"
- | C.Meta (_,_) -> raise TheTypeOfTheCurrentGoalIsAMetaICannotChooseTheRightElimiantionPrinciple
- | _ -> assert false
- in
- U.uri_of_string (buri ^ "/" ^ name ^ ext ^ ".con")
- in
- let eliminator_ref = C.Const (eliminator_uri,exp_named_subst) in
- let ety,_ =
- T.type_of_aux' metasenv' context eliminator_ref CicUniv.empty_ugraph in
- let rec find_args_no =
- function
- C.Prod (_,_,t) -> 1 + find_args_no t
- | C.Cast (s,_) -> find_args_no s
- | C.LetIn (_,_,t) -> 0 + find_args_no t
- | _ -> 0
- in
- let args_no = find_args_no ety in
- let term_to_refine =
- let rec make_tl base_case =
- function
- 0 -> [base_case]
- | n -> (C.Implicit None)::(make_tl base_case (n - 1))
- in
- C.Appl (eliminator_ref :: make_tl term (args_no - 1))
- in
- let refined_term,_,metasenv'',_ =
- CicRefine.type_of_aux' metasenv' context term_to_refine
- CicUniv.empty_ugraph
- in
- let new_goals =
- ProofEngineHelpers.compare_metasenvs
- ~oldmetasenv:metasenv ~newmetasenv:metasenv''
- in
- let proof' = curi,metasenv'',proofbo,proofty in
- let proof'', new_goals' =
- apply_tactic (apply_tac ~term:refined_term) (proof',goal)
- in
- (* The apply_tactic can have closed some of the new_goals *)
- let patched_new_goals =
- let (_,metasenv''',_,_) = proof'' in
- List.filter
- (function i -> List.exists (function (j,_,_) -> j=i) metasenv'''
- ) new_goals @ new_goals'
- in
- proof'', patched_new_goals
- in
- mk_tactic (elim_tac ~term)
-;;
-
-let elim_intros_tac ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- ?depth ?using what =
- Tacticals.then_ ~start:(elim_tac ~term:what)
- ~continuation:(intros_tac ~mk_fresh_name_callback ?howmany:depth ())
-;;
-
-(* The simplification is performed only on the conclusion *)
-let elim_intros_simpl_tac ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- ?depth ?using what =
- Tacticals.then_ ~start:(elim_tac ~term:what)
- ~continuation:
- (Tacticals.thens
- ~start:(intros_tac ~mk_fresh_name_callback ?howmany:depth ())
- ~continuations:
- [ReductionTactics.simpl_tac
- ~pattern:(ProofEngineTypes.conclusion_pattern None)])
-;;
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* ALB, needed by the new paramodulation... *)
-val apply_tac_verbose_with_subst:
- term:Cic.term -> ProofEngineTypes.proof * int ->
- Cic.substitution * (ProofEngineTypes.proof * int list)
-
-(* not a real tactic *)
-val apply_tac_verbose :
- term:Cic.term ->
- ProofEngineTypes.proof * int ->
- (Cic.term -> Cic.term) * (ProofEngineTypes.proof * int list)
-
-val apply_tac:
- term: Cic.term -> ProofEngineTypes.tactic
-val exact_tac:
- term: Cic.term -> ProofEngineTypes.tactic
-val intros_tac:
- ?howmany:int ->
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type -> unit ->
- ProofEngineTypes.tactic
-val cut_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- Cic.term ->
- ProofEngineTypes.tactic
-val letin_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- Cic.term ->
- ProofEngineTypes.tactic
-
-val elim_intros_simpl_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
-val elim_intros_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception Bad_pattern of string Lazy.t
-
-let new_meta_of_proof ~proof:(_, metasenv, _, _) =
- CicMkImplicit.new_meta metasenv []
-
-let subst_meta_in_proof proof meta term newmetasenv =
- let uri,metasenv,bo,ty = proof in
- (* empty context is ok for term since it wont be used by apply_subst *)
- (* hack: since we do not know the context and the type of term, we
- create a substitution with cc =[] and type = Implicit; they will be
- in any case dropped by apply_subst, but it would be better to rewrite
- the code. Cannot we just use apply_subst_metasenv, etc. ?? *)
- let subst_in = CicMetaSubst.apply_subst [meta,([], term,Cic.Implicit None)] in
- let metasenv' =
- newmetasenv @ (List.filter (function (m,_,_) -> m <> meta) metasenv)
- in
- let metasenv'' =
- List.map
- (function i,canonical_context,ty ->
- let canonical_context' =
- List.map
- (function
- Some (n,Cic.Decl s) -> Some (n,Cic.Decl (subst_in s))
- | Some (n,Cic.Def (s,None)) -> Some (n,Cic.Def (subst_in s,None))
- | None -> None
- | Some (n,Cic.Def (bo,Some ty)) ->
- Some (n,Cic.Def (subst_in bo,Some (subst_in ty)))
- ) canonical_context
- in
- i,canonical_context',(subst_in ty)
- ) metasenv'
- in
- let bo' = subst_in bo in
- (* Metavariables can appear also in the *statement* of the theorem
- * since the parser does not reject as statements terms with
- * metavariable therein *)
- let ty' = subst_in ty in
- let newproof = uri,metasenv'',bo',ty' in
- (newproof, metasenv'')
-
-(*CSC: commento vecchio *)
-(* refine_meta_with_brand_new_metasenv meta term subst_in newmetasenv *)
-(* This (heavy) function must be called when a tactic can instantiate old *)
-(* metavariables (i.e. existential variables). It substitues the metasenv *)
-(* of the proof with the result of removing [meta] from the domain of *)
-(* [newmetasenv]. Then it replaces Cic.Meta [meta] with [term] everywhere *)
-(* in the current proof. Finally it applies [apply_subst_replacing] to *)
-(* current proof. *)
-(*CSC: A questo punto perche' passare un bo' gia' istantiato, se tanto poi *)
-(*CSC: ci ripasso sopra apply_subst!!! *)
-(*CSC: Attenzione! Ora questa funzione applica anche [subst_in] a *)
-(*CSC: [newmetasenv]. *)
-let subst_meta_and_metasenv_in_proof proof meta subst_in newmetasenv =
- let (uri,_,bo,ty) = proof in
- let bo' = subst_in bo in
- (* Metavariables can appear also in the *statement* of the theorem
- * since the parser does not reject as statements terms with
- * metavariable therein *)
- let ty' = subst_in ty in
- let metasenv' =
- List.fold_right
- (fun metasenv_entry i ->
- match metasenv_entry with
- (m,canonical_context,ty) when m <> meta ->
- let canonical_context' =
- List.map
- (function
- None -> None
- | Some (i,Cic.Decl t) -> Some (i,Cic.Decl (subst_in t))
- | Some (i,Cic.Def (t,None)) ->
- Some (i,Cic.Def (subst_in t,None))
- | Some (i,Cic.Def (bo,Some ty)) ->
- Some (i,Cic.Def (subst_in bo,Some (subst_in ty)))
- ) canonical_context
- in
- (m,canonical_context',subst_in ty)::i
- | _ -> i
- ) newmetasenv []
- in
- let newproof = uri,metasenv',bo',ty' in
- (newproof, metasenv')
-
-let compare_metasenvs ~oldmetasenv ~newmetasenv =
- List.map (function (i,_,_) -> i)
- (List.filter
- (function (i,_,_) ->
- not (List.exists (fun (j,_,_) -> i=j) oldmetasenv)) newmetasenv)
-;;
-
-(** finds the _pointers_ to subterms that are alpha-equivalent to wanted in t *)
-let find_subterms ~subst ~metasenv ~ugraph ~wanted ~context t =
- let rec find subst metasenv ugraph context w t =
- try
- let subst,metasenv,ugraph =
- CicUnification.fo_unif_subst subst context metasenv w t ugraph
- in
- subst,metasenv,ugraph,[context,t]
- with
- CicUnification.UnificationFailure _
- | CicUnification.Uncertain _ ->
- match t with
- | Cic.Sort _
- | Cic.Rel _ -> subst,metasenv,ugraph,[]
- | Cic.Meta (_, ctx) ->
- List.fold_left (
- fun (subst,metasenv,ugraph,acc) e ->
- match e with
- | None -> subst,metasenv,ugraph,acc
- | Some t ->
- let subst,metasenv,ugraph,res =
- find subst metasenv ugraph context w t
- in
- subst,metasenv,ugraph, res @ acc
- ) (subst,metasenv,ugraph,[]) ctx
- | Cic.Lambda (name, t1, t2)
- | Cic.Prod (name, t1, t2) ->
- let subst,metasenv,ugraph,rest1 =
- find subst metasenv ugraph context w t1 in
- let subst,metasenv,ugraph,rest2 =
- find subst metasenv ugraph (Some (name, Cic.Decl t1)::context)
- (CicSubstitution.lift 1 w) t2
- in
- subst,metasenv,ugraph,rest1 @ rest2
- | Cic.LetIn (name, t1, t2) ->
- let subst,metasenv,ugraph,rest1 =
- find subst metasenv ugraph context w t1 in
- let subst,metasenv,ugraph,rest2 =
- find subst metasenv ugraph (Some (name, Cic.Def (t1,None))::context)
- (CicSubstitution.lift 1 w) t2
- in
- subst,metasenv,ugraph,rest1 @ rest2
- | Cic.Appl l ->
- List.fold_left
- (fun (subst,metasenv,ugraph,acc) t ->
- let subst,metasenv,ugraph,res =
- find subst metasenv ugraph context w t
- in
- subst,metasenv,ugraph,res @ acc)
- (subst,metasenv,ugraph,[]) l
- | Cic.Cast (t, ty) ->
- let subst,metasenv,ugraph,rest =
- find subst metasenv ugraph context w t in
- let subst,metasenv,ugraph,resty =
- find subst metasenv ugraph context w ty
- in
- subst,metasenv,ugraph,rest @ resty
- | Cic.Implicit _ -> assert false
- | Cic.Const (_, esubst)
- | Cic.Var (_, esubst)
- | Cic.MutInd (_, _, esubst)
- | Cic.MutConstruct (_, _, _, esubst) ->
- List.fold_left
- (fun (subst,metasenv,ugraph,acc) (_, t) ->
- let subst,metasenv,ugraph,res =
- find subst metasenv ugraph context w t
- in
- subst,metasenv,ugraph,res @ acc)
- (subst,metasenv,ugraph,[]) esubst
- | Cic.MutCase (_, _, outty, indterm, patterns) ->
- let subst,metasenv,ugraph,resoutty =
- find subst metasenv ugraph context w outty in
- let subst,metasenv,ugraph,resindterm =
- find subst metasenv ugraph context w indterm in
- let subst,metasenv,ugraph,respatterns =
- List.fold_left
- (fun (subst,metasenv,ugraph,acc) p ->
- let subst,metaseng,ugraph,res =
- find subst metasenv ugraph context w p
- in
- subst,metasenv,ugraph,res @ acc
- ) (subst,metasenv,ugraph,[]) patterns
- in
- subst,metasenv,ugraph,resoutty @ resindterm @ respatterns
- | Cic.Fix (_, funl) ->
- let tys =
- List.map (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funl
- in
- List.fold_left (
- fun (subst,metasenv,ugraph,acc) (_, _, ty, bo) ->
- let subst,metasenv,ugraph,resty =
- find subst metasenv ugraph context w ty in
- let subst,metasenv,ugraph,resbo =
- find subst metasenv ugraph (tys @ context) w bo
- in
- subst,metasenv,ugraph, resty @ resbo @ acc
- ) (subst,metasenv,ugraph,[]) funl
- | Cic.CoFix (_, funl) ->
- let tys =
- List.map (fun (n,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funl
- in
- List.fold_left (
- fun (subst,metasenv,ugraph,acc) (_, ty, bo) ->
- let subst,metasenv,ugraph,resty =
- find subst metasenv ugraph context w ty in
- let subst,metasenv,ugraph,resbo =
- find subst metasenv ugraph (tys @ context) w bo
- in
- subst,metasenv,ugraph, resty @ resbo @ acc
- ) (subst,metasenv,ugraph,[]) funl
- in
- find subst metasenv ugraph context wanted t
-
-let select_in_term ~metasenv ~context ~ugraph ~term ~pattern:(wanted,where) =
- let add_ctx context name entry =
- (Some (name, entry)) :: context
- in
- let map2 error_msg f l1 l2 =
- try
- List.map2 f l1 l2
- with
- | Invalid_argument _ -> raise (Bad_pattern (lazy error_msg))
- in
- let rec aux context where term =
- match (where, term) with
- | Cic.Implicit (Some `Hole), t -> [context,t]
- | Cic.Implicit (Some `Type), t -> []
- | Cic.Implicit None,_ -> []
- | Cic.Meta (_, ctxt1), Cic.Meta (_, ctxt2) ->
- List.concat
- (map2 "wrong number of argument in explicit substitution"
- (fun t1 t2 ->
- (match (t1, t2) with
- Some t1, Some t2 -> aux context t1 t2
- | _ -> []))
- ctxt1 ctxt2)
- | Cic.Cast (te1, ty1), Cic.Cast (te2, ty2) ->
- aux context te1 te2 @ aux context ty1 ty2
- | Cic.Prod (Cic.Anonymous, s1, t1), Cic.Prod (name, s2, t2)
- | Cic.Lambda (Cic.Anonymous, s1, t1), Cic.Lambda (name, s2, t2) ->
- aux context s1 s2 @ aux (add_ctx context name (Cic.Decl s2)) t1 t2
- | Cic.Prod (Cic.Name n1, s1, t1),
- Cic.Prod ((Cic.Name n2) as name , s2, t2)
- | Cic.Lambda (Cic.Name n1, s1, t1),
- Cic.Lambda ((Cic.Name n2) as name, s2, t2) when n1 = n2->
- aux context s1 s2 @ aux (add_ctx context name (Cic.Decl s2)) t1 t2
- | Cic.Prod (name1, s1, t1), Cic.Prod (name2, s2, t2)
- | Cic.Lambda (name1, s1, t1), Cic.Lambda (name2, s2, t2) -> []
- | Cic.LetIn (Cic.Anonymous, s1, t1), Cic.LetIn (name, s2, t2) ->
- aux context s1 s2 @ aux (add_ctx context name (Cic.Def (s2,None))) t1 t2
- | Cic.LetIn (Cic.Name n1, s1, t1),
- Cic.LetIn ((Cic.Name n2) as name, s2, t2) when n1 = n2->
- aux context s1 s2 @ aux (add_ctx context name (Cic.Def (s2,None))) t1 t2
- | Cic.LetIn (name1, s1, t1), Cic.LetIn (name2, s2, t2) -> []
- | Cic.Appl terms1, Cic.Appl terms2 -> auxs context terms1 terms2
- | Cic.Var (_, subst1), Cic.Var (_, subst2)
- | Cic.Const (_, subst1), Cic.Const (_, subst2)
- | Cic.MutInd (_, _, subst1), Cic.MutInd (_, _, subst2)
- | Cic.MutConstruct (_, _, _, subst1), Cic.MutConstruct (_, _, _, subst2) ->
- auxs context (List.map snd subst1) (List.map snd subst2)
- | Cic.MutCase (_, _, out1, t1, pat1), Cic.MutCase (_ , _, out2, t2, pat2) ->
- aux context out1 out2 @ aux context t1 t2 @ auxs context pat1 pat2
- | Cic.Fix (_, funs1), Cic.Fix (_, funs2) ->
- let tys =
- List.map (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funs2
- in
- List.concat
- (map2 "wrong number of mutually recursive functions"
- (fun (_, _, ty1, bo1) (_, _, ty2, bo2) ->
- aux context ty1 ty2 @ aux (tys @ context) bo1 bo2)
- funs1 funs2)
- | Cic.CoFix (_, funs1), Cic.CoFix (_, funs2) ->
- let tys =
- List.map (fun (n,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funs2
- in
- List.concat
- (map2 "wrong number of mutually co-recursive functions"
- (fun (_, ty1, bo1) (_, ty2, bo2) ->
- aux context ty1 ty2 @ aux (tys @ context) bo1 bo2)
- funs1 funs2)
- | x,y ->
- raise (Bad_pattern
- (lazy (Printf.sprintf "Pattern %s versus term %s"
- (CicPp.ppterm x)
- (CicPp.ppterm y))))
- and auxs context terms1 terms2 = (* as aux for list of terms *)
- List.concat (map2 "wrong number of arguments in application"
- (fun t1 t2 -> aux context t1 t2) terms1 terms2)
- in
- let context_len = List.length context in
- let roots = aux context where term in
- match wanted with
- None -> [],metasenv,ugraph,roots
- | Some wanted ->
- let rec find_in_roots =
- function
- [] -> [],metasenv,ugraph,[]
- | (context',where)::tl ->
- let subst,metasenv,ugraph,tl' = find_in_roots tl in
- let subst,metasenv,ugraph,found =
- let wanted, metasenv, ugraph = wanted context' metasenv ugraph in
- find_subterms ~subst ~metasenv ~ugraph ~wanted ~context:context'
- where
- in
- subst,metasenv,ugraph,found @ tl'
- in
- find_in_roots roots
-
-(** create a pattern from a term and a list of subterms.
-* the pattern is granted to have a ? for every subterm that has no selected
-* subterms
-* @param equality equality function used while walking the term. Defaults to
-* physical equality (==) *)
-let pattern_of ?(equality=(==)) ~term terms =
- let (===) x y = equality x y in
- let not_found = false, Cic.Implicit None in
- let rec aux t =
- match t with
- | t when List.exists (fun t' -> t === t') terms ->
- true,Cic.Implicit (Some `Hole)
- | Cic.Var (uri, subst) ->
- let b,subst = aux_subst subst in
- if b then
- true,Cic.Var (uri, subst)
- else
- not_found
- | Cic.Meta (i, ctxt) ->
- let b,ctxt =
- List.fold_right
- (fun e (b,ctxt) ->
- match e with
- None -> b,None::ctxt
- | Some t -> let bt,t = aux t in b||bt ,Some t::ctxt
- ) ctxt (false,[])
- in
- if b then
- true,Cic.Meta (i, ctxt)
- else
- not_found
- | Cic.Cast (te, ty) ->
- let b1,te = aux te in
- let b2,ty = aux ty in
- if b1||b2 then true,Cic.Cast (te, ty)
- else
- not_found
- | Cic.Prod (name, s, t) ->
- let b1,s = aux s in
- let b2,t = aux t in
- if b1||b2 then
- true, Cic.Prod (name, s, t)
- else
- not_found
- | Cic.Lambda (name, s, t) ->
- let b1,s = aux s in
- let b2,t = aux t in
- if b1||b2 then
- true, Cic.Lambda (name, s, t)
- else
- not_found
- | Cic.LetIn (name, s, t) ->
- let b1,s = aux s in
- let b2,t = aux t in
- if b1||b2 then
- true, Cic.LetIn (name, s, t)
- else
- not_found
- | Cic.Appl terms ->
- let b,terms =
- List.fold_right
- (fun t (b,terms) ->
- let bt,t = aux t in
- b||bt,t::terms
- ) terms (false,[])
- in
- if b then
- true,Cic.Appl terms
- else
- not_found
- | Cic.Const (uri, subst) ->
- let b,subst = aux_subst subst in
- if b then
- true, Cic.Const (uri, subst)
- else
- not_found
- | Cic.MutInd (uri, tyno, subst) ->
- let b,subst = aux_subst subst in
- if b then
- true, Cic.MutInd (uri, tyno, subst)
- else
- not_found
- | Cic.MutConstruct (uri, tyno, consno, subst) ->
- let b,subst = aux_subst subst in
- if b then
- true, Cic.MutConstruct (uri, tyno, consno, subst)
- else
- not_found
- | Cic.MutCase (uri, tyno, outty, t, pat) ->
- let b1,outty = aux outty in
- let b2,t = aux t in
- let b3,pat =
- List.fold_right
- (fun t (b,pat) ->
- let bt,t = aux t in
- bt||b,t::pat
- ) pat (false,[])
- in
- if b1 || b2 || b3 then
- true, Cic.MutCase (uri, tyno, outty, t, pat)
- else
- not_found
- | Cic.Fix (funno, funs) ->
- let b,funs =
- List.fold_right
- (fun (name, i, ty, bo) (b,funs) ->
- let b1,ty = aux ty in
- let b2,bo = aux bo in
- b||b1||b2, (name, i, ty, bo)::funs) funs (false,[])
- in
- if b then
- true, Cic.Fix (funno, funs)
- else
- not_found
- | Cic.CoFix (funno, funs) ->
- let b,funs =
- List.fold_right
- (fun (name, ty, bo) (b,funs) ->
- let b1,ty = aux ty in
- let b2,bo = aux bo in
- b||b1||b2, (name, ty, bo)::funs) funs (false,[])
- in
- if b then
- true, Cic.CoFix (funno, funs)
- else
- not_found
- | Cic.Rel _
- | Cic.Sort _
- | Cic.Implicit _ -> not_found
- and aux_subst subst =
- List.fold_right
- (fun (uri, t) (b,subst) ->
- let b1,t = aux t in
- b||b1,(uri, t)::subst) subst (false,[])
- in
- snd (aux term)
-
-exception Fail of string Lazy.t
-
- (** select metasenv conjecture pattern
- * select all subterms of [conjecture] matching [pattern].
- * It returns the set of matched terms (that can be compared using physical
- * equality to the subterms of [conjecture]) together with their contexts.
- * The representation of the set mimics the ProofEngineTypes.pattern type:
- * a list of hypothesis (names of) together with the list of its matched
- * subterms (and their contexts) + the list of matched subterms of the
- * with their context conclusion. Note: in the result the list of hypothesis
- * has an entry for each entry in the context and in the same order.
- * Of course the list of terms (with their context) associated to the
- * hypothesis name may be empty.
- *
- * @raise Bad_pattern
- * *)
- let select ~metasenv ~ugraph ~conjecture:(_,context,ty)
- ~pattern:(what,hyp_patterns,goal_pattern)
- =
- let find_pattern_for name =
- try Some (snd (List.find (fun (n, pat) -> Cic.Name n = name) hyp_patterns))
- with Not_found -> None in
- let subst,metasenv,ugraph,ty_terms =
- select_in_term ~metasenv ~context ~ugraph ~term:ty
- ~pattern:(what,goal_pattern) in
- let context_len = List.length context in
- let subst,metasenv,ugraph,context_terms =
- let subst,metasenv,ugraph,res,_ =
- (List.fold_right
- (fun entry (subst,metasenv,ugraph,res,context) ->
- match entry with
- None -> subst,metasenv,ugraph,(None::res),(None::context)
- | Some (name,Cic.Decl term) ->
- (match find_pattern_for name with
- | None ->
- subst,metasenv,ugraph,((Some (`Decl []))::res),(entry::context)
- | Some pat ->
- let subst,metasenv,ugraph,terms =
- select_in_term ~metasenv ~context ~ugraph ~term
- ~pattern:(what,pat)
- in
- subst,metasenv,ugraph,((Some (`Decl terms))::res),
- (entry::context))
- | Some (name,Cic.Def (bo, ty)) ->
- (match find_pattern_for name with
- | None ->
- let selected_ty=match ty with None -> None | Some _ -> Some [] in
- subst,metasenv,ugraph,((Some (`Def ([],selected_ty)))::res),
- (entry::context)
- | Some pat ->
- let subst,metasenv,ugraph,terms_bo =
- select_in_term ~metasenv ~context ~ugraph ~term:bo
- ~pattern:(what,pat) in
- let subst,metasenv,ugraph,terms_ty =
- match ty with
- None -> subst,metasenv,ugraph,None
- | Some ty ->
- let subst,metasenv,ugraph,res =
- select_in_term ~metasenv ~context ~ugraph ~term:ty
- ~pattern:(what,pat)
- in
- subst,metasenv,ugraph,Some res
- in
- subst,metasenv,ugraph,((Some (`Def (terms_bo,terms_ty)))::res),
- (entry::context))
- ) context (subst,metasenv,ugraph,[],[]))
- in
- subst,metasenv,ugraph,res
- in
- subst,metasenv,ugraph,context_terms, ty_terms
-
-(** locate_in_term equality what where context
-* [what] must match a subterm of [where] according to [equality]
-* It returns the matched terms together with their contexts in [where]
-* [equality] defaults to physical equality
-* [context] must be the context of [where]
-*)
-let locate_in_term ?(equality=(fun _ -> (==))) what ~where context =
- let add_ctx context name entry =
- (Some (name, entry)) :: context in
- let rec aux context where =
- if equality context what where then [context,where]
- else
- match where with
- | Cic.Implicit _
- | Cic.Meta _
- | Cic.Rel _
- | Cic.Sort _
- | Cic.Var _
- | Cic.Const _
- | Cic.MutInd _
- | Cic.MutConstruct _ -> []
- | Cic.Cast (te, ty) -> aux context te @ aux context ty
- | Cic.Prod (name, s, t)
- | Cic.Lambda (name, s, t) ->
- aux context s @ aux (add_ctx context name (Cic.Decl s)) t
- | Cic.LetIn (name, s, t) ->
- aux context s @ aux (add_ctx context name (Cic.Def (s,None))) t
- | Cic.Appl tl -> auxs context tl
- | Cic.MutCase (_, _, out, t, pat) ->
- aux context out @ aux context t @ auxs context pat
- | Cic.Fix (_, funs) ->
- let tys =
- List.map (fun (n,_,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funs
- in
- List.concat
- (List.map
- (fun (_, _, ty, bo) ->
- aux context ty @ aux (tys @ context) bo)
- funs)
- | Cic.CoFix (_, funs) ->
- let tys =
- List.map (fun (n,ty,_) -> Some (Cic.Name n,(Cic.Decl ty))) funs
- in
- List.concat
- (List.map
- (fun (_, ty, bo) ->
- aux context ty @ aux (tys @ context) bo)
- funs)
- and auxs context tl = (* as aux for list of terms *)
- List.concat (List.map (fun t -> aux context t) tl)
- in
- aux context where
-
-(** locate_in_conjecture equality what where context
-* [what] must match a subterm of [where] according to [equality]
-* It returns the matched terms together with their contexts in [where]
-* [equality] defaults to physical equality
-* [context] must be the context of [where]
-*)
-let locate_in_conjecture ?(equality=fun _ -> (==)) what (_,context,ty) =
- let context,res =
- List.fold_right
- (fun entry (context,res) ->
- match entry with
- None -> entry::context, res
- | Some (_, Cic.Decl ty) ->
- let res = res @ locate_in_term what ~where:ty context in
- let context' = entry::context in
- context',res
- | Some (_, Cic.Def (bo,ty)) ->
- let res = res @ locate_in_term what ~where:bo context in
- let res =
- match ty with
- None -> res
- | Some ty ->
- res @ locate_in_term what ~where:ty context in
- let context' = entry::context in
- context',res
- ) context ([],[])
- in
- res @ locate_in_term what ~where:ty context
-
-(* saturate_term newmeta metasenv context ty goal_arity *)
-(* Given a type [ty] (a backbone), it returns its suffix of length *)
-(* [goal_arity] head and a new metasenv in which there is new a META for each *)
-(* hypothesis, a list of arguments for the new applications and the index of *)
-(* the last new META introduced. The nth argument in the list of arguments is *)
-(* just the nth new META. *)
-let saturate_term newmeta metasenv context ty goal_arity =
- let module C = Cic in
- let module S = CicSubstitution in
- assert (goal_arity >= 0);
- let rec aux newmeta ty =
- match ty with
- C.Cast (he,_) -> aux newmeta he
-(* CSC: patch to generate ?1 : ?2 : Type in place of ?1 : Type to simulate ?1 :< Type
- (* If the expected type is a Type, then also Set is OK ==>
- * we accept any term of type Type *)
- (*CSC: BUG HERE: in this way it is possible for the term of
- * type Type to be different from a Sort!!! *)
- | C.Prod (name,(C.Sort (C.Type _) as s),t) ->
- (* TASSI: ask CSC if BUG HERE refers to the C.Cast or C.Propd case *)
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let newargument = C.Meta (newmeta+1,irl) in
- let (res,newmetasenv,arguments,lastmeta) =
- aux (newmeta + 2) (S.subst newargument t)
- in
- res,
- (newmeta,[],s)::(newmeta+1,context,C.Meta (newmeta,[]))::newmetasenv,
- newargument::arguments,lastmeta
-*)
- | C.Prod (name,s,t) ->
- let irl =
- CicMkImplicit.identity_relocation_list_for_metavariable context
- in
- let newargument = C.Meta (newmeta,irl) in
- let res,newmetasenv,arguments,lastmeta,prod_no =
- aux (newmeta + 1) (S.subst newargument t)
- in
- if prod_no + 1 = goal_arity then
- let head = CicReduction.normalize ~delta:false context ty in
- head,[],[],lastmeta,goal_arity + 1
- else
- (** NORMALIZE RATIONALE
- * we normalize the target only NOW since we may be in this case:
- * A1 -> A2 -> T where T = (\lambda x.A3 -> P) k
- * and we want a mesasenv with ?1:A1 and ?2:A2 and not
- * ?1, ?2, ?3 (that is the one we whould get if we start from the
- * beta-normalized A1 -> A2 -> A3 -> P **)
- let s' = CicReduction.normalize ~delta:false context s in
- res,(newmeta,context,s')::newmetasenv,newargument::arguments,
- lastmeta,prod_no + 1
- | t ->
- let head = CicReduction.normalize ~delta:false context t in
- match CicReduction.whd context head with
- C.Prod _ as head' -> aux newmeta head'
- | _ -> head,[],[],newmeta,0
- in
- (* WARNING: here we are using the invariant that above the most *)
- (* recente new_meta() there are no used metas. *)
- let res,newmetasenv,arguments,lastmeta,_ = aux newmeta ty in
- res,metasenv @ newmetasenv,arguments,lastmeta
-
-let lookup_type metasenv context hyp =
- let rec aux p = function
- | Some (Cic.Name name, Cic.Decl t) :: _ when name = hyp -> p, t
- | Some (Cic.Name name, Cic.Def (_, Some t)) :: _ when name = hyp -> p, t
- | Some (Cic.Name name, Cic.Def (u, _)) :: tail when name = hyp ->
- p, fst (CicTypeChecker.type_of_aux' metasenv tail u CicUniv.empty_ugraph)
- | _ :: tail -> aux (succ p) tail
- | [] -> raise (ProofEngineTypes.Fail (lazy "lookup_type: not premise in the current goal"))
- in
- aux 1 context
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception Bad_pattern of string Lazy.t
-
-(* Returns the first meta whose number is above the *)
-(* number of the higher meta. *)
-val new_meta_of_proof : proof:ProofEngineTypes.proof -> int
-
-val subst_meta_in_proof :
- ProofEngineTypes.proof ->
- int -> Cic.term -> Cic.metasenv ->
- ProofEngineTypes.proof * Cic.metasenv
-val subst_meta_and_metasenv_in_proof :
- ProofEngineTypes.proof ->
- int -> (Cic.term -> Cic.term) -> Cic.metasenv ->
- ProofEngineTypes.proof * Cic.metasenv
-
-(* returns the list of goals that are in newmetasenv and were not in
- oldmetasenv *)
-val compare_metasenvs :
- oldmetasenv:Cic.metasenv -> newmetasenv:Cic.metasenv -> int list
-
-
-(** { Patterns }
- * A pattern is a Cic term in which Cic.Implicit terms annotated with `Hole
- * appears *)
-
-(** create a pattern from a term and a list of subterms.
-* the pattern is granted to have a ? for every subterm that has no selected
-* subterms
-* @param equality equality function used while walking the term. Defaults to
-* physical equality (==) *)
-val pattern_of:
- ?equality:(Cic.term -> Cic.term -> bool) -> term:Cic.term -> Cic.term list ->
- Cic.term
-
-
-(** select metasenv conjecture pattern
-* select all subterms of [conjecture] matching [pattern].
-* It returns the set of matched terms (that can be compared using physical
-* equality to the subterms of [conjecture]) together with their contexts.
-* The representation of the set mimics the conjecture type (but for the id):
-* a list of (possibly removed) hypothesis (without their names) together with
-* the list of its matched subterms (and their contexts) + the list of matched
-* subterms of the conclusion with their context. Note: in the result the list
-* of hypotheses * has an entry for each entry in the context and in the same
-* order. Of course the list of terms (with their context) associated to one
-* hypothesis may be empty.
-*
-* @raise Bad_pattern
-* *)
-val select:
- metasenv:Cic.metasenv ->
- ugraph:CicUniv.universe_graph ->
- conjecture:Cic.conjecture ->
- pattern:ProofEngineTypes.pattern ->
- Cic.substitution * Cic.metasenv * CicUniv.universe_graph *
- [ `Decl of (Cic.context * Cic.term) list
- | `Def of (Cic.context * Cic.term) list * (Cic.context * Cic.term) list option
- ] option list *
- (Cic.context * Cic.term) list
-
-(** locate_in_term equality what where context
-* [what] must match a subterm of [where] according to [equality]
-* It returns the matched terms together with their contexts in [where]
-* [equality] defaults to physical equality
-* [context] must be the context of [where]
-*)
-val locate_in_term:
- ?equality:(Cic.context -> Cic.term -> Cic.term -> bool) ->
- Cic.term -> where:Cic.term -> Cic.context -> (Cic.context * Cic.term) list
-
-(** locate_in_conjecture equality what where context
-* [what] must match a subterm of [where] according to [equality]
-* It returns the matched terms together with their contexts in [where]
-* [equality] defaults to physical equality
-* [context] must be the context of [where]
-*)
-val locate_in_conjecture:
- ?equality:(Cic.context -> Cic.term -> Cic.term -> bool) ->
- Cic.term -> Cic.conjecture -> (Cic.context * Cic.term) list
-
-(* saturate_term newmeta metasenv context ty goal_arity *)
-(* Given a type [ty] (a backbone), it returns its suffix of length *)
-(* [goal_arity] head and a new metasenv in which there is new a META for each *)
-(* hypothesis, a list of arguments for the new applications and the index of *)
-(* the last new META introduced. The nth argument in the list of arguments is *)
-(* just the nth new META. *)
-val saturate_term:
- int -> Cic.metasenv -> Cic.context -> Cic.term -> int ->
- Cic.term * Cic.metasenv * Cic.term list * int
-
-(* returns the index and the type of a premise in a context *)
-val lookup_type: Cic.metasenv -> Cic.context -> string -> int * Cic.term
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 12/04/2002 *)
-(* *)
-(* *)
-(******************************************************************************)
-
-
-(* The code of this module is derived from the code of CicReduction *)
-
-exception Impossible of int;;
-exception ReferenceToConstant;;
-exception ReferenceToVariable;;
-exception ReferenceToCurrentProof;;
-exception ReferenceToInductiveDefinition;;
-exception WrongUriToInductiveDefinition;;
-exception WrongUriToConstant;;
-exception RelToHiddenHypothesis;;
-
-let alpha_equivalence =
- let module C = Cic in
- let rec aux t t' =
- if t = t' then true
- else
- match t,t' with
- C.Var (uri1,exp_named_subst1), C.Var (uri2,exp_named_subst2) ->
- UriManager.eq uri1 uri2 &&
- aux_exp_named_subst exp_named_subst1 exp_named_subst2
- | C.Cast (te,ty), C.Cast (te',ty') ->
- aux te te' && aux ty ty'
- | C.Prod (_,s,t), C.Prod (_,s',t') ->
- aux s s' && aux t t'
- | C.Lambda (_,s,t), C.Lambda (_,s',t') ->
- aux s s' && aux t t'
- | C.LetIn (_,s,t), C.LetIn(_,s',t') ->
- aux s s' && aux t t'
- | C.Appl l, C.Appl l' ->
- (try
- List.fold_left2
- (fun b t1 t2 -> b && aux t1 t2) true l l'
- with
- Invalid_argument _ -> false)
- | C.Const (uri,exp_named_subst1), C.Const (uri',exp_named_subst2) ->
- UriManager.eq uri uri' &&
- aux_exp_named_subst exp_named_subst1 exp_named_subst2
- | C.MutInd (uri,i,exp_named_subst1), C.MutInd (uri',i',exp_named_subst2) ->
- UriManager.eq uri uri' && i = i' &&
- aux_exp_named_subst exp_named_subst1 exp_named_subst2
- | C.MutConstruct (uri,i,j,exp_named_subst1),
- C.MutConstruct (uri',i',j',exp_named_subst2) ->
- UriManager.eq uri uri' && i = i' && j = j' &&
- aux_exp_named_subst exp_named_subst1 exp_named_subst2
- | C.MutCase (sp,i,outt,t,pl), C.MutCase (sp',i',outt',t',pl') ->
- UriManager.eq sp sp' && i = i' &&
- aux outt outt' && aux t t' &&
- (try
- List.fold_left2
- (fun b t1 t2 -> b && aux t1 t2) true pl pl'
- with
- Invalid_argument _ -> false)
- | C.Fix (i,fl), C.Fix (i',fl') ->
- i = i' &&
- (try
- List.fold_left2
- (fun b (_,i,ty,bo) (_,i',ty',bo') ->
- b && i = i' && aux ty ty' && aux bo bo'
- ) true fl fl'
- with
- Invalid_argument _ -> false)
- | C.CoFix (i,fl), C.CoFix (i',fl') ->
- i = i' &&
- (try
- List.fold_left2
- (fun b (_,ty,bo) (_,ty',bo') ->
- b && aux ty ty' && aux bo bo'
- ) true fl fl'
- with
- Invalid_argument _ -> false)
- | _,_ -> false (* we already know that t != t' *)
- and aux_exp_named_subst exp_named_subst1 exp_named_subst2 =
- try
- List.fold_left2
- (fun b (uri1,t1) (uri2,t2) ->
- b && UriManager.eq uri1 uri2 && aux t1 t2
- ) true exp_named_subst1 exp_named_subst2
- with
- Invalid_argument _ -> false
- in
- aux
-;;
-
-exception WhatAndWithWhatDoNotHaveTheSameLength;;
-
-(* "textual" replacement of several subterms with other ones *)
-let replace ~equality ~what ~with_what ~where =
- let module C = Cic in
- let find_image t =
- let rec find_image_aux =
- function
- [],[] -> raise Not_found
- | what::tl1,with_what::tl2 ->
- if equality what t then with_what else find_image_aux (tl1,tl2)
- | _,_ -> raise WhatAndWithWhatDoNotHaveTheSameLength
- in
- find_image_aux (what,with_what)
- in
- let rec aux t =
- try
- find_image t
- with Not_found ->
- match t with
- C.Rel _ -> t
- | C.Var (uri,exp_named_subst) ->
- C.Var (uri,List.map (function (uri,t) -> uri, aux t) exp_named_subst)
- | C.Meta _ -> t
- | C.Sort _ -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (aux te, aux ty)
- | C.Prod (n,s,t) -> C.Prod (n, aux s, aux t)
- | C.Lambda (n,s,t) -> C.Lambda (n, aux s, aux t)
- | C.LetIn (n,s,t) -> C.LetIn (n, aux s, aux t)
- | C.Appl l ->
- (* Invariant enforced: no application of an application *)
- (match List.map aux l with
- (C.Appl l')::tl -> C.Appl (l'@tl)
- | l' -> C.Appl l')
- | C.Const (uri,exp_named_subst) ->
- C.Const (uri,List.map (function (uri,t) -> uri, aux t) exp_named_subst)
- | C.MutInd (uri,i,exp_named_subst) ->
- C.MutInd
- (uri,i,List.map (function (uri,t) -> uri, aux t) exp_named_subst)
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- C.MutConstruct
- (uri,i,j,List.map (function (uri,t) -> uri, aux t) exp_named_subst)
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,aux outt, aux t,List.map aux pl)
- | C.Fix (i,fl) ->
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) -> (name, i, aux ty, aux bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let substitutedfl =
- List.map
- (fun (name,ty,bo) -> (name, aux ty, aux bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- in
- aux where
-;;
-
-(* replaces in a term a term with another one. *)
-(* Lifting are performed as usual. *)
-let replace_lifting ~equality ~what ~with_what ~where =
- let module C = Cic in
- let module S = CicSubstitution in
- let find_image what t =
- let rec find_image_aux =
- function
- [],[] -> raise Not_found
- | what::tl1,with_what::tl2 ->
- if equality what t then with_what else find_image_aux (tl1,tl2)
- | _,_ -> raise WhatAndWithWhatDoNotHaveTheSameLength
- in
- find_image_aux (what,with_what)
- in
- let rec substaux k what t =
- try
- S.lift (k-1) (find_image what t)
- with Not_found ->
- match t with
- C.Rel n as t -> t
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k what t) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i, l) as t ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (substaux k what t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (substaux k what te, substaux k what ty)
- | C.Prod (n,s,t) ->
- C.Prod
- (n, substaux k what s, substaux (k + 1) (List.map (S.lift 1) what) t)
- | C.Lambda (n,s,t) ->
- C.Lambda
- (n, substaux k what s, substaux (k + 1) (List.map (S.lift 1) what) t)
- | C.LetIn (n,s,t) ->
- C.LetIn
- (n, substaux k what s, substaux (k + 1) (List.map (S.lift 1) what) t)
- | C.Appl (he::tl) ->
- (* Invariant: no Appl applied to another Appl *)
- let tl' = List.map (substaux k what) tl in
- begin
- match substaux k what he with
- C.Appl l -> C.Appl (l@tl')
- | _ as he' -> C.Appl (he'::tl')
- end
- | C.Appl _ -> assert false
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k what t) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k what t) exp_named_subst
- in
- C.MutInd (uri,i,exp_named_subst')
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k what t) exp_named_subst
- in
- C.MutConstruct (uri,i,j,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,substaux k what outt, substaux k what t,
- List.map (substaux k what) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) ->
- (name, i, substaux k what ty,
- substaux (k+len) (List.map (S.lift len) what) bo)
- ) fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) ->
- (name, substaux k what ty,
- substaux (k+len) (List.map (S.lift len) what) bo)
- ) fl
- in
- C.CoFix (i, substitutedfl)
- in
- substaux 1 what where
-;;
-
-(* replaces in a term a list of terms with other ones. *)
-(* Lifting are performed as usual. *)
-let replace_lifting_csc nnn ~equality ~what ~with_what ~where =
- let module C = Cic in
- let module S = CicSubstitution in
- let find_image t =
- let rec find_image_aux =
- function
- [],[] -> raise Not_found
- | what::tl1,with_what::tl2 ->
- if equality what t then with_what else find_image_aux (tl1,tl2)
- | _,_ -> raise WhatAndWithWhatDoNotHaveTheSameLength
- in
- find_image_aux (what,with_what)
- in
- let rec substaux k t =
- try
- S.lift (k-1) (find_image t)
- with Not_found ->
- match t with
- C.Rel n as t ->
- if n < k then C.Rel n else C.Rel (n + nnn)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k t) exp_named_subst
- in
- C.Var (uri,exp_named_subst')
- | C.Meta (i, l) as t ->
- let l' =
- List.map
- (function
- None -> None
- | Some t -> Some (substaux k t)
- ) l
- in
- C.Meta(i,l')
- | C.Sort _ as t -> t
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) -> C.Cast (substaux k te, substaux k ty)
- | C.Prod (n,s,t) ->
- C.Prod (n, substaux k s, substaux (k + 1) t)
- | C.Lambda (n,s,t) ->
- C.Lambda (n, substaux k s, substaux (k + 1) t)
- | C.LetIn (n,s,t) ->
- C.LetIn (n, substaux k s, substaux (k + 1) t)
- | C.Appl (he::tl) ->
- (* Invariant: no Appl applied to another Appl *)
- let tl' = List.map (substaux k) tl in
- begin
- match substaux k he with
- C.Appl l -> C.Appl (l@tl')
- | _ as he' -> C.Appl (he'::tl')
- end
- | C.Appl _ -> assert false
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k t) exp_named_subst
- in
- C.Const (uri,exp_named_subst')
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k t) exp_named_subst
- in
- C.MutInd (uri,i,exp_named_subst')
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst' =
- List.map (function (uri,t) -> uri,substaux k t) exp_named_subst
- in
- C.MutConstruct (uri,i,j,exp_named_subst')
- | C.MutCase (sp,i,outt,t,pl) ->
- C.MutCase (sp,i,substaux k outt, substaux k t,
- List.map (substaux k) pl)
- | C.Fix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,i,ty,bo) ->
- (name, i, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.Fix (i, substitutedfl)
- | C.CoFix (i,fl) ->
- let len = List.length fl in
- let substitutedfl =
- List.map
- (fun (name,ty,bo) ->
- (name, substaux k ty, substaux (k+len) bo))
- fl
- in
- C.CoFix (i, substitutedfl)
- in
- substaux 1 where
-;;
-
-(* Takes a well-typed term and fully reduces it. *)
-(*CSC: It does not perform reduction in a Case *)
-let reduce context =
- let rec reduceaux context l =
- let module C = Cic in
- let module S = CicSubstitution in
- function
- C.Rel n as t ->
- (match List.nth context (n-1) with
- Some (_,C.Decl _) -> if l = [] then t else C.Appl (t::l)
- | Some (_,C.Def (bo,_)) -> reduceaux context l (S.lift n bo)
- | None -> raise RelToHiddenHypothesis
- )
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- | C.Variable (_,None,_,_,_) ->
- let t' = C.Var (uri,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.Variable (_,Some body,_,_,_) ->
- (reduceaux context l
- (CicSubstitution.subst_vars exp_named_subst' body))
- )
- | C.Meta _ as t -> if l = [] then t else C.Appl (t::l)
- | C.Sort _ as t -> t (* l should be empty *)
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) ->
- C.Cast (reduceaux context l te, reduceaux context l ty)
- | C.Prod (name,s,t) ->
- assert (l = []) ;
- C.Prod (name,
- reduceaux context [] s,
- reduceaux ((Some (name,C.Decl s))::context) [] t)
- | C.Lambda (name,s,t) ->
- (match l with
- [] ->
- C.Lambda (name,
- reduceaux context [] s,
- reduceaux ((Some (name,C.Decl s))::context) [] t)
- | he::tl -> reduceaux context tl (S.subst he t)
- (* when name is Anonimous the substitution should be superfluous *)
- )
- | C.LetIn (n,s,t) ->
- reduceaux context l (S.subst (reduceaux context [] s) t)
- | C.Appl (he::tl) ->
- let tl' = List.map (reduceaux context []) tl in
- reduceaux context (tl'@l) he
- | C.Appl [] -> raise (Impossible 1)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.Constant (_,Some body,_,_,_) ->
- (reduceaux context l
- (CicSubstitution.subst_vars exp_named_subst' body))
- | C.Constant (_,None,_,_,_) ->
- let t' = C.Const (uri,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,body,_,_,_) ->
- (reduceaux context l
- (CicSubstitution.subst_vars exp_named_subst' body))
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- let t' = C.MutInd (uri,i,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.MutConstruct (uri,i,j,exp_named_subst) as t ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- let t' = C.MutConstruct (uri,i,j,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.MutCase (mutind,i,outtype,term,pl) ->
- let decofix =
- function
- C.CoFix (i,fl) as t ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- reduceaux context [] body'
- | C.Appl (C.CoFix (i,fl) :: tl) ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- let tl' = List.map (reduceaux context []) tl in
- reduceaux context tl' body'
- | t -> t
- in
- (match decofix (reduceaux context [] term) with
- C.MutConstruct (_,_,j,_) -> reduceaux context l (List.nth pl (j-1))
- | C.Appl (C.MutConstruct (_,_,j,_) :: tl) ->
- let (arity, r) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph mutind in
- match o with
- C.InductiveDefinition (tl,_,r,_) ->
- let (_,_,arity,_) = List.nth tl i in
- (arity,r)
- | _ -> raise WrongUriToInductiveDefinition
- in
- let ts =
- let rec eat_first =
- function
- (0,l) -> l
- | (n,he::tl) when n > 0 -> eat_first (n - 1, tl)
- | _ -> raise (Impossible 5)
- in
- eat_first (r,tl)
- in
- reduceaux context (ts@l) (List.nth pl (j-1))
- | C.Cast _ | C.Implicit _ ->
- raise (Impossible 2) (* we don't trust our whd ;-) *)
- | _ ->
- let outtype' = reduceaux context [] outtype in
- let term' = reduceaux context [] term in
- let pl' = List.map (reduceaux context []) pl in
- let res =
- C.MutCase (mutind,i,outtype',term',pl')
- in
- if l = [] then res else C.Appl (res::l)
- )
- | C.Fix (i,fl) ->
- let tys =
- List.map (function (name,_,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let t' () =
- let fl' =
- List.map
- (function (n,recindex,ty,bo) ->
- (n,recindex,reduceaux context [] ty, reduceaux (tys@context) [] bo)
- ) fl
- in
- C.Fix (i, fl')
- in
- let (_,recindex,_,body) = List.nth fl i in
- let recparam =
- try
- Some (List.nth l recindex)
- with
- _ -> None
- in
- (match recparam with
- Some recparam ->
- (match reduceaux context [] recparam with
- C.MutConstruct _
- | C.Appl ((C.MutConstruct _)::_) ->
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.Fix (!counter,fl)))
- fl
- body
- in
- (* Possible optimization: substituting whd recparam in l*)
- reduceaux context l body'
- | _ -> if l = [] then t' () else C.Appl ((t' ())::l)
- )
- | None -> if l = [] then t' () else C.Appl ((t' ())::l)
- )
- | C.CoFix (i,fl) ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let t' =
- let fl' =
- List.map
- (function (n,ty,bo) ->
- (n,reduceaux context [] ty, reduceaux (tys@context) [] bo)
- ) fl
- in
- C.CoFix (i, fl')
- in
- if l = [] then t' else C.Appl (t'::l)
- and reduceaux_exp_named_subst context l =
- List.map (function uri,t -> uri,reduceaux context [] t)
- in
- reduceaux context []
-;;
-
-exception WrongShape;;
-exception AlreadySimplified;;
-
-(* Takes a well-typed term and *)
-(* 1) Performs beta-iota-zeta reduction until delta reduction is needed *)
-(* 2) Attempts delta-reduction. If the residual is a Fix lambda-abstracted *)
-(* w.r.t. zero or more variables and if the Fix can be reductaed, than it*)
-(* is reduced, the delta-reduction is succesfull and the whole algorithm *)
-(* is applied again to the new redex; Step 3.1) is applied to the result *)
-(* of the recursive simplification. Otherwise, if the Fix can not be *)
-(* reduced, than the delta-reductions fails and the delta-redex is *)
-(* not reduced. Otherwise, if the delta-residual is not the *)
-(* lambda-abstraction of a Fix, then it performs step 3.2). *)
-(* 3.1) Folds the application of the constant to the arguments that did not *)
-(* change in every iteration, i.e. to the actual arguments for the *)
-(* lambda-abstractions that precede the Fix. *)
-(* 3.2) Computes the head beta-zeta normal form of the term. Then it tries *)
-(* reductions. If the reduction cannot be performed, it returns the *)
-(* original term (not the head beta-zeta normal form of the definiendum) *)
-(*CSC: It does not perform simplification in a Case *)
-
-let simpl context =
- let mk_appl t l =
- if l = [] then
- t
- else
- match t with
- | Cic.Appl l' -> Cic.Appl (l'@l)
- | _ -> Cic.Appl (t::l)
- in
- (* reduceaux is equal to the reduceaux locally defined inside *)
- (* reduce, but for the const case. *)
- (**** Step 1 ****)
- let rec reduceaux context l =
- let module C = Cic in
- let module S = CicSubstitution in
- function
- C.Rel n as t ->
- (try
- match List.nth context (n-1) with
- Some (_,C.Decl _) -> if l = [] then t else C.Appl (t::l)
- | Some (_,C.Def (bo,_)) ->
- try_delta_expansion context l t (S.lift n bo)
- | None -> raise RelToHiddenHypothesis
- with
- Failure _ -> assert false)
- | C.Var (uri,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.Constant _ -> raise ReferenceToConstant
- | C.CurrentProof _ -> raise ReferenceToCurrentProof
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- | C.Variable (_,None,_,_,_) ->
- let t' = C.Var (uri,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.Variable (_,Some body,_,_,_) ->
- reduceaux context l
- (CicSubstitution.subst_vars exp_named_subst' body)
- )
- | C.Meta _ as t -> if l = [] then t else C.Appl (t::l)
- | C.Sort _ as t -> t (* l should be empty *)
- | C.Implicit _ as t -> t
- | C.Cast (te,ty) ->
- C.Cast (reduceaux context l te, reduceaux context l ty)
- | C.Prod (name,s,t) ->
- assert (l = []) ;
- C.Prod (name,
- reduceaux context [] s,
- reduceaux ((Some (name,C.Decl s))::context) [] t)
- | C.Lambda (name,s,t) ->
- (match l with
- [] ->
- C.Lambda (name,
- reduceaux context [] s,
- reduceaux ((Some (name,C.Decl s))::context) [] t)
- | he::tl -> reduceaux context tl (S.subst he t)
- (* when name is Anonimous the substitution should be superfluous *)
- )
- | C.LetIn (n,s,t) ->
- reduceaux context l (S.subst (reduceaux context [] s) t)
- | C.Appl (he::tl) ->
- let tl' = List.map (reduceaux context []) tl in
- reduceaux context (tl'@l) he
- | C.Appl [] -> raise (Impossible 1)
- | C.Const (uri,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- (let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- match o with
- C.Constant (_,Some body,_,_,_) ->
- try_delta_expansion context l
- (C.Const (uri,exp_named_subst'))
- (CicSubstitution.subst_vars exp_named_subst' body)
- | C.Constant (_,None,_,_,_) ->
- let t' = C.Const (uri,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.Variable _ -> raise ReferenceToVariable
- | C.CurrentProof (_,_,body,_,_,_) -> reduceaux context l body
- | C.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- | C.MutInd (uri,i,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- let t' = C.MutInd (uri,i,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.MutConstruct (uri,i,j,exp_named_subst) ->
- let exp_named_subst' =
- reduceaux_exp_named_subst context l exp_named_subst
- in
- let t' = C.MutConstruct(uri,i,j,exp_named_subst') in
- if l = [] then t' else C.Appl (t'::l)
- | C.MutCase (mutind,i,outtype,term,pl) ->
- let decofix =
- function
- C.CoFix (i,fl) as t ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl in
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- reduceaux context [] body'
- | C.Appl (C.CoFix (i,fl) :: tl) ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl in
- let (_,_,body) = List.nth fl i in
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.CoFix (!counter,fl)))
- fl
- body
- in
- let tl' = List.map (reduceaux context []) tl in
- reduceaux context tl body'
- | t -> t
- in
- (match decofix (CicReduction.whd context term) with
- C.MutConstruct (_,_,j,_) -> reduceaux context l (List.nth pl (j-1))
- | C.Appl (C.MutConstruct (_,_,j,_) :: tl) ->
- let (arity, r) =
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph mutind in
- match o with
- C.InductiveDefinition (tl,ingredients,r,_) ->
- let (_,_,arity,_) = List.nth tl i in
- (arity,r)
- | _ -> raise WrongUriToInductiveDefinition
- in
- let ts =
- let rec eat_first =
- function
- (0,l) -> l
- | (n,he::tl) when n > 0 -> eat_first (n - 1, tl)
- | _ -> raise (Impossible 5)
- in
- eat_first (r,tl)
- in
- reduceaux context (ts@l) (List.nth pl (j-1))
- | C.Cast _ | C.Implicit _ ->
- raise (Impossible 2) (* we don't trust our whd ;-) *)
- | _ ->
- let outtype' = reduceaux context [] outtype in
- let term' = reduceaux context [] term in
- let pl' = List.map (reduceaux context []) pl in
- let res =
- C.MutCase (mutind,i,outtype',term',pl')
- in
- if l = [] then res else C.Appl (res::l)
- )
- | C.Fix (i,fl) ->
- let tys =
- List.map (function (name,_,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let t' () =
- let fl' =
- List.map
- (function (n,recindex,ty,bo) ->
- (n,recindex,reduceaux context [] ty, reduceaux (tys@context) [] bo)
- ) fl
- in
- C.Fix (i, fl')
- in
- let (_,recindex,_,body) = List.nth fl i in
- let recparam =
- try
- Some (List.nth l recindex)
- with
- _ -> None
- in
- (match recparam with
- Some recparam ->
- (match reduceaux context [] recparam with
- C.MutConstruct _
- | C.Appl ((C.MutConstruct _)::_) ->
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (fun _ -> decr counter ; S.subst (C.Fix (!counter,fl)))
- fl
- body
- in
- (* Possible optimization: substituting whd recparam in l*)
- reduceaux context l body'
- | _ -> if l = [] then t' () else C.Appl ((t' ())::l)
- )
- | None -> if l = [] then t' () else C.Appl ((t' ())::l)
- )
- | C.CoFix (i,fl) ->
- let tys =
- List.map (function (name,ty,_) -> Some (C.Name name, C.Decl ty)) fl
- in
- let t' =
- let fl' =
- List.map
- (function (n,ty,bo) ->
- (n,reduceaux context [] ty, reduceaux (tys@context) [] bo)
- ) fl
- in
- C.CoFix (i, fl')
- in
- if l = [] then t' else C.Appl (t'::l)
- and reduceaux_exp_named_subst context l =
- List.map (function uri,t -> uri,reduceaux context [] t)
- (**** Step 2 ****)
- and try_delta_expansion context l term body =
- let module C = Cic in
- let module S = CicSubstitution in
- try
- let res,constant_args =
- let rec aux rev_constant_args l =
- function
- C.Lambda (name,s,t) as t' ->
- begin
- match l with
- [] -> raise WrongShape
- | he::tl ->
- (* when name is Anonimous the substitution should *)
- (* be superfluous *)
- aux (he::rev_constant_args) tl (S.subst he t)
- end
- | C.LetIn (_,s,t) ->
- aux rev_constant_args l (S.subst s t)
- | C.Fix (i,fl) as t ->
- let tys =
- List.map (function (name,_,ty,_) ->
- Some (C.Name name, C.Decl ty)) fl
- in
- let (_,recindex,_,body) = List.nth fl i in
- let recparam =
- try
- List.nth l recindex
- with
- _ -> raise AlreadySimplified
- in
- (match CicReduction.whd context recparam with
- C.MutConstruct _
- | C.Appl ((C.MutConstruct _)::_) ->
- let body' =
- let counter = ref (List.length fl) in
- List.fold_right
- (function _ ->
- decr counter ; S.subst (C.Fix (!counter,fl))
- ) fl body
- in
- (* Possible optimization: substituting whd *)
- (* recparam in l *)
- reduceaux context l body',
- List.rev rev_constant_args
- | _ -> raise AlreadySimplified
- )
- | _ -> raise WrongShape
- in
- aux [] l body
- in
- (**** Step 3.1 ****)
- let term_to_fold, delta_expanded_term_to_fold =
- match constant_args with
- [] -> term,body
- | _ -> C.Appl (term::constant_args), C.Appl (body::constant_args)
- in
- let simplified_term_to_fold =
- reduceaux context [] delta_expanded_term_to_fold
- in
- replace (=) [simplified_term_to_fold] [term_to_fold] res
- with
- WrongShape ->
- (**** Step 3.2 ****)
- let rec aux l =
- function
- C.Lambda (name,s,t) ->
- (match l with
- [] -> raise AlreadySimplified
- | he::tl ->
- (* when name is Anonimous the substitution should *)
- (* be superfluous *)
- aux tl (S.subst he t))
- | C.LetIn (_,s,t) -> aux l (S.subst s t)
- | t ->
- let simplified = reduceaux context l t in
- if t = simplified then
- raise AlreadySimplified
- else
- simplified
- in
- (try aux l body
- with
- AlreadySimplified ->
- if l = [] then term else C.Appl (term::l))
- | AlreadySimplified ->
- (* If we performed delta-reduction, we would find a Fix *)
- (* not applied to a constructor. So, we refuse to perform *)
- (* delta-reduction. *)
- if l = [] then term else C.Appl (term::l)
- in
- reduceaux context []
-;;
-
-let unfold ?what context where =
- let contextlen = List.length context in
- let first_is_the_expandable_head_of_second context' t1 t2 =
- match t1,t2 with
- Cic.Const (uri,_), Cic.Const (uri',_)
- | Cic.Var (uri,_), Cic.Var (uri',_)
- | Cic.Const (uri,_), Cic.Appl (Cic.Const (uri',_)::_)
- | Cic.Var (uri,_), Cic.Appl (Cic.Var (uri',_)::_) -> UriManager.eq uri uri'
- | Cic.Const _, _
- | Cic.Var _, _ -> false
- | Cic.Rel n, Cic.Rel m
- | Cic.Rel n, Cic.Appl (Cic.Rel m::_) ->
- n + (List.length context' - contextlen) = m
- | Cic.Rel _, _ -> false
- | _,_ ->
- raise
- (ProofEngineTypes.Fail
- (lazy "The term to unfold is not a constant, a variable or a bound variable "))
- in
- let appl he tl =
- if tl = [] then he else Cic.Appl (he::tl) in
- let cannot_delta_expand t =
- raise
- (ProofEngineTypes.Fail
- (lazy ("The term " ^ CicPp.ppterm t ^ " cannot be delta-expanded"))) in
- let rec hd_delta_beta context tl =
- function
- Cic.Rel n as t ->
- (try
- match List.nth context (n-1) with
- Some (_,Cic.Decl _) -> cannot_delta_expand t
- | Some (_,Cic.Def (bo,_)) ->
- CicReduction.head_beta_reduce
- (appl (CicSubstitution.lift n bo) tl)
- | None -> raise RelToHiddenHypothesis
- with
- Failure _ -> assert false)
- | Cic.Const (uri,exp_named_subst) as t ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match o with
- Cic.Constant (_,Some body,_,_,_) ->
- CicReduction.head_beta_reduce
- (appl (CicSubstitution.subst_vars exp_named_subst body) tl)
- | Cic.Constant (_,None,_,_,_) -> cannot_delta_expand t
- | Cic.Variable _ -> raise ReferenceToVariable
- | Cic.CurrentProof _ -> raise ReferenceToCurrentProof
- | Cic.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- )
- | Cic.Var (uri,exp_named_subst) as t ->
- let o,_ = CicEnvironment.get_obj CicUniv.empty_ugraph uri in
- (match o with
- Cic.Constant _ -> raise ReferenceToConstant
- | Cic.CurrentProof _ -> raise ReferenceToCurrentProof
- | Cic.InductiveDefinition _ -> raise ReferenceToInductiveDefinition
- | Cic.Variable (_,Some body,_,_,_) ->
- CicReduction.head_beta_reduce
- (appl (CicSubstitution.subst_vars exp_named_subst body) tl)
- | Cic.Variable (_,None,_,_,_) -> cannot_delta_expand t
- )
- | Cic.Appl [] -> assert false
- | Cic.Appl (he::tl) -> hd_delta_beta context tl he
- | t -> cannot_delta_expand t
- in
- let context_and_matched_term_list =
- match what with
- None -> [context, where]
- | Some what ->
- let res =
- ProofEngineHelpers.locate_in_term
- ~equality:first_is_the_expandable_head_of_second
- what ~where context
- in
- if res = [] then
- raise
- (ProofEngineTypes.Fail
- (lazy ("Term "^ CicPp.ppterm what ^ " not found in " ^ CicPp.ppterm where)))
- else
- res
- in
- let reduced_terms =
- List.map
- (function (context,where) -> hd_delta_beta context [] where)
- context_and_matched_term_list in
- let whats = List.map snd context_and_matched_term_list in
- replace ~equality:(==) ~what:whats ~with_what:reduced_terms ~where
-;;
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception Impossible of int
-exception ReferenceToConstant
-exception ReferenceToVariable
-exception ReferenceToCurrentProof
-exception ReferenceToInductiveDefinition
-exception WrongUriToInductiveDefinition
-exception RelToHiddenHypothesis
-exception WrongShape
-exception AlreadySimplified
-exception WhatAndWithWhatDoNotHaveTheSameLength;;
-
-val alpha_equivalence: Cic.term -> Cic.term -> bool
-val replace :
- equality:('a -> Cic.term -> bool) ->
- what:'a list -> with_what:Cic.term list -> where:Cic.term -> Cic.term
-val replace_lifting :
- equality:(Cic.term -> Cic.term -> bool) ->
- what:Cic.term list -> with_what:Cic.term list -> where:Cic.term -> Cic.term
-val replace_lifting_csc :
- int -> equality:(Cic.term -> Cic.term -> bool) ->
- what:Cic.term list -> with_what:Cic.term list -> where:Cic.term -> Cic.term
-val reduce : Cic.context -> Cic.term -> Cic.term
-val simpl : Cic.context -> Cic.term -> Cic.term
-val unfold : ?what:Cic.term -> Cic.context -> Cic.term -> Cic.term
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open ProofEngineTypes
-
-let clearbody ~hyp =
- let clearbody ~hyp (proof, goal) =
- let module C = Cic in
- let curi,metasenv,pbo,pty = proof in
- let metano,_,_ = CicUtil.lookup_meta goal metasenv in
- let string_of_name =
- function
- C.Name n -> n
- | C.Anonymous -> "_"
- in
- let metasenv' =
- List.map
- (function
- (m,canonical_context,ty) when m = metano ->
- let canonical_context' =
- List.fold_right
- (fun entry context ->
- match entry with
- Some (C.Name hyp',C.Def (term,ty)) when hyp = hyp' ->
- let cleared_entry =
- let ty =
- match ty with
- Some ty -> ty
- | None ->
- fst
- (CicTypeChecker.type_of_aux' metasenv context term
- CicUniv.empty_ugraph) (* TASSI: FIXME *)
- in
- Some (C.Name hyp, Cic.Decl ty)
- in
- cleared_entry::context
- | None -> None::context
- | Some (n,C.Decl t)
- | Some (n,C.Def (t,None)) ->
- let _,_ =
- try
- CicTypeChecker.type_of_aux' metasenv context t
- CicUniv.empty_ugraph (* TASSI: FIXME *)
- with
- _ ->
- raise
- (Fail
- (lazy ("The correctness of hypothesis " ^
- string_of_name n ^
- " relies on the body of " ^ hyp)
- ))
- in
- entry::context
- | Some (_,Cic.Def (_,Some _)) -> assert false
- ) canonical_context []
- in
- let _,_ =
- try
- CicTypeChecker.type_of_aux' metasenv canonical_context' ty
- CicUniv.empty_ugraph (* TASSI: FIXME *)
- with
- _ ->
- raise
- (Fail
- (lazy ("The correctness of the goal relies on the body of " ^
- hyp)))
- in
- m,canonical_context',ty
- | t -> t
- ) metasenv
- in
- (curi,metasenv',pbo,pty), [goal]
- in
- mk_tactic (clearbody ~hyp)
-
-let clear ~hyp =
- let clear ~hyp (proof, goal) =
- let module C = Cic in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty =
- CicUtil.lookup_meta goal metasenv
- in
- let string_of_name =
- function
- C.Name n -> n
- | C.Anonymous -> "_"
- in
- let metasenv' =
- List.map
- (function
- (m,canonical_context,ty) when m = metano ->
- let context_changed, canonical_context' =
- List.fold_right
- (fun entry (b, context) ->
- match entry with
- Some (Cic.Name hyp',_) when hyp' = hyp ->
- (true, None::context)
- | None -> (b, None::context)
- | Some (n,C.Decl t)
- | Some (n,Cic.Def (t,Some _))
- | Some (n,C.Def (t,None)) ->
- if b then
- let _,_ =
- try
- CicTypeChecker.type_of_aux' metasenv context t
- CicUniv.empty_ugraph
- with _ ->
- raise
- (Fail
- (lazy ("Hypothesis " ^ string_of_name n ^
- " uses hypothesis " ^ hyp)))
- in
- (b, entry::context)
- else
- (b, entry::context)
- ) canonical_context (false, [])
- in
- if not context_changed then
- raise (Fail (lazy ("Hypothesis " ^ hyp ^ " does not exist")));
- let _,_ =
- try
- CicTypeChecker.type_of_aux' metasenv canonical_context' ty
- CicUniv.empty_ugraph
- with _ ->
- raise (Fail (lazy ("Hypothesis " ^ hyp ^ " occurs in the goal")))
- in
- m,canonical_context',ty
- | t -> t
- ) metasenv
- in
- (curi,metasenv',pbo,pty), [goal]
- in
- mk_tactic (clear ~hyp)
-
-(* Warning: this tactic has no effect on the proof term.
- It just changes the name of an hypothesis in the current sequent *)
-let rename ~from ~to_ =
- let rename ~from ~to_ (proof, goal) =
- let module C = Cic in
- let curi,metasenv,pbo,pty = proof in
- let metano,context,ty =
- CicUtil.lookup_meta goal metasenv
- in
- let metasenv' =
- List.map
- (function
- (m,canonical_context,ty) when m = metano ->
- let canonical_context' =
- List.map
- (function
- Some (Cic.Name hyp,decl_or_def) when hyp = from ->
- Some (Cic.Name to_,decl_or_def)
- | item -> item
- ) canonical_context
- in
- m,canonical_context',ty
- | t -> t
- ) metasenv
- in
- (curi,metasenv',pbo,pty), [goal]
- in
- mk_tactic (rename ~from ~to_)
-
-let set_goal n =
- ProofEngineTypes.mk_tactic
- (fun (proof, goal) ->
- let (_, metasenv, _, _) = proof in
- if CicUtil.exists_meta n metasenv then
- (proof, [n])
- else
- raise (ProofEngineTypes.Fail (lazy ("no such meta: " ^ string_of_int n))))
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val clearbody: hyp:string -> ProofEngineTypes.tactic
-val clear: hyp:string -> ProofEngineTypes.tactic
-
-(* Warning: this tactic has no effect on the proof term.
- It just changes the name of an hypothesis in the current sequent *)
-val rename: from:string -> to_:string -> ProofEngineTypes.tactic
-
- (* change the current goal to those referred by the given meta number *)
-val set_goal: int -> ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (**
- current proof (proof uri * metas * (in)complete proof * term to be prooved)
- *)
-type proof = UriManager.uri option * Cic.metasenv * Cic.term * Cic.term
- (** current goal, integer index *)
-type goal = int
-type status = proof * goal
-
-let initial_status ty metasenv =
- let rec aux max = function
- | [] -> max + 1
- | (idx, _, _) :: tl ->
- if idx > max then
- aux idx tl
- else
- aux max tl
- in
- let newmeta_idx = aux 0 metasenv in
- let proof =
- None, (newmeta_idx, [], ty) :: metasenv, Cic.Meta (newmeta_idx, []), ty
- in
- (proof, newmeta_idx)
-
- (**
- a tactic: make a transition from one status to another one or, usually,
- raise a "Fail" (@see Fail) exception in case of failure
- *)
- (** an unfinished proof with the optional current goal *)
-type tactic = status -> proof * goal list
-
- (** creates an opaque tactic from a status->proof*goal list function *)
-let mk_tactic t = t
-
-type reduction = Cic.context -> Cic.term -> Cic.term
-
-type lazy_term =
- Cic.context -> Cic.metasenv -> CicUniv.universe_graph ->
- Cic.term * Cic.metasenv * CicUniv.universe_graph
-
-let const_lazy_term t =
- (fun _ metasenv ugraph -> t, metasenv, ugraph)
-
-type lazy_reduction =
- Cic.context -> Cic.metasenv -> CicUniv.universe_graph ->
- reduction * Cic.metasenv * CicUniv.universe_graph
-
-let const_lazy_reduction red =
- (fun _ metasenv ugraph -> red, metasenv, ugraph)
-
-type pattern = lazy_term option * (string * Cic.term) list * Cic.term
-
-let conclusion_pattern t =
- let t' =
- match t with
- | None -> None
- | Some t -> Some (fun _ m u -> t, m, u)
- in
- t',[],Cic.Implicit (Some `Hole)
-
- (** tactic failure *)
-exception Fail of string Lazy.t
-
- (**
- calls the opaque tactic on the status, restoring the original
- universe graph if the tactic Fails
- *)
-let apply_tactic t status =
- t status
-
- (** constraint: the returned value will always be constructed by Cic.Name **)
-type mk_fresh_name_type =
- Cic.metasenv -> Cic.context -> Cic.name -> typ:Cic.term -> Cic.name
-
-let goals_of_proof (_,metasenv,_,_) = List.map (fun (g,_,_) -> g) metasenv
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
- (**
- current proof (proof uri * metas * (in)complete proof * term to be prooved)
- *)
-type proof = UriManager.uri option * Cic.metasenv * Cic.term * Cic.term
- (** current goal, integer index *)
-type goal = int
-type status = proof * goal
-
- (** @param goal
- * @param goal's metasenv
- * @return initial proof status for the given goal *)
-val initial_status: Cic.term -> Cic.metasenv -> status
-
- (**
- a tactic: make a transition from one status to another one or, usually,
- raise a "Fail" (@see Fail) exception in case of failure
- *)
- (** an unfinished proof with the optional current goal *)
-type tactic
-val mk_tactic: (status -> proof * goal list) -> tactic
-
-type reduction = Cic.context -> Cic.term -> Cic.term
-
-type lazy_term =
- Cic.context -> Cic.metasenv -> CicUniv.universe_graph ->
- Cic.term * Cic.metasenv * CicUniv.universe_graph
-
-val const_lazy_term: Cic.term -> lazy_term
-
-type lazy_reduction =
- Cic.context -> Cic.metasenv -> CicUniv.universe_graph ->
- reduction * Cic.metasenv * CicUniv.universe_graph
-
-val const_lazy_reduction: reduction -> lazy_reduction
-
- (** what, hypothesis patterns, conclusion pattern *)
-type pattern = lazy_term option * (string * Cic.term) list * Cic.term
-
- (** conclusion_pattern [t] returns the pattern (t,[],%) *)
-val conclusion_pattern : Cic.term option -> pattern
-
- (** tactic failure *)
-exception Fail of string Lazy.t
-
-val apply_tactic: tactic -> status -> proof * goal list
-
- (** constraint: the returned value will always be constructed by Cic.Name **)
-type mk_fresh_name_type =
- Cic.metasenv -> Cic.context -> Cic.name -> typ:Cic.term -> Cic.name
-
-val goals_of_proof: proof -> goal list
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open ProofEngineTypes
-
-(* Note: this code is almost identical to change_tac and
-* it could be unified by making the change function a callback *)
-let reduction_tac ~reduction ~pattern (proof,goal) =
- let curi,metasenv,pbo,pty = proof in
- let (metano,context,ty) as conjecture = CicUtil.lookup_meta goal metasenv in
- let change subst where terms metasenv ugraph =
- if terms = [] then where, metasenv, ugraph
- else
- let pairs, metasenv, ugraph =
- List.fold_left
- (fun (pairs, metasenv, ugraph) (context, t) ->
- let reduction, metasenv, ugraph = reduction context metasenv ugraph in
- ((t, reduction context t) :: pairs), metasenv, ugraph)
- ([], metasenv, ugraph)
- terms
- in
- let terms, terms' = List.split pairs in
- let where' =
- ProofEngineReduction.replace ~equality:(==) ~what:terms ~with_what:terms'
- ~where:where
- in
- CicMetaSubst.apply_subst subst where', metasenv, ugraph
- in
- let (subst,metasenv,ugraph,selected_context,selected_ty) =
- ProofEngineHelpers.select ~metasenv ~ugraph:CicUniv.empty_ugraph
- ~conjecture ~pattern
- in
- let ty', metasenv, ugraph = change subst ty selected_ty metasenv ugraph in
- let context', metasenv, ugraph =
- List.fold_right2
- (fun entry selected_entry (context', metasenv, ugraph) ->
- match entry,selected_entry with
- None,None -> None::context', metasenv, ugraph
- | Some (name,Cic.Decl ty),Some (`Decl selected_ty) ->
- let ty', metasenv, ugraph =
- change subst ty selected_ty metasenv ugraph
- in
- Some (name,Cic.Decl ty')::context', metasenv, ugraph
- | Some (name,Cic.Def (bo,ty)),Some (`Def (selected_bo,selected_ty)) ->
- let bo', metasenv, ugraph =
- change subst bo selected_bo metasenv ugraph
- in
- let ty', metasenv, ugraph =
- match ty,selected_ty with
- None,None -> None, metasenv, ugraph
- | Some ty,Some selected_ty ->
- let ty', metasenv, ugraph =
- change subst ty selected_ty metasenv ugraph
- in
- Some ty', metasenv, ugraph
- | _,_ -> assert false
- in
- (Some (name,Cic.Def (bo',ty'))::context'), metasenv, ugraph
- | _,_ -> assert false
- ) context selected_context ([], metasenv, ugraph) in
- let metasenv' =
- List.map (function
- | (n,_,_) when n = metano -> (metano,context',ty')
- | _ as t -> t
- ) metasenv
- in
- (curi,metasenv',pbo,pty), [metano]
-;;
-
-let simpl_tac ~pattern =
- mk_tactic (reduction_tac
- ~reduction:(const_lazy_reduction ProofEngineReduction.simpl) ~pattern)
-
-let reduce_tac ~pattern =
- mk_tactic (reduction_tac
- ~reduction:(const_lazy_reduction ProofEngineReduction.reduce) ~pattern)
-
-let unfold_tac what ~pattern =
- let reduction =
- match what with
- | None -> const_lazy_reduction (ProofEngineReduction.unfold ?what:None)
- | Some lazy_term ->
- (fun context metasenv ugraph ->
- let what, metasenv, ugraph = lazy_term context metasenv ugraph in
- ProofEngineReduction.unfold ~what, metasenv, ugraph)
- in
- mk_tactic (reduction_tac ~reduction ~pattern)
-
-let whd_tac ~pattern =
- mk_tactic (reduction_tac
- ~reduction:(const_lazy_reduction CicReduction.whd) ~pattern)
-
-let normalize_tac ~pattern =
- mk_tactic (reduction_tac
- ~reduction:(const_lazy_reduction CicReduction.normalize) ~pattern)
-
-exception NotConvertible
-
-(* Note: this code is almost identical to reduction_tac and
-* it could be unified by making the change function a callback *)
-(* CSC: with_what is parsed in the context of the goal, but it should replace
- something that lives in a completely different context. Thus we
- perform a delift + lift phase to move it in the right context. However,
- in this way the tactic is less powerful than expected: with_what cannot
- reference variables that are local to the term that is going to be
- replaced. To fix this we should parse with_what in the context of the
- term(s) to be replaced. *)
-let change_tac ~pattern with_what =
- let change_tac ~pattern ~with_what (proof, goal) =
- let curi,metasenv,pbo,pty = proof in
- let (metano,context,ty) as conjecture = CicUtil.lookup_meta goal metasenv in
- let change subst where terms metasenv ugraph =
- if terms = [] then where, metasenv, ugraph
- else
- let pairs, metasenv, ugraph =
- List.fold_left
- (fun (pairs, metasenv, ugraph) (context_of_t, t) ->
- let with_what, metasenv, ugraph =
- with_what context_of_t metasenv ugraph
- in
- let _,u =
- CicTypeChecker.type_of_aux' metasenv context_of_t with_what ugraph
- in
- let b,_ =
- CicReduction.are_convertible ~metasenv context_of_t t with_what u
- in
- if b then
- ((t, with_what) :: pairs), metasenv, ugraph
- else
- raise NotConvertible)
- ([], metasenv, ugraph)
- terms
- in
- let terms, terms' = List.split pairs in
- let where' =
- ProofEngineReduction.replace ~equality:(==) ~what:terms ~with_what:terms'
- ~where:where
- in
- CicMetaSubst.apply_subst subst where', metasenv, ugraph
- in
- let (subst,metasenv,ugraph,selected_context,selected_ty) =
- ProofEngineHelpers.select ~metasenv ~ugraph:CicUniv.empty_ugraph ~conjecture
- ~pattern in
- let ty', metasenv, ugraph = change subst ty selected_ty metasenv ugraph in
- let context', metasenv, ugraph =
- List.fold_right2
- (fun entry selected_entry (context', metasenv, ugraph) ->
- match entry,selected_entry with
- None,None -> (None::context'), metasenv, ugraph
- | Some (name,Cic.Decl ty),Some (`Decl selected_ty) ->
- let ty', metasenv, ugraph =
- change subst ty selected_ty metasenv ugraph
- in
- (Some (name,Cic.Decl ty')::context'), metasenv, ugraph
- | Some (name,Cic.Def (bo,ty)),Some (`Def (selected_bo,selected_ty)) ->
- let bo', metasenv, ugraph =
- change subst bo selected_bo metasenv ugraph
- in
- let ty', metasenv, ugraph =
- match ty,selected_ty with
- None,None -> None, metasenv, ugraph
- | Some ty,Some selected_ty ->
- let ty', metasenv, ugraph =
- change subst ty selected_ty metasenv ugraph
- in
- Some ty', metasenv, ugraph
- | _,_ -> assert false
- in
- (Some (name,Cic.Def (bo',ty'))::context'), metasenv, ugraph
- | _,_ -> assert false
- ) context selected_context ([], metasenv, ugraph) in
- let metasenv' =
- List.map
- (function
- | (n,_,_) when n = metano -> (metano,context',ty')
- | _ as t -> t)
- metasenv
- in
- (curi,metasenv',pbo,pty), [metano]
- in
- mk_tactic (change_tac ~pattern ~with_what)
-
-let fold_tac ~reduction ~term ~pattern =
- let fold_tac ~reduction ~term ~pattern:(wanted,hyps_pat,concl_pat) status =
- assert (wanted = None); (* this should be checked syntactically *)
- let reduced_term =
- (fun context metasenv ugraph ->
- let term, metasenv, ugraph = term context metasenv ugraph in
- let reduction, metasenv, ugraph = reduction context metasenv ugraph in
- reduction context term, metasenv, ugraph)
- in
- apply_tactic
- (change_tac ~pattern:(Some reduced_term,hyps_pat,concl_pat) term) status
- in
- mk_tactic (fold_tac ~reduction ~term ~pattern)
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val simpl_tac: pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val reduce_tac: pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val whd_tac: pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val normalize_tac: pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-
-(* The default of term is the thesis of the goal to be prooved *)
-val unfold_tac:
- ProofEngineTypes.lazy_term option ->
- pattern:ProofEngineTypes.pattern ->
- ProofEngineTypes.tactic
-
-val change_tac:
- pattern:ProofEngineTypes.pattern ->
- ProofEngineTypes.lazy_term ->
- ProofEngineTypes.tactic
-
-val fold_tac:
- reduction:ProofEngineTypes.lazy_reduction ->
- term:ProofEngineTypes.lazy_term ->
- pattern:ProofEngineTypes.pattern ->
- ProofEngineTypes.tactic
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open CicReduction
-open PrimitiveTactics
-open ProofEngineTypes
-open UriManager
-
-(** DEBUGGING *)
-
- (** perform debugging output? *)
-let debug = false
-let debug_print = fun _ -> ()
-
- (** debugging print *)
-let warn s = debug_print (lazy ("RING WARNING: " ^ (Lazy.force s)))
-
-(** CIC URIS *)
-
-(**
- Note: For constructors URIs aren't really URIs but rather triples of
- the form (uri, typeno, consno). This discrepancy is to preserver an
- uniformity of invocation of "mkXXX" functions.
-*)
-
-let equality_is_a_congruence_A =
- uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/A.var"
-let equality_is_a_congruence_x =
- uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/x.var"
-let equality_is_a_congruence_y =
- uri_of_string "cic:/Coq/Init/Logic/Logic_lemmas/equality/y.var"
-
-let apolynomial_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/apolynomial.ind"
-let apvar_uri = (apolynomial_uri, 0, 1)
-let ap0_uri = (apolynomial_uri, 0, 2)
-let ap1_uri = (apolynomial_uri, 0, 3)
-let applus_uri = (apolynomial_uri, 0, 4)
-let apmult_uri = (apolynomial_uri, 0, 5)
-let apopp_uri = (apolynomial_uri, 0, 6)
-
-let quote_varmap_A_uri = uri_of_string "cic:/Coq/ring/Quote/variables_map/A.var"
-let varmap_uri = uri_of_string "cic:/Coq/ring/Quote/varmap.ind"
-let empty_vm_uri = (varmap_uri, 0, 1)
-let node_vm_uri = (varmap_uri, 0, 2)
-let varmap_find_uri = uri_of_string "cic:/Coq/ring/Quote/varmap_find.con"
-let index_uri = uri_of_string "cic:/Coq/ring/Quote/index.ind"
-let left_idx_uri = (index_uri, 0, 1)
-let right_idx_uri = (index_uri, 0, 2)
-let end_idx_uri = (index_uri, 0, 3)
-
-let abstract_rings_A_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/A.var"
-let abstract_rings_Aplus_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Aplus.var"
-let abstract_rings_Amult_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Amult.var"
-let abstract_rings_Aone_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Aone.var"
-let abstract_rings_Azero_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Azero.var"
-let abstract_rings_Aopp_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Aopp.var"
-let abstract_rings_Aeq_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/Aeq.var"
-let abstract_rings_vm_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/vm.var"
-let abstract_rings_T_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/abstract_rings/T.var"
-let interp_ap_uri = uri_of_string "cic:/Coq/ring/Ring_abstract/interp_ap.con"
-let interp_sacs_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/interp_sacs.con"
-let apolynomial_normalize_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/apolynomial_normalize.con"
-let apolynomial_normalize_ok_uri =
- uri_of_string "cic:/Coq/ring/Ring_abstract/apolynomial_normalize_ok.con"
-
-(** CIC PREDICATES *)
-
- (**
- check whether a term is a constant or not, if argument "uri" is given and is
- not "None" also check if the constant correspond to the given one or not
- *)
-let cic_is_const ?(uri: uri option = None) term =
- match uri with
- | None ->
- (match term with
- | Cic.Const _ -> true
- | _ -> false)
- | Some realuri ->
- (match term with
- | Cic.Const (u, _) when (eq u realuri) -> true
- | _ -> false)
-
-(** PROOF AND GOAL ACCESSORS *)
-
- (**
- @param proof a proof
- @return the uri of a given proof
- *)
-let uri_of_proof ~proof:(uri, _, _, _) = uri
-
- (**
- @param status current proof engine status
- @raise Failure if proof is None
- @return current goal's metasenv
- *)
-let metasenv_of_status ((_,m,_,_), _) = m
-
- (**
- @param status a proof engine status
- @raise Failure when proof or goal are None
- @return context corresponding to current goal
- *)
-let context_of_status status =
- let (proof, goal) = status in
- let metasenv = metasenv_of_status status in
- let _, context, _ = CicUtil.lookup_meta goal metasenv in
- context
-
-(** CIC TERM CONSTRUCTORS *)
-
- (**
- Create a Cic term consisting of a constant
- @param uri URI of the constant
- @proof current proof
- @exp_named_subst explicit named substitution
- *)
-let mkConst ~uri ~exp_named_subst =
- Cic.Const (uri, exp_named_subst)
-
- (**
- Create a Cic term consisting of a constructor
- @param uri triple <uri, typeno, consno> where uri is the uri of an inductive
- type, typeno is the type number in a mutind structure (0 based), consno is
- the constructor number (1 based)
- @exp_named_subst explicit named substitution
- *)
-let mkCtor ~uri:(uri, typeno, consno) ~exp_named_subst =
- Cic.MutConstruct (uri, typeno, consno, exp_named_subst)
-
- (**
- Create a Cic term consisting of a type member of a mutual induction
- @param uri pair <uri, typeno> where uri is the uri of a mutual inductive
- type and typeno is the type number (0 based) in the mutual induction
- @exp_named_subst explicit named substitution
- *)
-let mkMutInd ~uri:(uri, typeno) ~exp_named_subst =
- Cic.MutInd (uri, typeno, exp_named_subst)
-
-(** EXCEPTIONS *)
-
- (**
- raised when the current goal is not ringable; a goal is ringable when is an
- equality on reals (@see r_uri)
- *)
-exception GoalUnringable
-
-(** RING's FUNCTIONS LIBRARY *)
-
- (**
- Check whether the ring tactic can be applied on a given term (i.e. that is
- an equality on reals)
- @param term to be tested
- @return true if the term is ringable, false otherwise
- *)
-let ringable =
- let is_equality = function
- | Cic.MutInd (uri, 0, []) when (eq uri HelmLibraryObjects.Logic.eq_URI) -> true
- | _ -> false
- in
- let is_real = function
- | Cic.Const (uri, _) when (eq uri HelmLibraryObjects.Reals.r_URI) -> true
- | _ -> false
- in
- function
- | Cic.Appl (app::set::_::_::[]) when (is_equality app && is_real set) ->
- warn (lazy "Goal Ringable!");
- true
- | _ ->
- warn (lazy "Goal Not Ringable :-((");
- false
-
- (**
- split an equality goal of the form "t1 = t2" in its two subterms t1 and t2
- after checking that the goal is ringable
- @param goal the current goal
- @return a pair (t1,t2) that are two sides of the equality goal
- @raise GoalUnringable if the goal isn't ringable
- *)
-let split_eq = function
- | (Cic.Appl (_::_::t1::t2::[])) as term when ringable term ->
- warn (lazy ("<term1>" ^ (CicPp.ppterm t1) ^ "</term1>"));
- warn (lazy ("<term2>" ^ (CicPp.ppterm t2) ^ "</term2>"));
- (t1, t2)
- | _ -> raise GoalUnringable
-
- (**
- @param i an integer index representing a 1 based number of node in a binary
- search tree counted in a fbs manner (i.e.: 1 is the root, 2 is the left
- child of the root (if any), 3 is the right child of the root (if any), 4 is
- the left child of the left child of the root (if any), ....)
- @param proof the current proof
- @return an index representing the same node in a varmap (@see varmap_uri),
- the returned index is as defined in index (@see index_uri)
- *)
-let path_of_int n =
- let rec digits_of_int n =
- if n=1 then [] else (n mod 2 = 1)::(digits_of_int (n lsr 1))
- in
- List.fold_right
- (fun digit path ->
- Cic.Appl [
- mkCtor (if (digit = true) then right_idx_uri else left_idx_uri) [];
- path])
- (List.rev (digits_of_int n)) (* remove leading true (i.e. digit 1) *)
- (mkCtor end_idx_uri [])
-
- (**
- Build a variable map (@see varmap_uri) from a variables array.
- A variable map is almost a binary tree so this function receiving a var list
- like [v;w;x;y;z] will build a varmap of shape: v
- / \
- w x
- / \
- y z
- @param vars variables array
- @return a cic term representing the variable map containing vars variables
- *)
-let btree_of_array ~vars =
- let r = HelmLibraryObjects.Reals.r in
- let empty_vm_r = mkCtor empty_vm_uri [quote_varmap_A_uri,r] in
- let node_vm_r = mkCtor node_vm_uri [quote_varmap_A_uri,r] in
- let size = Array.length vars in
- let halfsize = size lsr 1 in
- let rec aux n = (* build the btree starting from position n *)
- (*
- n is the position in the vars array _1_based_ in order to access
- left and right child using (n*2, n*2+1) trick
- *)
- if n > size then
- empty_vm_r
- else if n > halfsize then (* no more children *)
- Cic.Appl [node_vm_r; vars.(n-1); empty_vm_r; empty_vm_r]
- else (* still children *)
- Cic.Appl [node_vm_r; vars.(n-1); aux (n*2); aux (n*2+1)]
- in
- aux 1
-
- (**
- abstraction function:
- concrete polynoms -----> (abstract polynoms, varmap)
- @param terms list of conrete polynoms
- @return a pair <aterms, varmap> where aterms is a list of abstract polynoms
- and varmap is the variable map needed to interpret them
- *)
-let abstract_poly ~terms =
- let varhash = Hashtbl.create 19 in (* vars hash, to speed up lookup *)
- let varlist = ref [] in (* vars list in reverse order *)
- let counter = ref 1 in (* index of next new variable *)
- let rec aux = function (* TODO not tail recursive *)
- (* "bop" -> binary operator | "uop" -> unary operator *)
- | Cic.Appl (bop::t1::t2::[])
- when (cic_is_const ~uri:(Some HelmLibraryObjects.Reals.rplus_URI) bop) -> (* +. *)
- Cic.Appl [mkCtor applus_uri []; aux t1; aux t2]
- | Cic.Appl (bop::t1::t2::[])
- when (cic_is_const ~uri:(Some HelmLibraryObjects.Reals.rmult_URI) bop) -> (* *. *)
- Cic.Appl [mkCtor apmult_uri []; aux t1; aux t2]
- | Cic.Appl (uop::t::[])
- when (cic_is_const ~uri:(Some HelmLibraryObjects.Reals.ropp_URI) uop) -> (* ~-. *)
- Cic.Appl [mkCtor apopp_uri []; aux t]
- | t when (cic_is_const ~uri:(Some HelmLibraryObjects.Reals.r0_URI) t) -> (* 0. *)
- mkCtor ap0_uri []
- | t when (cic_is_const ~uri:(Some HelmLibraryObjects.Reals.r1_URI) t) -> (* 1. *)
- mkCtor ap1_uri []
- | t -> (* variable *)
- try
- Hashtbl.find varhash t (* use an old var *)
- with Not_found -> begin (* create a new var *)
- let newvar =
- Cic.Appl [mkCtor apvar_uri []; path_of_int !counter]
- in
- incr counter;
- varlist := t :: !varlist;
- Hashtbl.add varhash t newvar;
- newvar
- end
- in
- let aterms = List.map aux terms in (* abstract vars *)
- let varmap = (* build varmap *)
- btree_of_array ~vars:(Array.of_list (List.rev !varlist))
- in
- (aterms, varmap)
-
- (**
- given a list of abstract terms (i.e. apolynomials) build the ring "segments"
- that is triples like (t', t'', t''') where
- t' = interp_ap(varmap, at)
- t'' = interp_sacs(varmap, (apolynomial_normalize at))
- t''' = apolynomial_normalize_ok(varmap, at)
- at is the abstract term built from t, t is a single member of aterms
- *)
-let build_segments ~terms =
- let theory_args_subst varmap =
- [abstract_rings_A_uri, HelmLibraryObjects.Reals.r ;
- abstract_rings_Aplus_uri, HelmLibraryObjects.Reals.rplus ;
- abstract_rings_Amult_uri, HelmLibraryObjects.Reals.rmult ;
- abstract_rings_Aone_uri, HelmLibraryObjects.Reals.r1 ;
- abstract_rings_Azero_uri, HelmLibraryObjects.Reals.r0 ;
- abstract_rings_Aopp_uri, HelmLibraryObjects.Reals.ropp ;
- abstract_rings_vm_uri, varmap] in
- let theory_args_subst' eq varmap t =
- [abstract_rings_A_uri, HelmLibraryObjects.Reals.r ;
- abstract_rings_Aplus_uri, HelmLibraryObjects.Reals.rplus ;
- abstract_rings_Amult_uri, HelmLibraryObjects.Reals.rmult ;
- abstract_rings_Aone_uri, HelmLibraryObjects.Reals.r1 ;
- abstract_rings_Azero_uri, HelmLibraryObjects.Reals.r0 ;
- abstract_rings_Aopp_uri, HelmLibraryObjects.Reals.ropp ;
- abstract_rings_Aeq_uri, eq ;
- abstract_rings_vm_uri, varmap ;
- abstract_rings_T_uri, t] in
- let interp_ap varmap =
- mkConst interp_ap_uri (theory_args_subst varmap) in
- let interp_sacs varmap =
- mkConst interp_sacs_uri (theory_args_subst varmap) in
- let apolynomial_normalize = mkConst apolynomial_normalize_uri [] in
- let apolynomial_normalize_ok eq varmap t =
- mkConst apolynomial_normalize_ok_uri (theory_args_subst' eq varmap t) in
- let lxy_false = (** Cic funcion "fun (x,y):R -> false" *)
- Cic.Lambda (Cic.Anonymous, HelmLibraryObjects.Reals.r,
- Cic.Lambda (Cic.Anonymous, HelmLibraryObjects.Reals.r, HelmLibraryObjects.Datatypes.falseb))
- in
- let (aterms, varmap) = abstract_poly ~terms in (* abstract polys *)
- List.map (* build ring segments *)
- (fun t ->
- Cic.Appl [interp_ap varmap ; t],
- Cic.Appl (
- [interp_sacs varmap ; Cic.Appl [apolynomial_normalize; t]]),
- Cic.Appl [apolynomial_normalize_ok lxy_false varmap HelmLibraryObjects.Reals.rtheory ; t]
- ) aterms
-
-
-let status_of_single_goal_tactic_result =
- function
- proof,[goal] -> proof,goal
- | _ ->
- raise (Fail (lazy "status_of_single_goal_tactic_result: the tactic did not produce exactly a new goal"))
-
-(* Galla: spostata in variousTactics.ml
- (**
- auxiliary tactic "elim_type"
- @param status current proof engine status
- @param term term to cut
- *)
-let elim_type_tac ~term status =
- warn (lazy "in Ring.elim_type_tac");
- Tacticals.thens ~start:(cut_tac ~term)
- ~continuations:[elim_simpl_intros_tac ~term:(Cic.Rel 1) ; Tacticals.id_tac] status
-*)
-
- (**
- auxiliary tactic, use elim_type and try to close 2nd subgoal using proof
- @param status current proof engine status
- @param term term to cut
- @param proof term used to prove second subgoal generated by elim_type
- *)
-(* FG: METTERE I NOMI ANCHE QUI? *)
-let elim_type2_tac ~term ~proof =
- let elim_type2_tac ~term ~proof status =
- let module E = EliminationTactics in
- warn (lazy "in Ring.elim_type2");
- ProofEngineTypes.apply_tactic
- (Tacticals.thens ~start:(E.elim_type_tac term)
- ~continuations:[Tacticals.id_tac ; exact_tac ~term:proof]) status
- in
- ProofEngineTypes.mk_tactic (elim_type2_tac ~term ~proof)
-
-(* Galla: spostata in variousTactics.ml
- (**
- Reflexivity tactic, try to solve current goal using "refl_eqT"
- Warning: this isn't equale to the coq's Reflexivity because this one tries
- only refl_eqT, coq's one also try "refl_equal"
- @param status current proof engine status
- *)
-let reflexivity_tac (proof, goal) =
- warn (lazy "in Ring.reflexivity_tac");
- let refl_eqt = mkCtor ~uri:refl_eqt_uri ~exp_named_subst:[] in
- try
- apply_tac (proof, goal) ~term:refl_eqt
- with (Fail _) as e ->
- let e_str = Printexc.to_string e in
- raise (Fail ("Reflexivity failed with exception: " ^ e_str))
-*)
-
- (** lift an 8-uple of debrujins indexes of n *)
-let lift ~n (a,b,c,d,e,f,g,h) =
- match (List.map (CicSubstitution.lift n) [a;b;c;d;e;f;g;h]) with
- | [a;b;c;d;e;f;g;h] -> (a,b,c,d,e,f,g,h)
- | _ -> assert false
-
- (**
- remove hypothesis from a given status starting from the last one
- @param count number of hypotheses to remove
- @param status current proof engine status
- *)
-let purge_hyps_tac ~count =
- let purge_hyps_tac ~count status =
- let module S = ProofEngineStructuralRules in
- let (proof, goal) = status in
- let rec aux n context status =
- assert(n>=0);
- match (n, context) with
- | (0, _) -> status
- | (n, hd::tl) ->
- let name_of_hyp =
- match hd with
- None
- | Some (Cic.Anonymous,_) -> assert false
- | Some (Cic.Name name,_) -> name
- in
- aux (n-1) tl
- (status_of_single_goal_tactic_result
- (ProofEngineTypes.apply_tactic (S.clear ~hyp:name_of_hyp) status))
- | (_, []) -> failwith "Ring.purge_hyps_tac: no hypotheses left"
- in
- let (_, metasenv, _, _) = proof in
- let (_, context, _) = CicUtil.lookup_meta goal metasenv in
- let proof',goal' = aux count context status in
- assert (goal = goal') ;
- proof',[goal']
- in
- ProofEngineTypes.mk_tactic (purge_hyps_tac ~count)
-
-(** THE TACTIC! *)
-
- (**
- Ring tactic, does associative and commutative rewritings in Reals ring
- @param status current proof engine status
- *)
-
-let ring_tac status =
- let (proof, goal) = status in
- warn (lazy "in Ring tactic");
- let eqt = mkMutInd (HelmLibraryObjects.Logic.eq_URI, 0) [] in
- let r = HelmLibraryObjects.Reals.r in
- let metasenv = metasenv_of_status status in
- let (metano, context, ty) = CicUtil.lookup_meta goal metasenv in
- let (t1, t2) = split_eq ty in (* goal like t1 = t2 *)
- match (build_segments ~terms:[t1; t2]) with
- | (t1', t1'', t1'_eq_t1'')::(t2', t2'', t2'_eq_t2'')::[] -> begin
- if debug then
- List.iter (* debugging, feel free to remove *)
- (fun (descr, term) ->
- warn (lazy (descr ^ " " ^ (CicPp.ppterm term))))
- (List.combine
- ["t1"; "t1'"; "t1''"; "t1'_eq_t1''";
- "t2"; "t2'"; "t2''"; "t2'_eq_t2''"]
- [t1; t1'; t1''; t1'_eq_t1'';
- t2; t2'; t2''; t2'_eq_t2'']);
- try
- let new_hyps = ref 0 in (* number of new hypotheses created *)
- ProofEngineTypes.apply_tactic
- (Tacticals.first
- ~tactics:[
- "reflexivity", EqualityTactics.reflexivity_tac ;
- "exact t1'_eq_t1''", exact_tac ~term:t1'_eq_t1'' ;
- "exact t2'_eq_t2''", exact_tac ~term:t2'_eq_t2'' ;
- "exact sym_eqt su t1 ...", exact_tac
- ~term:(
- Cic.Appl
- [mkConst HelmLibraryObjects.Logic.sym_eq_URI
- [equality_is_a_congruence_A, HelmLibraryObjects.Reals.r;
- equality_is_a_congruence_x, t1'' ;
- equality_is_a_congruence_y, t1
- ] ;
- t1'_eq_t1''
- ]) ;
- "elim_type eqt su t1 ...", ProofEngineTypes.mk_tactic (fun status ->
- let status' = (* status after 1st elim_type use *)
- let context = context_of_status status in
- let b,_ = (*TASSI : FIXME*)
- are_convertible context t1'' t1 CicUniv.empty_ugraph in
- if not b then begin
- warn (lazy "t1'' and t1 are NOT CONVERTIBLE");
- let newstatus =
- ProofEngineTypes.apply_tactic
- (elim_type2_tac (* 1st elim_type use *)
- ~proof:t1'_eq_t1''
- ~term:(Cic.Appl [eqt; r; t1''; t1]))
- status
- in
- incr new_hyps; (* elim_type add an hyp *)
- match newstatus with
- (proof,[goal]) -> proof,goal
- | _ -> assert false
- end else begin
- warn (lazy "t1'' and t1 are CONVERTIBLE");
- status
- end
- in
- let (t1,t1',t1'',t1'_eq_t1'',t2,t2',t2'',t2'_eq_t2'') =
- lift 1 (t1,t1',t1'',t1'_eq_t1'', t2,t2',t2'',t2'_eq_t2'')
- in
- let status'' =
- ProofEngineTypes.apply_tactic
- (Tacticals.first (* try to solve 1st subgoal *)
- ~tactics:[
- "exact t2'_eq_t2''", exact_tac ~term:t2'_eq_t2'';
- "exact sym_eqt su t2 ...",
- exact_tac
- ~term:(
- Cic.Appl
- [mkConst HelmLibraryObjects.Logic.sym_eq_URI
- [equality_is_a_congruence_A, HelmLibraryObjects.Reals.r;
- equality_is_a_congruence_x, t2'' ;
- equality_is_a_congruence_y, t2
- ] ;
- t2'_eq_t2''
- ]) ;
- "elim_type eqt su t2 ...",
- ProofEngineTypes.mk_tactic (fun status ->
- let status' =
- let context = context_of_status status in
- let b,_ = (* TASSI:FIXME *)
- are_convertible context t2'' t2 CicUniv.empty_ugraph
- in
- if not b then begin
- warn (lazy "t2'' and t2 are NOT CONVERTIBLE");
- let newstatus =
- ProofEngineTypes.apply_tactic
- (elim_type2_tac (* 2nd elim_type use *)
- ~proof:t2'_eq_t2''
- ~term:(Cic.Appl [eqt; r; t2''; t2]))
- status
- in
- incr new_hyps; (* elim_type add an hyp *)
- match newstatus with
- (proof,[goal]) -> proof,goal
- | _ -> assert false
- end else begin
- warn (lazy "t2'' and t2 are CONVERTIBLE");
- status
- end
- in
- try (* try to solve main goal *)
- warn (lazy "trying reflexivity ....");
- ProofEngineTypes.apply_tactic
- EqualityTactics.reflexivity_tac status'
- with (Fail _) -> (* leave conclusion to the user *)
- warn (lazy "reflexivity failed, solution's left as an ex :-)");
- ProofEngineTypes.apply_tactic
- (purge_hyps_tac ~count:!new_hyps) status')])
- status'
- in
- status'')])
- status
- with (Fail s) ->
- raise (Fail (lazy ("Ring failure: " ^ Lazy.force s)))
- end
- | _ -> (* impossible: we are applying ring exacty to 2 terms *)
- assert false
-
- (* wrap ring_tac catching GoalUnringable and raising Fail *)
-
-let ring_tac status =
- try
- ring_tac status
- with GoalUnringable ->
- raise (Fail (lazy "goal unringable"))
-
-let ring_tac = ProofEngineTypes.mk_tactic ring_tac
-
+++ /dev/null
-
- (* ring tactics *)
-val ring_tac: ProofEngineTypes.tactic
-
-(*Galla: spostata in variuosTactics.ml
- (* auxiliary tactics *)
-val elim_type_tac: term: Cic.term -> ProofEngineTypes.tactic
-*)
-
-(* spostata in variousTactics.ml
-val reflexivity_tac: ProofEngineTypes.tactic
-*)
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let default_history_size = 20
-
-exception No_goal_left
-exception Uri_redefinition
-type event = [ `Proof_changed | `Proof_completed ]
-let all_events = [ `Proof_changed; `Proof_completed ]
-let default_events: event list = [ `Proof_changed ]
-
-type proof_status = ProofEngineTypes.proof * ProofEngineTypes.goal option
-
-type 'a observer = (proof_status * 'a) option -> (proof_status * 'a) -> unit
-type observer_id = int
-
-exception Observer_failures of (observer_id * exn) list
-exception Tactic_failure of exn
-exception Data_failure of exn
-
-class ['a] status
- ?(history_size = default_history_size)
- ?uri ~typ ~body ~metasenv init_data compute_data ()
- =
- let next_observer_id =
- let next_id = ref 0 in
- fun () ->
- incr next_id;
- !next_id
- in
- let initial_proof = ((uri: UriManager.uri option), metasenv, body, typ) in
- let next_goal (goals, proof) =
- match goals, proof with
- | goal :: _, _ -> Some goal
- | [], (_, (goal, _, _) :: _, _, _) ->
- (* the tactic left no open goal: let's choose the first open goal *)
- Some goal
- | _, _ -> None
- in
- let initial_goal = next_goal ([], initial_proof) in
- object (self)
-
- val mutable _proof = initial_proof
- val mutable _goal = initial_goal
- val mutable _data: 'a = init_data (initial_proof, initial_goal)
-
- (* event -> (id, observer) list *)
- val observers = Hashtbl.create 7
-
- (* assumption: all items in history are uncompleted proofs, thus option on
- * goal could be ignored and goal are stored as bare integers *)
- val history = new History.history history_size
-
- initializer
- history#push self#internal_status
-
- method proof = _proof
- method private status = (_proof, _goal) (* logic status *)
- method private set_status (proof, (goal: int option)) =
- _proof <- proof;
- _goal <- goal
-
- method goal =
- match _goal with
- | Some goal -> goal
- | None -> raise No_goal_left
-
- (* what will be kept in history *)
- method private internal_status = (self#status, _data)
- method private set_internal_status (status, data) =
- self#set_status status;
- _data <- data
-
- method set_goal goal =
- _goal <- Some goal
-(*
- let old_internal_status = self#internal_status in
- _goal <- Some goal;
- try
- self#update_data old_internal_status;
- history#push self#internal_status;
- self#private_notify (Some old_internal_status)
- with (Data_failure _) as exn ->
- self#set_internal_status old_internal_status;
- raise exn
-*)
-
- method uri = let (uri, _, _, _) = _proof in uri
- method metasenv = let (_, metasenv, _, _) = _proof in metasenv
- method body = let (_, _, body, _) = _proof in body
- method typ = let (_, _, _, typ) = _proof in typ
-
- method set_metasenv metasenv =
- let (uri, _, body, typ) = _proof in
- _proof <- (uri, metasenv, body, typ)
-
- method set_uri uri =
- let (old_uri, metasenv, body, typ) = _proof in
- if old_uri <> None then
- raise Uri_redefinition;
- _proof <- (Some uri, metasenv, body, typ)
-
- method conjecture goal =
- let (_, metasenv, _, _) = _proof in
- CicUtil.lookup_meta goal metasenv
-
- method apply_tactic tactic =
- let old_internal_status = self#internal_status in
- let (new_proof, new_goals) =
- try
- ProofEngineTypes.apply_tactic tactic (_proof, self#goal)
- with exn -> raise (Tactic_failure exn)
- in
- _proof <- new_proof;
- _goal <- next_goal (new_goals, new_proof);
- try
- self#update_data old_internal_status;
- history#push self#internal_status;
- self#private_notify (Some old_internal_status)
- with (Data_failure _) as exn ->
- self#set_internal_status old_internal_status;
- raise exn
-
- method proof_completed = _goal = None
-
- method attach_observer ?(interested_in = default_events) observer
- =
- let id = next_observer_id () in
- List.iter
- (fun event ->
- let prev_observers =
- try Hashtbl.find observers event with Not_found -> []
- in
- Hashtbl.replace observers event ((id, observer)::prev_observers))
- interested_in;
- id
-
- method detach_observer id =
- List.iter
- (fun event ->
- let prev_observers =
- try Hashtbl.find observers event with Not_found -> []
- in
- let new_observers =
- List.filter (fun (id', _) -> id' <> id) prev_observers
- in
- Hashtbl.replace observers event new_observers)
- all_events
-
- method private private_notify old_internal_status =
- let cur_internal_status = (self#status, _data) in
- let exns = ref [] in
- let notify (id, observer) =
- try
- observer old_internal_status cur_internal_status
- with exn -> exns := (id, exn) :: !exns
- in
- List.iter notify
- (try Hashtbl.find observers `Proof_changed with Not_found -> []);
- if self#proof_completed then
- List.iter notify
- (try Hashtbl.find observers `Proof_completed with Not_found -> []);
- match !exns with
- | [] -> ()
- | exns -> raise (Observer_failures exns)
-
- method private update_data old_internal_status =
- (* invariant: _goal and/or _proof has been changed
- * invariant: proof is not yet completed *)
- let status = self#status in
- try
- _data <- compute_data old_internal_status status
- with exn -> raise (Data_failure exn)
-
- method undo ?(steps = 1) () =
- let ((proof, goal), data) = history#undo steps in
- _proof <- proof;
- _goal <- goal;
- _data <- data;
- self#private_notify None
-
- method redo ?(steps = 1) () = self#undo ~steps:~-steps ()
-
- method notify = self#private_notify None
-
- end
-
-let trivial_status ?uri ~typ ~body ~metasenv () =
- new status ?uri ~typ ~body ~metasenv (fun _ -> ()) (fun _ _ -> ()) ()
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** Stateful handling of proof status *)
-
-exception No_goal_left
-exception Uri_redefinition
-
-type event = [ `Proof_changed | `Proof_completed ]
-
-val all_events: event list
-
- (** from our point of view a status is the status of an incomplete proof, thus
- * we have an optional goal which is None if the proof is not yet completed
- * (i.e. some goal is still open) *)
-type proof_status = ProofEngineTypes.proof * ProofEngineTypes.goal option
-
- (** Proof observer. First callback argument is Some extended_status
- * when a 'real 'change of the proof happened and None when Proof_changed event
- * was triggered by a time travel by the means of undo/redo actions or by an
- * external "#notify" invocation. Embedded status is the status _before_ the
- * current change. Second status is the status reached _after_ the current
- * change. *)
-type 'a observer = (proof_status * 'a) option -> (proof_status * 'a) -> unit
-
- (** needed to detach previously attached observers *)
-type observer_id
-
- (** tactic application failed. @see apply_tactic *)
-exception Tactic_failure of exn
-
- (** one or more observers failed. @see apply_tactic *)
-exception Observer_failures of (observer_id * exn) list
-
- (** failure while updating internal data (: 'a). @see apply_tactic *)
-exception Data_failure of exn
-
-(** {2 OO interface} *)
-
-class ['a] status:
- ?history_size:int -> (** default 20 *)
- ?uri:UriManager.uri ->
- typ:Cic.term -> body:Cic.term -> metasenv:Cic.metasenv ->
- (proof_status -> 'a) -> (* init data *)
- (proof_status * 'a -> proof_status -> 'a) -> (* update data *)
- unit ->
- object
-
- method proof: ProofEngineTypes.proof
- method metasenv: Cic.metasenv
- method body: Cic.term
- method typ: Cic.term
-
- (** change metasenv _without_ triggering any notification *)
- method set_metasenv: Cic.metasenv -> unit
-
- (** goal -> conjecture
- * @raise CicUtil.Meta_not_found *)
- method conjecture: int -> Cic.conjecture
-
- method proof_completed: bool
- method goal: int (** @raise No_goal_left *)
- method set_goal: int -> unit (** @raise Data_failure *)
-
- method uri: UriManager.uri option
- method set_uri: UriManager.uri -> unit (** @raise Uri_redefinition *)
-
- (** @raise Tactic_failure
- * @raise Observer_failures
- * @raise Data_failure
- *
- * In case of tactic failure, internal status is left unchanged.
- * In case of observer failures internal status will be changed and is
- * granted that all observer will be invoked collecting their failures.
- * In case of data failure, internal status is left unchanged (rolling back
- * last tactic application if needed)
- *)
- method apply_tactic: ProofEngineTypes.tactic -> unit
-
- method undo: ?steps:int -> unit -> unit
- method redo: ?steps:int -> unit -> unit
-
- method attach_observer:
- ?interested_in:(event list) -> 'a observer -> observer_id
-
- method detach_observer: observer_id -> unit
-
- (** force a notification to all observer, old status is passed as None *)
- method notify: unit
-
- end
-
-val trivial_status:
- ?uri:UriManager.uri ->
- typ:Cic.term -> body:Cic.term -> metasenv:Cic.metasenv ->
- unit ->
- unit status
-
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*****************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 18/02/2003 *)
-(* *)
-(* *)
-(*****************************************************************************)
-
-module MQI = MQueryInterpreter
-module MQIC = MQIConn
-module I = MQueryInterpreter
-module U = MQGUtil
-module G = MQueryGenerator
-
- (* search arguments on which Apply tactic doesn't fail *)
-let matchConclusion mqi_handle ?(output_html = (fun _ -> ())) ~choose_must() status =
- let ((_, metasenv, _, _), metano) = status in
- let (_, ey ,ty) = CicUtil.lookup_meta metano metasenv in
- let list_of_must, only = CGMatchConclusion.get_constraints metasenv ey ty in
-match list_of_must with
- [] -> []
-|_ ->
- let must = choose_must list_of_must only in
- let result =
- I.execute mqi_handle
- (G.query_of_constraints
- (Some CGMatchConclusion.universe)
- (must,[],[]) (Some only,None,None)) in
- let uris =
- List.map
- (function uri,_ ->
- MQueryMisc.wrong_xpointer_format_from_wrong_xpointer_format' uri
- ) result
- in
- let uris =
- (* TODO ristretto per ragioni di efficienza *)
- prerr_endline "STO FILTRANDO";
- List.filter (fun uri -> Pcre.pmatch ~pat:"^cic:/Coq/" uri) uris
- in
- prerr_endline "HO FILTRATO";
- let uris',exc =
- let rec filter_out =
- function
- [] -> [],""
- | uri::tl ->
- let tl',exc = filter_out tl in
- try
- if
- let time = Unix.gettimeofday() in
- (try
- ignore(ProofEngineTypes.apply_tactic
- (PrimitiveTactics.apply_tac
- ~term:(MQueryMisc.term_of_cic_textual_parser_uri
- (MQueryMisc.cic_textual_parser_uri_of_string uri)))
- status);
- let time1 = Unix.gettimeofday() in
- prerr_endline (Printf.sprintf "%1.3f" (time1 -. time) );
- true
- with ProofEngineTypes.Fail _ ->
- let time1 = Unix.gettimeofday() in
- prerr_endline (Printf.sprintf "%1.3f" (time1 -. time)); false)
- then
- uri::tl',exc
- else
- tl',exc
- with
- (ProofEngineTypes.Fail _) as e ->
- let exc' =
- "<h1 color=\"red\"> ^ Exception raised trying to apply " ^
- uri ^ ": " ^ Printexc.to_string e ^ " </h1>" ^ exc
- in
- tl',exc'
- in
- filter_out uris
- in
- let html' =
- " <h1>Objects that can actually be applied: </h1> " ^
- String.concat "<br>" uris' ^ exc ^
- " <h1>Number of false matches: " ^
- string_of_int (List.length uris - List.length uris') ^ "</h1>" ^
- " <h1>Number of good matches: " ^
- string_of_int (List.length uris') ^ "</h1>"
- in
- output_html html' ;
- uris'
-;;
-
-
-(*matchConclusion modificata per evitare una doppia apply*)
-let matchConclusion2 mqi_handle ?(output_html = (fun _ -> ())) ~choose_must() status =
- let ((_, metasenv, _, _), metano) = status in
- let (_, ey ,ty) = CicUtil.lookup_meta metano metasenv in
- let conn =
- match mqi_handle.MQIConn.pgc with
- MQIConn.MySQL_C conn -> conn
- | _ -> assert false in
- let uris = Match_concl.cmatch conn ty in
- (* List.iter
- (fun (n,u) -> prerr_endline ((string_of_int n) ^ " " ^u)) uris; *)
- (* delete all .var uris *)
- let uris = List.filter UriManager.is_var uris in
- (* delete all not "cic:/Coq" uris *)
- (*
- let uris =
- (* TODO ristretto per ragioni di efficienza *)
- List.filter (fun _,uri -> Pcre.pmatch ~pat:"^cic:/Coq/" uri) uris in
- *)
- (* concl_cost are the costants in the conclusion of the proof
- while hyp_const are the constants in the hypothesis *)
- let (main_concl,concl_const) = NewConstraints.mainandcons ty in
- prerr_endline ("Ne sono rimasti" ^ string_of_int (List.length uris));
- let hyp t set =
- match t with
- Some (_,Cic.Decl t) -> (NewConstraints.StringSet.union set (NewConstraints.constants_concl t))
- | Some (_,Cic.Def (t,_)) -> (NewConstraints.StringSet.union set (NewConstraints.constants_concl t))
- | _ -> set in
- let hyp_const =
- List.fold_right hyp ey NewConstraints.StringSet.empty in
- prerr_endline (NewConstraints.pp_StringSet (NewConstraints.StringSet.union hyp_const concl_const));
- (* uris with new constants in the proof are filtered *)
- let all_const = NewConstraints.StringSet.union hyp_const concl_const in
- let uris =
- if (List.length uris < (Filter_auto.power 2 (List.length (NewConstraints.StringSet.elements all_const))))
- then
- (prerr_endline("metodo vecchio");List.filter (Filter_auto.filter_new_constants conn all_const) uris)
- else Filter_auto.filter_uris conn all_const uris main_concl in
-(*
- let uris =
- (* ristretto all cache *)
- prerr_endline "SOLO CACHE";
- List.filter
- (fun uri -> CicEnvironment.in_cache (UriManager.uri_of_string uri)) uris
- in
- prerr_endline "HO FILTRATO2";
-*)
- let uris =
- List.map
- (fun (n,u) ->
- (n,MQueryMisc.wrong_xpointer_format_from_wrong_xpointer_format' u))
- uris in
- let uris' =
- let rec filter_out =
- function
- [] -> []
- | (m,uri)::tl ->
- let tl' = filter_out tl in
- try
- prerr_endline ("STO APPLICANDO " ^ uri);
- let res = (m,
- (ProofEngineTypes.apply_tactic( PrimitiveTactics.apply_tac
- ~term:(MQueryMisc.term_of_cic_textual_parser_uri
- (MQueryMisc.cic_textual_parser_uri_of_string uri)))
- status))::tl' in
- prerr_endline ("OK");res
- (* with ProofEngineTypes.Fail _ -> tl' *)
- (* patch to cover CSC's exportation bug *)
- with _ -> prerr_endline ("FAIL");tl'
- in
- prerr_endline ("Ne sono rimasti 2 " ^ string_of_int (List.length uris));
- filter_out uris
- in
- prerr_endline ("Ne sono rimasti 3 " ^ string_of_int (List.length uris'));
-
- uris'
-;;
-
-(*funzione che sceglie il penultimo livello di profondita' dei must*)
-
-(*
-let choose_must list_of_must only=
-let n = (List.length list_of_must) - 1 in
- List.nth list_of_must n
-;;*)
-
-(* questa prende solo il main *)
-let choose_must list_of_must only =
- List.nth list_of_must 0
-
-(* livello 1
-let choose_must list_of_must only =
- try
- List.nth list_of_must 1
- with _ ->
- List.nth list_of_must 0 *)
-
-let searchTheorems mqi_handle (proof,goal) =
- let subproofs =
- matchConclusion2 mqi_handle ~choose_must() (proof, goal) in
- let res =
- List.sort
- (fun (n1,(_,gl1)) (n2,(_,gl2)) ->
- let l1 = List.length gl1 in
- let l2 = List.length gl2 in
- (* if the list of subgoals have the same lenght we use the
- prefix tag, where higher tags have precedence *)
- if l1 = l2 then n2 - n1
- else l1 - l2)
- subproofs
- in
- (* now we may drop the prefix tag *)
- (*let res' =
- List.map snd res in*)
- let order_goal_list proof goal1 goal2 =
- let _,metasenv,_,_ = proof in
- let (_, ey1, ty1) = CicUtil.lookup_meta goal1 metasenv in
- let (_, ey2, ty2) = CicUtil.lookup_meta goal2 metasenv in
-(*
- prerr_endline "PRIMA DELLA PRIMA TYPE OF " ;
-*)
- let ty_sort1,u = (*TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv ey1 ty1 CicUniv.empty_ugraph in
-(*
- prerr_endline (Printf.sprintf "PRIMA DELLA SECONDA TYPE OF %s \n### %s @@@%s " (CicMetaSubst.ppmetasenv metasenv []) (CicMetaSubst.ppcontext [] ey2) (CicMetaSubst.ppterm [] ty2));
-*)
- let ty_sort2,u1 = CicTypeChecker.type_of_aux' metasenv ey2 ty2 u in
-(*
- prerr_endline "DOPO LA SECONDA TYPE OF " ;
-*)
- let b,u2 =
- CicReduction.are_convertible ey1 (Cic.Sort Cic.Prop) ty_sort1 u1 in
- let prop1 = if b then 0 else 1 in
- let b,_ = CicReduction.are_convertible ey2 (Cic.Sort Cic.Prop) ty_sort2 u2 in
- let prop2 = if b then 0 else 1 in
- prop1 - prop2 in
- List.map (
- fun (level,(proof,goallist)) ->
- (proof, (List.stable_sort (order_goal_list proof) goallist))
- ) res
-;;
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(* open CicReduction
-open ProofEngineTypes
-open UriManager *)
-
-(** DEBUGGING *)
-
- (** perform debugging output? *)
-let debug = false
-let debug_print = fun _ -> ()
-
- (** debugging print *)
-let info s = debug_print (lazy ("TACTICALS INFO: " ^ (Lazy.force s)))
-
-let id_tac =
- let id_tac (proof,goal) =
- let _, metasenv, _, _ = proof in
- let _, _, _ = CicUtil.lookup_meta goal metasenv in
- (proof,[goal])
- in
- ProofEngineTypes.mk_tactic id_tac
-
-let fail_tac =
- let fail_tac (proof,goal) =
- let _, metasenv, _, _ = proof in
- let _, _, _ = CicUtil.lookup_meta goal metasenv in
- raise (ProofEngineTypes.Fail (lazy "fail tactical"))
- in
- ProofEngineTypes.mk_tactic fail_tac
-
-type goal = ProofEngineTypes.goal
-
- (** TODO needed until tactics start returning both opened and closed goals
- * First part of the function performs a diff among goals ~before tactic
- * application and ~after it. Second part will add as both opened and closed
- * the goals which are returned as opened by the tactic *)
-let goals_diff ~before ~after ~opened =
- let sort_opened opened add =
- opened @ (List.filter (fun g -> not (List.mem g opened)) add)
- in
- let remove =
- List.fold_left
- (fun remove e -> if List.mem e after then remove else e :: remove)
- [] before
- in
- let add =
- List.fold_left
- (fun add e -> if List.mem e before then add else e :: add)
- []
- after
- in
- let add, remove = (* adds goals which have been both opened _and_ closed *)
- List.fold_left
- (fun (add, remove) opened_goal ->
- if List.mem opened_goal before
- then opened_goal :: add, opened_goal :: remove
- else add, remove)
- (add, remove)
- opened
- in
- sort_opened opened add, remove
-
-module type T =
-sig
- type tactic
- val first: tactics: (string * tactic) list -> tactic
- val thens: start: tactic -> continuations: tactic list -> tactic
- val then_: start: tactic -> continuation: tactic -> tactic
- val seq: tactics: tactic list -> tactic
- val repeat_tactic: tactic: tactic -> tactic
- val do_tactic: n: int -> tactic: tactic -> tactic
- val try_tactic: tactic: tactic -> tactic
- val solve_tactics: tactics: (string * tactic) list -> tactic
-
- val tactic: tactic -> tactic
- val skip: tactic
- val dot: tactic
- val semicolon: tactic
- val branch: tactic
- val shift: tactic
- val pos: int -> tactic
- val merge: tactic
- val focus: int list -> tactic
- val unfocus: tactic
-end
-
-module Make (S: Continuationals.Status) : T with type tactic = S.tactic =
-struct
- module C = Continuationals.Make (S)
-
- type tactic = S.tactic
-
- let fold_eval status ts =
- let istatus =
- List.fold_left (fun istatus t -> S.focus ~-1 (C.eval t istatus)) status ts
- in
- S.inject istatus
-
- (**
- naive implementation of ORELSE tactical, try a sequence of tactics in turn:
- if one fails pass to the next one and so on, eventually raises (failure "no
- tactics left")
- *)
- let first ~tactics =
- let rec first ~(tactics: (string * tactic) list) istatus =
- info (lazy "in Tacticals.first");
- match tactics with
- | (descr, tac)::tactics ->
- info (lazy ("Tacticals.first IS TRYING " ^ descr));
- (try
- let res = S.apply_tactic tac istatus in
- info (lazy ("Tacticals.first: " ^ descr ^ " succedeed!!!"));
- res
- with
- e ->
- match e with
- | (ProofEngineTypes.Fail _)
- | (CicTypeChecker.TypeCheckerFailure _)
- | (CicUnification.UnificationFailure _) ->
- info (lazy (
- "Tacticals.first failed with exn: " ^
- Printexc.to_string e));
- first ~tactics istatus
- | _ -> raise e) (* [e] must not be caught ; let's re-raise it *)
- | [] -> raise (ProofEngineTypes.Fail (lazy "first: no tactics left"))
- in
- S.mk_tactic (first ~tactics)
-
- let thens ~start ~continuations =
- S.mk_tactic
- (fun istatus ->
- fold_eval istatus
- ([ C.Tactical (C.Tactic start); C.Branch ]
- @ (HExtlib.list_concat ~sep:[ C.Shift ]
- (List.map (fun t -> [ C.Tactical (C.Tactic t) ]) continuations))
- @ [ C.Merge ]))
-
- let then_ ~start ~continuation =
- S.mk_tactic
- (fun istatus ->
- let ostatus = C.eval (C.Tactical (C.Tactic start)) istatus in
- let opened,closed = S.goals ostatus in
- match opened with
- [] -> ostatus
- | _ ->
- fold_eval (S.focus ~-1 ostatus)
- [ C.Semicolon;
- C.Tactical (C.Tactic continuation) ])
-
- let seq ~tactics =
- S.mk_tactic
- (fun istatus ->
- fold_eval istatus
- (HExtlib.list_concat ~sep:[ C.Semicolon ]
- (List.map (fun t -> [ C.Tactical (C.Tactic t) ]) tactics)))
-
- (* TODO: x debug: i due tatticali seguenti non contano quante volte hanno
- * applicato la tattica *)
-
- let rec step f output_status opened closed =
- match opened with
- | [] -> output_status, [], closed
- | head :: tail ->
- let status = S.focus head output_status in
- let output_status' = f status in
- let opened', closed' = S.goals output_status' in
- let output_status'', opened'', closed'' =
- step f output_status' tail []
- in
- output_status'', opened' @ opened'', closed' @ closed''
-
- (* This keep on appling tactic until it fails. When <tactic> generates more
- * than one goal, you have a tree of application on the tactic, repeat_tactic
- * works in depth on this tree *)
- let repeat_tactic ~tactic =
- let rec repeat_tactic ~tactic status =
- info (lazy "in repeat_tactic");
- try
- let output_status = S.apply_tactic tactic status in
- let opened, closed = S.goals output_status in
- let output_status, opened', closed' =
- step (repeat_tactic ~tactic) output_status opened closed
- in
- S.set_goals (opened', closed') output_status
- with
- (ProofEngineTypes.Fail _) as e ->
- info (lazy
- ("Tacticals.repeat_tactic failed after nth time with exception: "
- ^ Printexc.to_string e));
- S.apply_tactic S.id_tactic status
- in
- S.mk_tactic (repeat_tactic ~tactic)
-
- (* This tries to apply tactic n times *)
- let do_tactic ~n ~tactic =
- let rec do_tactic ~n ~tactic status =
- if n = 0 then
- S.apply_tactic S.id_tactic status
- else
- try
- let output_status = S.apply_tactic tactic status in
- let opened, closed = S.goals output_status in
- let output_status, opened', closed' =
- step (do_tactic ~n:(n-1) ~tactic) output_status opened closed
- in
- S.set_goals (opened', closed') output_status
- with
- (ProofEngineTypes.Fail _) as e ->
- info (lazy
- ("Tacticals.do_tactic failed after nth time with exception: "
- ^ Printexc.to_string e)) ;
- S.apply_tactic S.id_tactic status
- in
- S.mk_tactic (do_tactic ~n ~tactic)
-
- (* This applies tactic and catches its possible failure *)
- let try_tactic ~tactic =
- let rec try_tactic ~tactic status =
- info (lazy "in Tacticals.try_tactic");
- try
- S.apply_tactic tactic status
- with
- (ProofEngineTypes.Fail _) as e ->
- info (lazy (
- "Tacticals.try_tactic failed with exn: " ^ Printexc.to_string e));
- S.apply_tactic S.id_tactic status
- in
- S.mk_tactic (try_tactic ~tactic)
-
- (* This tries tactics until one of them doesn't _solve_ the goal *)
- (* TODO: si puo' unificare le 2(due) chiamate ricorsive? *)
- let solve_tactics ~tactics =
- let rec solve_tactics ~(tactics: (string * tactic) list) status =
- info (lazy "in Tacticals.solve_tactics");
- match tactics with
- | (descr, currenttactic)::moretactics ->
- info (lazy ("Tacticals.solve_tactics is trying " ^ descr));
- (try
- let output_status = S.apply_tactic currenttactic status in
- let opened, closed = S.goals output_status in
- match opened with
- | [] -> info (lazy ("Tacticals.solve_tactics: " ^ descr ^
- " solved the goal!!!"));
- (* questo significa che non ci sono piu' goal, o che current_tactic non ne ha
- * aperti di nuovi? (la 2a!) ##### nel secondo caso basta per dire che
- * solve_tactics has solved the goal? (si!) *)
- output_status
- | _ -> info (lazy ("Tacticals.solve_tactics: try the next tactic"));
- solve_tactics ~tactics:(moretactics) status
- with
- (ProofEngineTypes.Fail _) as e ->
- info (lazy (
- "Tacticals.solve_tactics: current tactic failed with exn: "
- ^ Printexc.to_string e));
- solve_tactics ~tactics status
- )
- | [] ->
- raise (ProofEngineTypes.Fail
- (lazy "solve_tactics cannot solve the goal"))
- in
- S.mk_tactic (solve_tactics ~tactics)
-
- let cont_proxy cont = S.mk_tactic (C.eval cont)
-
- let tactic t = cont_proxy (C.Tactical (C.Tactic t))
- let skip = cont_proxy (C.Tactical C.Skip)
- let dot = cont_proxy C.Dot
- let semicolon = cont_proxy C.Semicolon
- let branch = cont_proxy C.Branch
- let shift = cont_proxy C.Shift
- let pos i = cont_proxy (C.Pos i)
- let merge = cont_proxy C.Merge
- let focus goals = cont_proxy (C.Focus goals)
- let unfocus = cont_proxy C.Unfocus
-end
-
-module ProofEngineStatus =
-struct
- module Stack = Continuationals.Stack
-
- type input_status =
- ProofEngineTypes.status (* (proof, goal) *) * Stack.t
-
- type output_status =
- (ProofEngineTypes.proof * goal list * goal list) * Stack.t
-
- type tactic = ProofEngineTypes.tactic
-
- let id_tactic = id_tac
-
- let mk_tactic f =
- ProofEngineTypes.mk_tactic
- (fun (proof, goal) as pstatus ->
- let stack = [ [ 1, Stack.Open goal ], [], [], `NoTag ] in
- let istatus = pstatus, stack in
-(* let ostatus = f istatus in
- let ((proof, opened, _), _) = ostatus in *)
- let (proof, _, _), stack = f istatus in
- let opened = Continuationals.Stack.open_goals stack in
- proof, opened)
-
- let apply_tactic tac ((proof, _) as pstatus, stack) =
- let proof', opened = ProofEngineTypes.apply_tactic tac pstatus in
-(* let _ = prerr_endline ("goal aperti dalla tattica " ^ String.concat "," (List.map string_of_int opened)) in *)
- let before = ProofEngineTypes.goals_of_proof proof in
- let after = ProofEngineTypes.goals_of_proof proof' in
- let opened_goals, closed_goals = goals_diff ~before ~after ~opened in
-(* let _ = prerr_endline ("goal ritornati dalla tattica " ^ String.concat "," (List.map string_of_int opened_goals)) in *)
- (proof', opened_goals, closed_goals), stack
-
- let goals ((_, opened, closed), _) = opened, closed
- let set_goals (opened, closed) ((proof, _, _), stack) =
- (proof, opened, closed), stack
-
- let get_stack = snd
- let set_stack stack (opstatus, _) = opstatus, stack
-
- let inject ((proof, _), stack) = ((proof, [], []), stack)
- let focus goal ((proof, _, _), stack) = (proof, goal), stack
-end
-
-module ProofEngineTacticals = Make (ProofEngineStatus)
-
-include ProofEngineTacticals
-
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val id_tac : ProofEngineTypes.tactic
-val fail_tac: ProofEngineTypes.tactic
-
-(* module type Status =
- sig
-|+ type external_input_status +|
- type input_status
- type output_status
-|+ type external_output_status +|
-
-|+ val internalize: external_input_status -> input_status
- val externalize: output_status -> external_output_status +|
-
- type tactic
-
- val mk_tactic : (input_status -> output_status) -> tactic
- val apply_tactic : tactic -> input_status -> output_status
-
- val id_tac : tactic
-
- val goals : output_status -> ProofEngineTypes.goal list
- val get_stack : input_status -> stack
- val set_stack : stack -> output_status -> output_status
-
- val inject : input_status -> output_status
- val focus : goal -> output_status -> input_status
- end *)
-
-module type T =
-sig
- type tactic
-
- val first: tactics: (string * tactic) list -> tactic
- val thens: start: tactic -> continuations: tactic list -> tactic
- val then_: start: tactic -> continuation: tactic -> tactic
- val seq: tactics: tactic list -> tactic (** "folding" of then_ *)
- val repeat_tactic: tactic: tactic -> tactic
- val do_tactic: n: int -> tactic: tactic -> tactic
- val try_tactic: tactic: tactic -> tactic
- val solve_tactics: tactics: (string * tactic) list -> tactic
-
-(* module C:
- sig *)
- val tactic: tactic -> tactic (** apply tactic to all goal in env *)
- val skip: tactic
- val dot: tactic
- val semicolon: tactic
- val branch: tactic
- val shift: tactic
- val pos: int -> tactic
- val merge: tactic
- val focus: int list -> tactic
- val unfocus: tactic
-(* end *)
-end
-
-module Make (S: Continuationals.Status) : T with type tactic = S.tactic
-
-include T with type tactic = ProofEngineTypes.tactic
-
-(* TODO temporary *)
-val goals_diff:
- before:ProofEngineTypes.goal list ->
- after:ProofEngineTypes.goal list ->
- opened:ProofEngineTypes.goal list ->
- ProofEngineTypes.goal list * ProofEngineTypes.goal list
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let absurd = NegationTactics.absurd_tac
-let apply = PrimitiveTactics.apply_tac
-let assumption = VariousTactics.assumption_tac
-let auto = AutoTactic.auto_tac
-let change = ReductionTactics.change_tac
-let clear = ProofEngineStructuralRules.clear
-let clearbody = ProofEngineStructuralRules.clearbody
-let compare = DiscriminationTactics.compare_tac
-let constructor = IntroductionTactics.constructor_tac
-let contradiction = NegationTactics.contradiction_tac
-let cut = PrimitiveTactics.cut_tac
-let decide_equality = DiscriminationTactics.decide_equality_tac
-let decompose = EliminationTactics.decompose_tac
-let discriminate = DiscriminationTactics.discriminate_tac
-let elim_intros = PrimitiveTactics.elim_intros_tac
-let elim_intros_simpl = PrimitiveTactics.elim_intros_simpl_tac
-let elim_type = EliminationTactics.elim_type_tac
-let exact = PrimitiveTactics.exact_tac
-let exists = IntroductionTactics.exists_tac
-let fail = Tacticals.fail_tac
-let fold = ReductionTactics.fold_tac
-let fourier = FourierR.fourier_tac
-let fwd_simpl = FwdSimplTactic.fwd_simpl_tac
-let generalize = VariousTactics.generalize_tac
-let id = Tacticals.id_tac
-let injection = DiscriminationTactics.injection_tac
-let intros = PrimitiveTactics.intros_tac
-let lapply = FwdSimplTactic.lapply_tac
-let left = IntroductionTactics.left_tac
-let letin = PrimitiveTactics.letin_tac
-let normalize = ReductionTactics.normalize_tac
-let reduce = ReductionTactics.reduce_tac
-let reflexivity = EqualityTactics.reflexivity_tac
-let replace = EqualityTactics.replace_tac
-let rewrite = EqualityTactics.rewrite_tac
-let rewrite_simpl = EqualityTactics.rewrite_simpl_tac
-let right = IntroductionTactics.right_tac
-let ring = Ring.ring_tac
-let set_goal = ProofEngineStructuralRules.set_goal
-let simpl = ReductionTactics.simpl_tac
-let split = IntroductionTactics.split_tac
-let symmetry = EqualityTactics.symmetry_tac
-let transitivity = EqualityTactics.transitivity_tac
-let unfold = ReductionTactics.unfold_tac
-let whd = ReductionTactics.whd_tac
+++ /dev/null
-(* GENERATED FILE, DO NOT EDIT *)
-val absurd : term:Cic.term -> ProofEngineTypes.tactic
-val apply : term:Cic.term -> ProofEngineTypes.tactic
-val assumption : ProofEngineTypes.tactic
-val auto :
- ?depth:int ->
- ?width:int ->
- ?paramodulation:string ->
- ?full:string -> dbd:HMysql.dbd -> unit -> ProofEngineTypes.tactic
-val change :
- pattern:ProofEngineTypes.pattern ->
- ProofEngineTypes.lazy_term -> ProofEngineTypes.tactic
-val clear : hyp:string -> ProofEngineTypes.tactic
-val clearbody : hyp:string -> ProofEngineTypes.tactic
-val compare : term:Cic.term -> ProofEngineTypes.tactic
-val constructor : n:int -> ProofEngineTypes.tactic
-val contradiction : ProofEngineTypes.tactic
-val cut :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- Cic.term -> ProofEngineTypes.tactic
-val decide_equality : ProofEngineTypes.tactic
-val decompose :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?user_types:(UriManager.uri * int) list ->
- dbd:HMysql.dbd -> string -> ProofEngineTypes.tactic
-val discriminate : term:Cic.term -> ProofEngineTypes.tactic
-val elim_intros :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
-val elim_intros_simpl :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
-val elim_type :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?depth:int -> ?using:Cic.term -> Cic.term -> ProofEngineTypes.tactic
-val exact : term:Cic.term -> ProofEngineTypes.tactic
-val exists : ProofEngineTypes.tactic
-val fail : ProofEngineTypes.tactic
-val fold :
- reduction:ProofEngineTypes.lazy_reduction ->
- term:ProofEngineTypes.lazy_term ->
- pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val fourier : ProofEngineTypes.tactic
-val fwd_simpl :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- dbd:HMysql.dbd -> string -> ProofEngineTypes.tactic
-val generalize :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val id : ProofEngineTypes.tactic
-val injection : term:Cic.term -> ProofEngineTypes.tactic
-val intros :
- ?howmany:int ->
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- unit -> ProofEngineTypes.tactic
-val lapply :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ?how_many:int ->
- ?to_what:Cic.term list -> Cic.term -> ProofEngineTypes.tactic
-val left : ProofEngineTypes.tactic
-val letin :
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- Cic.term -> ProofEngineTypes.tactic
-val normalize : pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val reduce : pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val reflexivity : ProofEngineTypes.tactic
-val replace :
- pattern:ProofEngineTypes.pattern ->
- with_what:ProofEngineTypes.lazy_term -> ProofEngineTypes.tactic
-val rewrite :
- direction:[ `LeftToRight | `RightToLeft ] ->
- pattern:ProofEngineTypes.pattern -> Cic.term -> ProofEngineTypes.tactic
-val rewrite_simpl :
- direction:[ `LeftToRight | `RightToLeft ] ->
- pattern:ProofEngineTypes.pattern -> Cic.term -> ProofEngineTypes.tactic
-val right : ProofEngineTypes.tactic
-val ring : ProofEngineTypes.tactic
-val set_goal : int -> ProofEngineTypes.tactic
-val simpl : pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val split : ProofEngineTypes.tactic
-val symmetry : ProofEngineTypes.tactic
-val transitivity : term:Cic.term -> ProofEngineTypes.tactic
-val unfold :
- ProofEngineTypes.lazy_term option ->
- pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
-val whd : pattern:ProofEngineTypes.pattern -> ProofEngineTypes.tactic
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-
-(* TODO se ce n'e' piu' di una, prende la prima che trova... sarebbe meglio
-chiedere: find dovrebbe restituire una lista di hyp (?) da passare all'utonto con una
-funzione di callback che restituisce la (sola) hyp da applicare *)
-
-let assumption_tac =
- let module PET = ProofEngineTypes in
- let assumption_tac status =
- let (proof, goal) = status in
- let module C = Cic in
- let module R = CicReduction in
- let module S = CicSubstitution in
- let module PT = PrimitiveTactics in
- let _,metasenv,_,_ = proof in
- let _,context,ty = CicUtil.lookup_meta goal metasenv in
- let rec find n = function
- hd::tl ->
- (match hd with
- (Some (_, C.Decl t)) when
- fst (R.are_convertible context (S.lift n t) ty
- CicUniv.empty_ugraph) -> n
- | (Some (_, C.Def (_,Some ty'))) when
- fst (R.are_convertible context (S.lift n ty') ty
- CicUniv.empty_ugraph) -> n
- | (Some (_, C.Def (t,None))) ->
- let ty_t, u = (* TASSI: FIXME *)
- CicTypeChecker.type_of_aux' metasenv context (S.lift n t)
- CicUniv.empty_ugraph in
- let b,_ = R.are_convertible context ty_t ty u in
- if b then n else find (n+1) tl
- | _ -> find (n+1) tl
- )
- | [] -> raise (PET.Fail (lazy "Assumption: No such assumption"))
- in PET.apply_tactic (PT.apply_tac ~term:(C.Rel (find 1 context))) status
- in
- PET.mk_tactic assumption_tac
-;;
-
-(* ANCORA DA DEBUGGARE *)
-
-exception UnableToDetectTheTermThatMustBeGeneralizedYouMustGiveItExplicitly;;
-exception TheSelectedTermsMustLiveInTheGoalContext
-exception AllSelectedTermsMustBeConvertible;;
-exception GeneralizationInHypothesesNotImplementedYet;;
-
-let generalize_tac
- ?(mk_fresh_name_callback = FreshNamesGenerator.mk_fresh_name ~subst:[])
- pattern
- =
- let module PET = ProofEngineTypes in
- let generalize_tac mk_fresh_name_callback
- ~pattern:(term,hyps_pat,concl_pat) status
- =
- if hyps_pat <> [] then raise GeneralizationInHypothesesNotImplementedYet;
- let (proof, goal) = status in
- let module C = Cic in
- let module P = PrimitiveTactics in
- let module T = Tacticals in
- let uri,metasenv,pbo,pty = proof in
- let (_,context,ty) as conjecture = CicUtil.lookup_meta goal metasenv in
- let subst,metasenv,u,selected_hyps,terms_with_context =
- ProofEngineHelpers.select ~metasenv ~ugraph:CicUniv.empty_ugraph
- ~conjecture ~pattern in
- let context = CicMetaSubst.apply_subst_context subst context in
- let metasenv = CicMetaSubst.apply_subst_metasenv subst metasenv in
- let pbo = CicMetaSubst.apply_subst subst pbo in
- let pty = CicMetaSubst.apply_subst subst pty in
- let status = (uri,metasenv,pbo,pty),goal in
- let term =
- match term with
- None -> None
- | Some term ->
- Some (fun context metasenv ugraph ->
- let term, metasenv, ugraph = term context metasenv ugraph in
- CicMetaSubst.apply_subst subst term, metasenv, ugraph)
- in
- let u,typ,term, metasenv =
- let context_of_t, (t, metasenv, u) =
- match terms_with_context, term with
- [], None ->
- raise
- UnableToDetectTheTermThatMustBeGeneralizedYouMustGiveItExplicitly
- | [], Some t -> context, t context metasenv u
- | (context_of_t, _)::_, Some t ->
- context_of_t, t context_of_t metasenv u
- | (context_of_t, t)::_, None -> context_of_t, (t, metasenv, u)
- in
- let t,subst,metasenv' =
- try
- CicMetaSubst.delift_rels [] metasenv
- (List.length context_of_t - List.length context) t
- with
- CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable ->
- raise TheSelectedTermsMustLiveInTheGoalContext in
- (*CSC: I am not sure about the following two assertions;
- maybe I need to propagate the new subst and metasenv *)
- assert (subst = []);
- assert (metasenv' = metasenv);
- let typ,u = CicTypeChecker.type_of_aux' ~subst metasenv context t u in
- u,typ,t,metasenv
- in
- (* We need to check:
- 1. whether they live in the context of the goal;
- if they do they are also well-typed since they are closed subterms
- of a well-typed term in the well-typed context of the well-typed
- term
- 2. whether they are convertible
- *)
- ignore (
- (* TASSI: FIXME *)
- List.fold_left
- (fun u (context_of_t,t) ->
- (* 1 *)
- let t,subst,metasenv' =
- try
- CicMetaSubst.delift_rels [] metasenv
- (List.length context_of_t - List.length context) t
- with
- CicMetaSubst.DeliftingARelWouldCaptureAFreeVariable ->
- raise TheSelectedTermsMustLiveInTheGoalContext in
- (*CSC: I am not sure about the following two assertions;
- maybe I need to propagate the new subst and metasenv *)
- assert (subst = []);
- assert (metasenv' = metasenv);
- (* 2 *)
- let b,u1 = CicReduction.are_convertible ~subst context term t u in
- if not b then
- raise AllSelectedTermsMustBeConvertible
- else
- u1
- ) u terms_with_context) ;
- PET.apply_tactic
- (T.thens
- ~start:
- (P.cut_tac
- (C.Prod(
- (mk_fresh_name_callback metasenv context C.Anonymous ~typ:typ),
- typ,
- (ProofEngineReduction.replace_lifting_csc 1
- ~equality:(==)
- ~what:(List.map snd terms_with_context)
- ~with_what:(List.map (function _ -> C.Rel 1) terms_with_context)
- ~where:ty)
- )))
- ~continuations:
- [(P.apply_tac ~term:(C.Appl [C.Rel 1; CicSubstitution.lift 1 term])) ;
- T.id_tac])
- status
- in
- PET.mk_tactic (generalize_tac mk_fresh_name_callback ~pattern)
-;;
+++ /dev/null
-
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception AllSelectedTermsMustBeConvertible;;
-
-val assumption_tac: ProofEngineTypes.tactic
-
-val generalize_tac:
- ?mk_fresh_name_callback:ProofEngineTypes.mk_fresh_name_type ->
- ProofEngineTypes.pattern ->
- ProofEngineTypes.tactic
+++ /dev/null
-*.cm[iaox] *.cmxa *.[ao]
+++ /dev/null
-threadSafe.cmo: threadSafe.cmi
-threadSafe.cmx: threadSafe.cmi
-extThread.cmo: extThread.cmi
-extThread.cmx: extThread.cmi
+++ /dev/null
-
-PACKAGE = thread
-REQUIRES = threads
-INTERFACE_FILES = threadSafe.mli extThread.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-
-all: thread_fake.cma
-opt: thread_fake.cmxa
-
-include ../Makefile.common
-
-fake/threadSafe.cmi: fake/threadSafe.mli
- cd fake/ \
- && ocamlfind ocamlc -c threadSafe.mli
-thread_fake.cma: fake/threadSafe.cmi
- cd fake/ \
- && ocamlfind ocamlc -a -o $@ threadSafe.ml \
- && cp $@ ../
-thread_fake.cmxa: fake/threadSafe.cmi
- cd fake/ \
- && ocamlfind opt -a -o $@ threadSafe.ml \
- && cp $@ ../
-
-clean: clean_fake
-clean_fake:
- rm -f fake/*.cm[aiox] fake/*.cmxa fake/*.[ao]
- rm -f thread_fake.cma thread_fake.cmxa
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let debug = true
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-exception Can_t_kill of Thread.t * string (* thread, reason *)
-exception Thread_not_found of Thread.t
-
-module OrderedPid =
- struct
- type t = int
- let compare = Pervasives.compare
- end
-module PidSet = Set.Make (OrderedPid)
-
- (* perform an action inside a critical section controlled by given mutex *)
-let do_critical mutex =
- fun action ->
- try
- Mutex.lock mutex;
- let res = Lazy.force action in
- Mutex.unlock mutex;
- res
- with e -> Mutex.unlock mutex; raise e
-
-let kill_signal = Sys.sigusr2 (* signal used to kill children *)
-let chan = Event.new_channel () (* communication channel between threads *)
-let creation_mutex = Mutex.create ()
-let dead_threads_walking = ref PidSet.empty
-let pids: (Thread.t, int) Hashtbl.t = Hashtbl.create 17
-
- (* given a thread body (i.e. first argument of a Thread.create invocation)
- return a new thread body which unblock the kill signal and send its pid to
- parent over "chan" *)
-let wrap_thread body =
- fun arg ->
- ignore (Unix.sigprocmask Unix.SIG_UNBLOCK [ kill_signal ]);
- Event.sync (Event.send chan (Unix.getpid ()));
- body arg
-
-(*
-(* FAKE IMPLEMENTATION *)
-let create = Thread.create
-let kill _ = ()
-*)
-
-let create body arg =
- do_critical creation_mutex (lazy (
- let thread_t = Thread.create (wrap_thread body) arg in
- let pid = Event.sync (Event.receive chan) in
- Hashtbl.add pids thread_t pid;
- thread_t
- ))
-
-let kill thread_t =
- try
- let pid =
- try
- Hashtbl.find pids thread_t
- with Not_found -> raise (Thread_not_found thread_t)
- in
- dead_threads_walking := PidSet.add pid !dead_threads_walking;
- Unix.kill pid kill_signal
- with e -> raise (Can_t_kill (thread_t, Printexc.to_string e))
-
- (* "kill_signal" handler, check if current process must die, if this is the
- case exits with Thread.exit *)
-let _ =
- ignore (Sys.signal kill_signal (Sys.Signal_handle
- (fun signal ->
- let myself = Unix.getpid () in
- match signal with
- | sg when (sg = kill_signal) &&
- (PidSet.mem myself !dead_threads_walking) ->
- dead_threads_walking := PidSet.remove myself !dead_threads_walking;
- debug_print (lazy "AYEEEEH!");
- Thread.exit ()
- | _ -> ())))
-
- (* block kill signal in main process *)
-let _ = ignore (Unix.sigprocmask Unix.SIG_BLOCK [ kill_signal ])
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 Extended Thread module with killing capabilities} *)
-
-exception Can_t_kill of Thread.t * string
-
-val create: ('a -> 'b) -> 'a -> Thread.t
-val kill: Thread.t -> unit
-
+++ /dev/null
-*.cm[iaox] *.cmxa *.[ao]
+++ /dev/null
-(*
- * Copyright (C) 2003-2005:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class threadSafe =
- object
- method private doCritical: 'a. 'a lazy_t -> 'a = fun a -> Lazy.force a
- method private doReader: 'a. 'a lazy_t -> 'a = fun a -> Lazy.force a
- method private doWriter: 'a. 'a lazy_t -> 'a = fun a -> Lazy.force a
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class threadSafe:
- object
-
- (** execute 'action' in mutual exclusion between all other threads *)
- method private doCritical: 'a. 'a lazy_t -> 'a
-
- (** execute 'action' acting as a 'reader' i.e.: multiple readers can act
- at the same time but no writer can act until no readers are acting *)
- method private doReader: 'a. 'a lazy_t -> 'a
-
- (** execute 'action' acting as a 'writer' i.e.: when a writer is acting,
- no readers or writer can act, beware that writers can starve *)
- method private doWriter: 'a. 'a lazy_t -> 'a
-
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-class threadSafe =
- object (self)
-
- val mutex = Mutex.create ()
-
- (** condition variable: 'no readers is currently reading' *)
- val noReaders = Condition.create ()
-
- (** readers count *)
- val mutable readersCount = 0
-
- method private incrReadersCount = (* internal, not exported *)
- self#doCritical (lazy (
- readersCount <- readersCount + 1
- ))
-
- method private decrReadersCount = (* internal, not exported *)
- self#doCritical (lazy (
- if readersCount > 0 then readersCount <- readersCount - 1;
- ))
-
- method private signalNoReaders = (* internal, not exported *)
- self#doCritical (lazy (
- if readersCount = 0 then Condition.signal noReaders
- ))
-
- method private doCritical: 'a. 'a lazy_t -> 'a =
- fun action ->
- debug_print (lazy "<doCritical>");
- (try
- Mutex.lock mutex;
- let res = Lazy.force action in
- Mutex.unlock mutex;
- debug_print (lazy "</doCritical>");
- res
- with e ->
- Mutex.unlock mutex;
- raise e);
-
- method private doReader: 'a. 'a lazy_t -> 'a =
- fun action ->
- debug_print (lazy "<doReader>");
- let cleanup () =
- self#decrReadersCount;
- self#signalNoReaders
- in
- self#incrReadersCount;
- let res = (try Lazy.force action with e -> (cleanup (); raise e)) in
- cleanup ();
- debug_print (lazy "</doReader>");
- res
-
- (* TODO may starve!!!! is what we want or not? *)
- method private doWriter: 'a. 'a lazy_t -> 'a =
- fun action ->
- debug_print (lazy "<doWriter>");
- self#doCritical (lazy (
- while readersCount > 0 do
- Condition.wait noReaders mutex
- done;
- let res = Lazy.force action in
- debug_print (lazy "</doWriter>");
- res
- ))
-
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003-2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-class threadSafe:
- object
-
- (** execute 'action' in mutual exclusion between all other threads *)
- method private doCritical: 'a. 'a lazy_t -> 'a
-
- (** execute 'action' acting as a 'reader' i.e.: multiple readers can act
- at the same time but no writer can act until no readers are acting *)
- method private doReader: 'a. 'a lazy_t -> 'a
-
- (** execute 'action' acting as a 'writer' i.e.: when a writer is acting,
- no readers or writer can act, beware that writers can starve *)
- method private doWriter: 'a. 'a lazy_t -> 'a
-
- end
-
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-uriManager.cmo: uriManager.cmi
-uriManager.cmx: uriManager.cmi
+++ /dev/null
-PACKAGE = urimanager
-REQUIRES = str
-PREDICATES =
-
-INTERFACE_FILES = uriManager.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(*
- * "cic:/a/b/c.con" => ("cic:/a/b/c.con", id )
- * "cic:/a/b/c.ind#xpointer(1/1)" => ("cic:/a/b/c.con#xpointer(1/1)", id)
- * "cic:/a/b/c.ind#xpointer(1/1/1)" => ("cic:/a/b/c.con#xpointer(1/1/1)", id)
- *)
-
-let fresh_id =
- let id = ref 0 in
- function () ->
- incr id;
- !id
-
-(* (uriwithxpointer, uniqueid)
- * where uniqueid is used to build a set of uri *)
-type uri = string * int;;
-
-let eq uri1 uri2 =
- uri1 == uri2
-;;
-
-let string_of_uri (uri,_) =
- uri
-
-let name_of_uri (uri, _) =
- let xpointer_offset =
- try String.rindex uri '#' with Not_found -> String.length uri - 1
- in
- let index1 = String.rindex_from uri xpointer_offset '/' + 1 in
- let index2 = String.rindex uri '.' in
- String.sub uri index1 (index2 - index1)
-
-let buri_of_uri (uri,_) =
- let xpointer_offset =
- try String.rindex uri '#' with Not_found -> String.length uri - 1
- in
- let index = String.rindex_from uri xpointer_offset '/' in
- String.sub uri 0 index
-
-module OrderedStrings =
- struct
- type t = string
- let compare (s1 : t) (s2 : t) = compare s1 s2
- end
-;;
-
-module MapStringsToUri = Map.Make(OrderedStrings);;
-
-(* Invariant: the map is the identity function,
- * i.e.
- * let str' = (MapStringsToUri.find str !set_of_uri) in
- * str' == (MapStringsToUri.find str' !set_of_uri)
- *)
-let set_of_uri = ref MapStringsToUri.empty;;
-
-exception IllFormedUri of string;;
-
-let _dottypes = ".types"
-let _types = "types",5
-let _dotuniv = ".univ"
-let _univ = "univ",4
-let _dotann = ".ann"
-let _ann = "ann",3
-let _var = "var",3
-let _dotbody = ".body"
-let _con = "con",3
-let _ind = "ind",3
-let _xpointer = "#xpointer(1/"
-let _con3 = "con"
-let _var3 = "var"
-let _ind3 = "ind"
-let _ann3 = "ann"
-let _univ4 = "univ"
-let _types5 = "types"
-let _xpointer8 = "xpointer"
-let _cic5 = "cic:/"
-
-let is_malformed suri =
- try
- if String.sub suri 0 5 <> _cic5 then true
- else
- let len = String.length suri - 5 in
- let last5 = String.sub suri len 5 in
- let last4 = String.sub last5 1 4 in
- let last3 = String.sub last5 2 3 in
- if last3 = _con3 || last3 = _var3 || last3 = _ind3 ||
- last3 = _ann3 || last5 = _types5 || last5 = _dotbody ||
- last4 = _univ4 then
- false
- else
- try
- let index = String.rindex suri '#' + 1 in
- let xptr = String.sub suri index 8 in
- if xptr = _xpointer8 then
- false
- else
- true
- with Not_found -> true
- with Invalid_argument _ -> true
-
-(* hash conses an uri *)
-let uri_of_string suri =
- try
- MapStringsToUri.find suri !set_of_uri
- with Not_found ->
- if is_malformed suri then
- raise (IllFormedUri suri)
- else
- let new_uri = suri, fresh_id () in
- set_of_uri := MapStringsToUri.add suri new_uri !set_of_uri;
- new_uri
-
-
-let strip_xpointer ((uri,_) as olduri) =
- try
- let index = String.rindex uri '#' in
- let no_xpointer = String.sub uri 0 index in
- uri_of_string no_xpointer
- with
- Not_found -> olduri
-
-let clear_suffix uri ?(pat2="",0) pat1 =
- try
- let index = String.rindex uri '.' in
- let index' = index + 1 in
- let suffix = String.sub uri index' (String.length uri - index') in
- if fst pat1 = suffix || fst pat2 = suffix then
- String.sub uri 0 index
- else
- uri
- with
- Not_found -> assert false
-
-let has_suffix uri (pat,n) =
- try
- let suffix = String.sub uri (String.length uri - n) n in
- pat = suffix
- with
- Not_found -> assert false
-
-
-let cicuri_of_uri (uri, _) = uri_of_string (clear_suffix uri ~pat2:_types _ann)
-
-let annuri_of_uri (uri , _) = uri_of_string ((clear_suffix uri _ann) ^ _dotann)
-
-let uri_is_annuri (uri, _) = has_suffix uri _ann
-
-let uri_is_var (uri, _) = has_suffix uri _var
-
-let uri_is_con (uri, _) = has_suffix uri _con
-
-let uri_is_ind (uri, _) = has_suffix uri _ind
-
-let bodyuri_of_uri (uri, _) =
- if has_suffix uri _con then
- Some (uri_of_string (uri ^ _dotbody))
- else
- None
-;;
-
-(* these are bugged!
- * we should remove _types, _univ, _ann all toghether *)
-let innertypesuri_of_uri (uri, _) =
- uri_of_string ((clear_suffix uri _types) ^ _dottypes)
-;;
-let univgraphuri_of_uri (uri,_) =
- uri_of_string ((clear_suffix uri _univ) ^ _dotuniv)
-;;
-
-
-let uri_of_uriref (uri, _) typeno consno =
- let typeno = typeno + 1 in
- let suri =
- match consno with
- | None -> Printf.sprintf "%s%s%d)" uri _xpointer typeno
- | Some n -> Printf.sprintf "%s%s%d/%d)" uri _xpointer typeno n
- in
- uri_of_string suri
-
-let compare (_,id1) (_,id2) = id1 - id2
-
-module OrderedUri =
-struct
- type t = uri
- let compare = compare (* the one above, not Pervasives.compare *)
-end
-
-module UriSet = Set.Make (OrderedUri)
-
-module HashedUri =
-struct
- type t = uri
- let equal = eq
- let hash = snd
-end
-
-module UriHashtbl = Hashtbl.Make (HashedUri)
-
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-exception IllFormedUri of string;;
-
-type uri
-
-val eq : uri -> uri -> bool
-val compare : uri -> uri -> int
-
-val uri_of_string : string -> uri
-
-val string_of_uri : uri -> string (* complete uri *)
-val name_of_uri : uri -> string (* name only (without extension)*)
-val buri_of_uri : uri -> string (* base uri only, without trailing '/' *)
-
-(* given an uri, returns the uri of the corresponding cic file, *)
-(* i.e. removes the [.types][.ann] suffix *)
-val cicuri_of_uri : uri -> uri
-
-val strip_xpointer: uri -> uri (* remove trailing #xpointer..., if any *)
-
-(* given an uri, returns the uri of the corresponding annotation file, *)
-(* i.e. adds the .ann suffix if not already present *)
-val annuri_of_uri : uri -> uri
-
-val uri_is_annuri : uri -> bool
-val uri_is_var : uri -> bool
-val uri_is_con : uri -> bool
-val uri_is_ind : uri -> bool
-
-(* given an uri of a constant, it gives back the uri of its body *)
-(* it gives back None if the uri refers to a Variable or MutualInductiveType *)
-val bodyuri_of_uri : uri -> uri option
-
-(* given an uri, it gives back the uri of its inner types *)
-val innertypesuri_of_uri : uri -> uri
-(* given an uri, it gives back the uri of its univgraph *)
-val univgraphuri_of_uri : uri -> uri
-
-(* builder for MutInd and MutConstruct URIs
- * [uri] -> [typeno] -> [consno option]
- *)
-val uri_of_uriref : uri -> int -> int option -> uri
-
-module UriSet: Set.S with type elt = uri
-
-module UriHashtbl : Hashtbl.S with type key = uri
-
+++ /dev/null
-*.cm[iaox] *.cmxa
-make_table
-test
+++ /dev/null
-utf8Macro.cmo: utf8MacroTable.cmo utf8Macro.cmi
-utf8Macro.cmx: utf8MacroTable.cmx utf8Macro.cmi
+++ /dev/null
-PACKAGE = utf8_macros
-REQUIRES =
-PREDICATES =
-MAKE_TABLE_PACKAGES = helm-xml
-
-# modules which have both a .ml and a .mli
-INTERFACE_FILES = utf8Macro.mli
-IMPLEMENTATION_FILES = utf8MacroTable.ml $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-all: utf8_macros.cma pa_unicode_macro.cma
-
-make_table: make_table.ml
- $(OCAMLFIND) ocamlc -package $(MAKE_TABLE_PACKAGES) -linkpkg -o $@ $^
-
-utf8MacroTable.ml:
- ./make_table $@
-utf8MacroTable.cmo: utf8MacroTable.ml
- $(OCAMLFIND) ocamlc -c $<
-
-pa_unicode_macro.cmo: pa_unicode_macro.ml utf8Macro.cmo
- $(OCAMLFIND) ocamlc -package camlp4 -pp "camlp4o q_MLast.cmo pa_extend.cmo" -c $<
-pa_unicode_macro.cma: utf8MacroTable.cmo utf8Macro.cmo pa_unicode_macro.cmo
- $(OCAMLFIND) ocamlc -a -o $@ $^
-
-.PHONY: test
-test: test.ml
- $(OCAMLFIND) ocamlc -package helm-utf8_macros -syntax camlp4o $< -o $@
-
-clean:
-distclean: extra_clean
-extra_clean:
- rm -f make_table test
-
-include ../Makefile.common
-
+++ /dev/null
-
-Helm Utf8 macro syntax extension for Camlp4
-
-Sample file:
-
- --- test.ml ---
-
- prerr_endline <:unicode<lambda>>
-
- ---------------
-
-Compile it with:
-
- ocamlfind ocamlc -package helm-utf8_macros -syntax camlp4o test.ml
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--
- This file is part of EdiTeX, an editor of mathematical
- expressions based on TeX syntax.
-
- Copyright (C) 2002-2003 Luca Padovani <lpadovan@cs.unibo.it>,
- 2003 Paolo Marinelli <pmarinel@cs.unibo.it>.
-
- This library is free software; you can redistribute it and/or
- modify it under the terms of the GNU Lesser General Public
- License as published by the Free Software Foundation; either
- version 2.1 of the License, or (at your option) any later version.
-
- This library is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
- Lesser General Public License for more details.
-
- You should have received a copy of the GNU Lesser General Public
- License along with this library; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
- For more information, please visit the project's home page
- http://helm.cs.unibo.it/editex/
- or send an email to <lpadovan@cs.unibo.it>
--->
-
-<dictionary name="TeX">
-
- <include href="dictionary-basic.xml"/>
-
- <!-- Greek Letters (lower case) -->
-
- <entry name="alpha" class="i" val="α"/>
- <entry name="beta" class="i" val="β"/>
- <entry name="gamma" class="i" val="γ"/>
- <entry name="delta" class="i" val="δ"/>
- <entry name="epsilon" class="i" val="ϵ"/>
- <entry name="varepsilon" class="i" val="ε"/>
- <entry name="zeta" class="i" val="ζ"/>
- <entry name="eta" class="i" val="η"/>
- <entry name="theta" class="i" val="θ"/>
- <entry name="vartheta" class="i" val="ϑ"/>
- <entry name="iota" class="i" val="ι"/>
- <entry name="kappa" class="i" val="κ"/>
- <entry name="lambda" class="i" val="λ"/>
- <entry name="mu" class="i" val="μ"/>
- <entry name="nu" class="i" val="ν"/>
- <entry name="xi" class="i" val="ξ"/>
- <entry name="o" class="i" val="ο"/>
- <entry name="pi" class="i" val="π"/>
- <entry name="varpi" class="i" val="ϖ"/>
- <entry name="rho" class="i" val="ρ"/>
- <entry name="varrho" class="i" val="ϱ"/>
- <entry name="sigma" class="i" val="σ"/>
- <entry name="varsigma" class="i" val="ς"/>
- <entry name="tau" class="i" val="τ"/>
- <entry name="upsilon" class="i" val="υ"/>
- <entry name="phi" class="i" val="ϕ"/>
- <entry name="varphi" class="i" val="φ"/>
- <entry name="chi" class="i" val="χ"/>
- <entry name="psi" class="i" val="ψ"/>
- <entry name="omega" class="i" val="ω"/>
-
- <!-- Greek Letters (upper case) -->
-
- <entry name="Gamma" class="i" val="Γ"/>
- <entry name="Delta" class="i" val="Δ"/>
- <entry name="Theta" class="i" val="Θ"/>
- <entry name="Lambda" class="i" val="Λ"/>
- <entry name="Xi" class="i" val="Ξ"/>
- <entry name="Pi" class="i" val="Π"/>
- <entry name="Sigma" class="i" val="Σ"/>
- <entry name="Upsilon" class="i" val="ϒ"/>
- <entry name="Phi" class="i" val="Φ"/>
- <entry name="Psi" class="i" val="Ψ"/>
- <entry name="Omega" class="i" val="Ω"/>
-
- <!-- Symbols of Type Ord -->
-
- <entry name="aleph" class="i" val="ℵ"/>
- <entry name="hbar" class="i" val="ℏ︀"/>
- <entry name="imath" class="i" val="ı"/>
- <entry name="jmath" class="i" val="j︀"/>
- <entry name="ell" class="i" val="ℓ"/>
- <entry name="wp" class="i" val="℘"/>
- <entry name="Re" class="o" val="ℜ"/>
- <entry name="Im" class="o" val="ℑ"/>
- <entry name="partial" class="o" val="∂"/>
- <entry name="infty" class="i" val="∞"/>
- <entry name="prime" class="o" val="′"/>
- <entry name="emptyset" class="i" val="∅︀"/>
- <entry name="nabla" class="o" val="∇"/>
- <entry name="surd" class="o" val="????"/>
- <entry name="top" class="i" val="⊤"/>
- <entry name="bot" class="i" val="⊥"/>
- <entry name="|" class="o" val="|" delimiter="1"/>
- <entry name="angle" class="o" val="∠"/>
- <entry name="triangle" class="o" val="▵"/>
- <entry name="backslash" class="o" val="\"/>
- <entry name="forall" class="o" val="∀"/>
- <entry name="exists" class="o" val="∃"/>
- <entry name="neg" class="o" val="¬"/>
- <entry name="lnot" class="o" val="¬"/>
- <entry name="flat" class="i" val="♭"/>
- <entry name="natural" class="i" val="♮"/>
- <entry name="sharp" class="i" val="♯"/>
- <entry name="clubsuit" class="i" val="♣"/>
- <entry name="diamondsuit" class="i" val="♢"/>
- <entry name="heartsuit" class="i" val="♡"/>
- <entry name="spadesuit" class="i" val="♠"/>
-
- <!-- Large Operators -->
-
- <entry name="sum" class="o" val="∑" limits="1"/>
- <entry name="prod" class="o" val="∏" limits="1"/>
- <entry name="coprod" class="o" val="∐" limits="1"/>
- <entry name="int" class="o" val="∫" limits="1"/>
- <entry name="oint" class="o" val="∮" limits="1"/>
- <entry name="bigcap" class="o" val="⋂" limits="1"/>
- <entry name="bigcup" class="o" val="⋃" limits="1"/>
- <entry name="bigsqcup" class="o" val="⊔" limits="1"/>
- <entry name="bigvee" class="o" val="⋁" limits="1"/>
- <entry name="bigwedge" class="o" val="⋀" limits="1"/>
- <entry name="bigodot" class="o" val="⊙" limits="1"/>
- <entry name="bigotimes" class="o" val="⊗" limits="1"/>
- <entry name="bigoplus" class="o" val="⊕" limits="1"/>
- <entry name="biguplus" class="o" val="⊎" limits="1"/>
-
- <!-- Binary Operations -->
-
- <entry name="pm" class="o" val="±"/>
- <entry name="mp" class="o" val="∓"/>
- <entry name="setminus" class="o" val="∖"/>
- <entry name="cdot" class="o" val="ċ"/>
- <entry name="times" class="o" val="×"/>
- <entry name="ast" class="o" val="*"/>
- <entry name="star" class="o" val="⋆"/>
- <entry name="diamond" class="o" val="⋄"/>
- <entry name="circ" class="o" val="^"/>
- <entry name="bullet" class="o" val="•"/>
- <entry name="div" class="o" val="÷"/>
- <entry name="cap" class="o" val="∩"/>
- <entry name="cup" class="o" val="∪"/>
- <entry name="uplus" class="o" val="⊎"/>
- <entry name="sqcap" class="o" val="⊓"/>
- <entry name="sqcup" class="o" val="⊔"/>
- <entry name="triangleleft" class="o" val="◃"/>
- <entry name="triangleright" class="o" val="▹"/>
- <entry name="wr" class="o" val="≀"/>
- <entry name="bigcirc" class="o" val="◯"/>
- <entry name="bigtriangleup" class="o" val="△"/>
- <entry name="bigtriangledown" class="o" val="▽"/>
- <entry name="vee" class="o" val="∨"/>
- <entry name="lor" class="o" val="∨"/>
- <entry name="wedge" class="o" val="∧"/>
- <entry name="land" class="o" val="∧"/>
- <entry name="oplus" class="o" val="⊕"/>
- <entry name="ominus" class="o" val="⊖"/>
- <entry name="otimes" class="o" val="⊗"/>
- <entry name="oslash" class="o" val="ø"/>
- <entry name="odot" class="o" val="⊙"/>
- <entry name="dagger" class="o" val="†"/>
- <entry name="ddagger" class="o" val="‡"/>
- <entry name="amalg" class="o" val="⨿"/>
-
- <!-- Relations -->
-
- <entry name="leq" class="o" val="≤"/>
- <entry name="le" class="o" val="≤"/>
- <entry name="prec" class="o" val="≺"/>
- <entry name="preceq" class="o" val="⪯"/>
- <entry name="ll" class="o" val="≪"/>
- <entry name="subset" class="o" val="⊂"/>
- <entry name="subseteq" class="o" val="⊆"/>
- <entry name="in" class="o" val="∈"/>
- <entry name="vdash" class="o" val="⊢"/>
- <entry name="smile" class="o" val="⌣"/>
- <entry name="frown" class="o" val="⌢"/>
- <entry name="propto" class="o" val="∝"/>
- <entry name="geq" class="o" val="≥"/>
- <entry name="ge" class="o" val="≥"/>
- <entry name="succ" class="o" val="≻"/>
- <entry name="succeq" class="o" val="≽"/>
- <entry name="gg" class="o" val="≫"/>
- <entry name="supset" class="o" val="⊃"/>
- <entry name="supseteq" class="o" val="⊇"/>
- <entry name="sqsupseteq" class="o" val="⊒"/>
- <entry name="notin" class="o" val="∉"/>
- <entry name="dashv" class="o" val="⊣"/>
- <entry name="mid" class="o" val="∣"/>
- <entry name="parallet" class="o" val="????"/>
- <entry name="equiv" class="o" val="≡"/>
- <entry name="sim" class="o" val="∼"/>
- <entry name="simeq" class="o" val="≃"/>
- <entry name="asymp" class="o" val="≍"/>
- <entry name="approx" class="o" val="≈"/>
- <entry name="cong" class="o" val="≅"/>
- <entry name="bowtie" class="o" val="⋈"/>
- <entry name="ni" class="o" val="∋"/>
- <entry name="owns" class="o" val="∋"/>
- <entry name="models" class="o" val="⊧"/>
- <entry name="doteq" class="o" val="≐"/>
- <entry name="perp" class="o" val="⊥"/>
-
- <entry name="not" pattern="#1" embellishment="1"/>
- <entry name="ne" class="o" val="≠"/>
-
- <!-- Arrows -->
-
- <entry name="leftarrow" class="o" val="←"/>
- <entry name="gets" class="o" val="←"/>
- <entry name="Leftarrow" class="o" val="⇐"/>
- <entry name="rightarrow" class="o" val="→"/>
- <entry name="to" class="o" val="→"/>
- <entry name="Rightarrow" class="o" val="⇒"/>
- <entry name="leftrightarrow" class="o" val="↔"/>
- <entry name="Leftrightarrow" class="o" val="⇔"/>
- <entry name="mapsto" class="o" val="↦"/>
- <entry name="hookleftarrow" class="o" val="↩"/>
- <entry name="uparrow" class="o" val="↑"/>
- <entry name="downarrow" class="o" val="↓"/>
- <entry name="updownarrow" class="o" val="↕"/>
- <entry name="nearrow" class="o" val="↗"/>
- <entry name="nwarrow" class="o" val="↖"/>
- <entry name="longleftarrow" class="o" val="????;"/>
- <entry name="Longleftarrow" class="o" val="????"/>
- <entry name="longrightarrow" class="o" val="????"/>
- <entry name="Longrightarrow" class="o" val="⇒"/>
- <entry name="longleftrightarrow" class="o" val="????"/>
- <entry name="Longleftrightarrow" class="o" val="????"/>
- <entry name="longmapsto" class="o" val="????"/>
- <entry name="hookrightarrow" class="o" val="↪"/>
- <entry name="Uparrow" class="o" val="⇑"/>
- <entry name="Downarrow" class="o" val="⇓"/>
- <entry name="searrow" class="o" val="↘"/>
- <entry name="swarrow" class="o" val="↙"/>
-
- <entry name="buildrel" pattern="#1\over#2" embellishment="1"/>
-
- <!-- Delimiters -->
-
- <entry name="lbrack" class="o" val="[" delimiter="1"/>
- <entry name="rbrack" class="o" val="]" delimiter="1"/>
- <entry name="vert" class="o" val="|" delimiter="1"/>
- <entry name="Vert" class="o" val="‖" delimiter="1"/>
- <entry name="lbrace" class="o" val="{" delimiter="1"/>
- <entry name="{" class="o" val="{" delimiter="1"/>
- <entry name="rbrace" class="o" val="}" delimiter="1"/>
- <entry name="}" class="o" val="}" delimiter="1"/>
- <entry name="lfloor" class="o" val="⌊" delimiter="1"/>
- <entry name="rfloor" class="o" val="⌋" delimiter="1"/>
- <entry name="langle" class="o" val="〈" delimiter="1"/>
- <entry name="rangle" class="o" val="〉" delimiter="1"/>
- <entry name="lceil" class="o" val="⌈" delimiter="1"/>
- <entry name="rceil" class="o" val="⌉" delimiter="1"/>
-
- <entry name="left" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="right" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="bigm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="big" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Bigm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="biggm" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggl" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggr" pattern="#1" embellishment="1" delimiter="1"/>
- <entry name="Biggm" pattern="#1" embellishment="1" delimiter="1"/>
-
- <!-- Accents -->
-
- <entry name="hat" pattern="#1" embellishment="1"/>
- <entry name="widehat" pattern="#1" embellishment="1"/>
- <entry name="check" pattern="#1" embellishment="1"/>
- <entry name="tilde" pattern="#1" embellishment="1"/>
- <entry name="widetilde" pattern="#1" embellishment="1"/>
- <entry name="acute" pattern="#1" embellishment="1"/>
- <entry name="grave" pattern="#1" embellishment="1"/>
- <entry name="dot" pattern="#1" embellishment="1"/>
- <entry name="ddot" pattern="#1" embellishment="1"/>
- <entry name="breve" pattern="#1" embellishment="1"/>
- <entry name="bar" pattern="#1" embellishment="1"/>
- <entry name="vec" pattern="#1" embellishment="1"/>
-
- <!-- Elementary Math Control Sequences -->
-
- <entry name="overline" pattern="#1"/>
- <entry name="underline" pattern="#1"/>
- <entry name="sqrt" pattern="#1"/>
- <entry name="root" pattern="#1\of#2"/>
- <entry name="over" pattern="{}"/>
- <entry name="atop" pattern="{}"/>
- <entry name="choose" pattern="{}"/>
- <entry name="brace" pattern="{}"/>
- <entry name="brack" pattern="{}"/>
-
- <!-- Style -->
-
- <entry name="displaystyle" pattern="}"/>
- <entry name="textstyle" pattern="}"/>
- <entry name="scriptstyle" pattern="}"/>
- <entry name="scriptscriptstyle" pattern="}"/>
-
- <!-- Non-Italic Function Names -->
-
- <entry name="arccos" class="i" val="arccos"/>
- <entry name="arcsin" class="i" val="arcsin"/>
- <entry name="arctan" class="i" val="arctan"/>
- <entry name="arg" class="i" val="arg"/>
- <entry name="cos" class="i" val="cos"/>
- <entry name="cosh" class="i" val="cosh"/>
- <entry name="cot" class="i" val="cot"/>
- <entry name="coth" class="i" val="coth"/>
- <entry name="csc" class="i" val="csc"/>
- <entry name="exp" class="i" val="exp"/>
- <entry name="deg" class="i" val="deg"/>
- <entry name="det" class="o" val="det" limits="1"/>
- <entry name="dim" class="i" val="dim"/>
- <entry name="gcd" class="o" val="gcd" limits="1"/>
- <entry name="hom" class="i" val="hom"/>
- <entry name="inf" class="o" val="inf" limits="1"/>
- <entry name="ker" class="i" val="ker"/>
- <entry name="lg" class="i" val="lg"/>
- <entry name="lim" class="o" val="lim" limits="1"/>
- <entry name="liminf" class="o" val="liminf" limits="1"/>
- <entry name="limsup" class="o" val="limsup" limits="1"/>
- <entry name="ln" class="i" val="ln"/>
- <entry name="log" class="i" val="log"/>
- <entry name="max" class="o" val="max" limits="1"/>
- <entry name="min" class="o" val="max" limits="1"/>
- <entry name="Pr" class="o" val="Pr" limits="1"/>
- <entry name="sec" class="i" val="sec"/>
- <entry name="sin" class="i" val="sin"/>
- <entry name="sinh" class="i" val="sinh"/>
- <entry name="sup" class="o" limits="1"/>
- <entry name="tan" class="i" val="tan"/>
- <entry name="tanh" class="i" val="tanh"/>
- <entry name="pmod" pattern="#1"/>
- <entry name="bmod" class="o" val="mod"/>
-
- <!-- Ellipses -->
-
- <entry name="dots" class="i" val="…"/>
- <entry name="ldots" class="i" val="…"/>
- <entry name="cdots" class="i" val="⋯"/>
- <entry name="vdots" class="i" val="⋮"/>
- <entry name="ddots" class="i" val="⋱"/>
-
- <!-- Fonts -->
-
- <entry name="rm" pattern="}"/>
- <entry name="bf" pattern="}"/>
- <entry name="tt" pattern="}"/>
- <entry name="sl" pattern="}"/>
- <entry name="it" pattern="}"/>
-
- <!-- Horizontal Spacing -->
-
- <entry name=","/>
- <entry name=">"/>
- <entry name=";"/>
- <entry name="!"/>
-
- <!-- Braces and Matrices -->
-
- <entry name="matrix" pattern="#1" table="1"/>
- <entry name="pmatrix" pattern="#1" table="1"/>
- <entry name="bordermatrix" pattern="#1" table="1"/>
- <entry name="overbrace" pattern="#1" limits="1"/>
- <entry name="underbrace" pattern="#1" limits="1"/>
- <entry name="cases" pattern="#1" table="1"/>
-
-</dictionary>
+++ /dev/null
-<?xml version="1.0"?>
-
-<entities-table>
- <entity name="aacute" value="á"/>
- <entity name="Aacute" value="Á"/>
- <entity name="abreve" value="ă"/>
- <entity name="Abreve" value="Ă"/>
- <entity name="ac" value="⤏"/>
- <entity name="acd" value="∿"/>
- <entity name="acE" value="⧛"/>
- <entity name="acirc" value="â"/>
- <entity name="Acirc" value="Â"/>
- <entity name="acute" value="´"/>
- <entity name="acy" value="а"/>
- <entity name="Acy" value="А"/>
- <entity name="aelig" value="æ"/>
- <entity name="AElig" value="Æ"/>
- <entity name="af" value="⁡"/>
- <entity name="afr" value="𝔞"/>
- <entity name="Afr" value="𝔄"/>
- <entity name="agrave" value="à"/>
- <entity name="Agrave" value="À"/>
- <entity name="aleph" value="ℵ"/>
- <entity name="alpha" value="α"/>
- <entity name="amacr" value="ā"/>
- <entity name="Amacr" value="Ā"/>
- <entity name="amalg" value="⨿"/>
- <entity name="amp" value="&"/>
- <entity name="and" value="∧"/>
- <entity name="And" value="⩓"/>
- <entity name="andand" value="⩕"/>
- <entity name="andd" value="⩜"/>
- <entity name="andslope" value="⩘"/>
- <entity name="andv" value="⩚"/>
- <entity name="ang" value="∠"/>
- <entity name="ange" value="⦤"/>
- <entity name="angle" value="∠"/>
- <entity name="angmsd" value="∡"/>
- <entity name="angmsdaa" value="⦨"/>
- <entity name="angmsdab" value="⦩"/>
- <entity name="angmsdac" value="⦪"/>
- <entity name="angmsdad" value="⦫"/>
- <entity name="angmsdae" value="⦬"/>
- <entity name="angmsdaf" value="⦭"/>
- <entity name="angmsdag" value="⦮"/>
- <entity name="angmsdah" value="⦯"/>
- <entity name="angrt" value="∟"/>
- <entity name="angrtvb" value="⦝︀"/>
- <entity name="angrtvbd" value="⦝"/>
- <entity name="angsph" value="∢"/>
- <entity name="angst" value="Å"/>
- <entity name="angzarr" value="⍼"/>
- <entity name="aogon" value="ą"/>
- <entity name="Aogon" value="Ą"/>
- <entity name="aopf" value="𝕒"/>
- <entity name="Aopf" value="𝔸"/>
- <entity name="ap" value="≈"/>
- <entity name="apacir" value="⩯"/>
- <entity name="ape" value="≊"/>
- <entity name="apE" value="≊"/>
- <entity name="apid" value="≋"/>
- <entity name="apos" value="'"/>
- <entity name="ApplyFunction" value="⁡"/>
- <entity name="approx" value="≈"/>
- <entity name="approxeq" value="≊"/>
- <entity name="aring" value="å"/>
- <entity name="Aring" value="Å"/>
- <entity name="ascr" value="𝒶"/>
- <entity name="Ascr" value="𝒜"/>
- <entity name="Assign" value="≔"/>
- <entity name="ast" value="*"/>
- <entity name="asymp" value="≍"/>
- <entity name="atilde" value="ã"/>
- <entity name="Atilde" value="Ã"/>
- <entity name="auml" value="ä"/>
- <entity name="Auml" value="Ä"/>
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- <entity name="backepsilon" value="϶"/>
- <entity name="backprime" value="‵"/>
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- <entity name="barvee" value="⊽"/>
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- <entity name="Bcy" value="Б"/>
- <entity name="becaus" value="∵"/>
- <entity name="because" value="∵"/>
- <entity name="Because" value="∵"/>
- <entity name="bemptyv" value="⦰"/>
- <entity name="bepsi" value="϶"/>
- <entity name="bernou" value="ℬ"/>
- <entity name="Bernoullis" value="ℬ"/>
- <entity name="beta" value="β"/>
- <entity name="beth" value="ℶ"/>
- <entity name="between" value="≬"/>
- <entity name="bfr" value="𝔟"/>
- <entity name="Bfr" value="𝔅"/>
- <entity name="bigcap" value="⋂"/>
- <entity name="bigcirc" value="◯"/>
- <entity name="bigcup" value="⋃"/>
- <entity name="bigodot" value="⊙"/>
- <entity name="bigoplus" value="⊕"/>
- <entity name="bigotimes" value="⊗"/>
- <entity name="bigsqcup" value="⊔"/>
- <entity name="bigstar" value="★"/>
- <entity name="bigtriangledown" value="▽"/>
- <entity name="bigtriangleup" value="△"/>
- <entity name="biguplus" value="⊎"/>
- <entity name="bigvee" value="⋁"/>
- <entity name="bigwedge" value="⋀"/>
- <entity name="bkarow" value="⤍"/>
- <entity name="blacklozenge" value="⧫"/>
- <entity name="blacksquare" value="▪"/>
- <entity name="blacktriangle" value="▴"/>
- <entity name="blacktriangledown" value="▾"/>
- <entity name="blacktriangleleft" value="◂"/>
- <entity name="blacktriangleright" value="▸"/>
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- <entity name="blk12" value="▒"/>
- <entity name="blk14" value="░"/>
- <entity name="blk34" value="▓"/>
- <entity name="block" value="█"/>
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- <entity name="bnequiv" value="≡⃥"/>
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- <entity name="bNot" value="⫭"/>
- <entity name="bopf" value="𝕓"/>
- <entity name="Bopf" value="𝔹"/>
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- <entity name="bottom" value="⊥"/>
- <entity name="bowtie" value="⋈"/>
- <entity name="boxbox" value="⧉"/>
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- <entity name="boxdL" value="╕"/>
- <entity name="boxDl" value="╖"/>
- <entity name="boxDL" value="╗"/>
- <entity name="boxdr" value="┌"/>
- <entity name="boxdR" value="╒"/>
- <entity name="boxDr" value="╓"/>
- <entity name="boxDR" value="╔"/>
- <entity name="boxh" value="─"/>
- <entity name="boxH" value="═"/>
- <entity name="boxhd" value="┬"/>
- <entity name="boxhD" value="╥"/>
- <entity name="boxHd" value="╤"/>
- <entity name="boxHD" value="╦"/>
- <entity name="boxhu" value="┴"/>
- <entity name="boxhU" value="╨"/>
- <entity name="boxHu" value="╧"/>
- <entity name="boxHU" value="╩"/>
- <entity name="boxminus" value="⊟"/>
- <entity name="boxplus" value="⊞"/>
- <entity name="boxtimes" value="⊠"/>
- <entity name="boxul" value="┘"/>
- <entity name="boxuL" value="╛"/>
- <entity name="boxUl" value="╜"/>
- <entity name="boxUL" value="╝"/>
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- <entity name="boxuR" value="╘"/>
- <entity name="boxUr" value="╙"/>
- <entity name="boxUR" value="╚"/>
- <entity name="boxv" value="│"/>
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- <entity name="boxvh" value="┼"/>
- <entity name="boxvH" value="╪"/>
- <entity name="boxVh" value="╫"/>
- <entity name="boxVH" value="╬"/>
- <entity name="boxvl" value="┤"/>
- <entity name="boxvL" value="╡"/>
- <entity name="boxVl" value="╢"/>
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- <entity name="boxvr" value="├"/>
- <entity name="boxvR" value="╞"/>
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- <entity name="boxVR" value="╠"/>
- <entity name="bprime" value="‵"/>
- <entity name="breve" value="˘"/>
- <entity name="Breve" value="˘"/>
- <entity name="brvbar" value="¦"/>
- <entity name="bscr" value="𝒷"/>
- <entity name="Bscr" value="ℬ"/>
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- <entity name="bsim" value="∽"/>
- <entity name="bsime" value="⋍"/>
- <entity name="bsol" value="\"/>
- <entity name="bsolb" value="⧅"/>
- <entity name="bsolhsub" value="\⊂"/>
- <entity name="bull" value="•"/>
- <entity name="bullet" value="•"/>
- <entity name="bump" value="≎"/>
- <entity name="bumpe" value="≏"/>
- <entity name="bumpE" value="⪮"/>
- <entity name="bumpeq" value="≏"/>
- <entity name="Bumpeq" value="≎"/>
- <entity name="cacute" value="ć"/>
- <entity name="Cacute" value="Ć"/>
- <entity name="cap" value="∩"/>
- <entity name="Cap" value="⋒"/>
- <entity name="capand" value="⩄"/>
- <entity name="capbrcup" value="⩉"/>
- <entity name="capcap" value="⩋"/>
- <entity name="capcup" value="⩇"/>
- <entity name="capdot" value="⩀"/>
- <entity name="CapitalDifferentialD" value="ⅅ"/>
- <entity name="caps" value="∩︀"/>
- <entity name="caret" value="⁁"/>
- <entity name="caron" value="ˇ"/>
- <entity name="Cayleys" value="ℭ"/>
- <entity name="ccaps" value="⩍"/>
- <entity name="ccaron" value="č"/>
- <entity name="Ccaron" value="Č"/>
- <entity name="ccedil" value="ç"/>
- <entity name="Ccedil" value="Ç"/>
- <entity name="ccirc" value="ĉ"/>
- <entity name="Ccirc" value="Ĉ"/>
- <entity name="Cconint" value="∰"/>
- <entity name="ccups" value="⩌"/>
- <entity name="ccupssm" value="⩐"/>
- <entity name="cdot" value="ċ"/>
- <entity name="Cdot" value="Ċ"/>
- <entity name="cedil" value="¸"/>
- <entity name="Cedilla" value="¸"/>
- <entity name="cemptyv" value="⦲"/>
- <entity name="cent" value="¢"/>
- <entity name="centerdot" value="·"/>
- <entity name="CenterDot" value="·"/>
- <entity name="cfr" value="𝔠"/>
- <entity name="Cfr" value="ℭ"/>
- <entity name="chcy" value="ч"/>
- <entity name="CHcy" value="Ч"/>
- <entity name="check" value="✓"/>
- <entity name="checkmark" value="✓"/>
- <entity name="chi" value="χ"/>
- <entity name="cir" value="○"/>
- <entity name="circ" value="^"/>
- <entity name="circeq" value="≗"/>
- <entity name="circlearrowleft" value="↺"/>
- <entity name="circlearrowright" value="↻"/>
- <entity name="circledast" value="⊛"/>
- <entity name="circledcirc" value="⊚"/>
- <entity name="circleddash" value="⊝"/>
- <entity name="CircleDot" value="⊙"/>
- <entity name="circledR" value="®"/>
- <entity name="circledS" value="Ⓢ"/>
- <entity name="CircleMinus" value="⊖"/>
- <entity name="CirclePlus" value="⊕"/>
- <entity name="CircleTimes" value="⊗"/>
- <entity name="cire" value="≗"/>
- <entity name="cirE" value="⧃"/>
- <entity name="cirfnint" value="⨐"/>
- <entity name="cirmid" value="⫯"/>
- <entity name="cirscir" value="⧂"/>
- <entity name="ClockwiseContourIntegral" value="∲"/>
- <entity name="CloseCurlyDoubleQuote" value="”"/>
- <entity name="CloseCurlyQuote" value="’"/>
- <entity name="clubs" value="♣"/>
- <entity name="clubsuit" value="♣"/>
- <entity name="colon" value=":"/>
- <entity name="Colon" value="∷"/>
- <entity name="colone" value="≔"/>
- <entity name="Colone" value="⩴"/>
- <entity name="coloneq" value="≔"/>
- <entity name="comma" value=","/>
- <entity name="commat" value="@"/>
- <entity name="comp" value="∁"/>
- <entity name="compfn" value="∘"/>
- <entity name="complement" value="∁"/>
- <entity name="complexes" value="ℂ"/>
- <entity name="cong" value="≅"/>
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- <entity name="conint" value="∮"/>
- <entity name="Conint" value="∯"/>
- <entity name="ContourIntegral" value="∮"/>
- <entity name="copf" value="𝕔"/>
- <entity name="Copf" value="ℂ"/>
- <entity name="coprod" value="∐"/>
- <entity name="Coproduct" value="∐"/>
- <entity name="copy" value="©"/>
- <entity name="copysr" value="℗"/>
- <entity name="CounterClockwiseContourIntegral" value="∳"/>
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- <entity name="Cross" value="⨯"/>
- <entity name="cscr" value="𝒸"/>
- <entity name="Cscr" value="𝒞"/>
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- <entity name="csube" value="⫑"/>
- <entity name="csup" value="⫐"/>
- <entity name="csupe" value="⫒"/>
- <entity name="ctdot" value="⋯"/>
- <entity name="cudarrl" value="⤸"/>
- <entity name="cudarrr" value="⤵"/>
- <entity name="cuepr" value="⋞"/>
- <entity name="cuesc" value="⋟"/>
- <entity name="cularr" value="↶"/>
- <entity name="cularrp" value="⤽"/>
- <entity name="cup" value="∪"/>
- <entity name="Cup" value="⋓"/>
- <entity name="cupbrcap" value="⩈"/>
- <entity name="cupcap" value="⩆"/>
- <entity name="CupCap" value="≍"/>
- <entity name="cupcup" value="⩊"/>
- <entity name="cupdot" value="⊍"/>
- <entity name="cupor" value="⩅"/>
- <entity name="cups" value="∪︀"/>
- <entity name="curarr" value="↷"/>
- <entity name="curarrm" value="⤼"/>
- <entity name="curlyeqprec" value="⋞"/>
- <entity name="curlyeqsucc" value="⋟"/>
- <entity name="curlyvee" value="⋎"/>
- <entity name="curlywedge" value="⋏"/>
- <entity name="curren" value="¤"/>
- <entity name="curvearrowleft" value="↶"/>
- <entity name="curvearrowright" value="↷"/>
- <entity name="cuvee" value="⋎"/>
- <entity name="cuwed" value="⋏"/>
- <entity name="cwconint" value="∲"/>
- <entity name="cwint" value="∱"/>
- <entity name="cylcty" value="⌭"/>
- <entity name="dagger" value="†"/>
- <entity name="dagger" value="†"/>
- <entity name="Dagger" value="‡"/>
- <entity name="Dagger" value="‡"/>
- <entity name="daleth" value="ℸ"/>
- <entity name="darr" value="↓"/>
- <entity name="dArr" value="⇓"/>
- <entity name="Darr" value="↡"/>
- <entity name="dash" value="‐"/>
- <entity name="dashv" value="⊣"/>
- <entity name="Dashv" value="⫤"/>
- <entity name="dbkarow" value="⤏"/>
- <entity name="dblac" value="˝"/>
- <entity name="dcaron" value="ď"/>
- <entity name="Dcaron" value="Ď"/>
- <entity name="dcy" value="д"/>
- <entity name="Dcy" value="Д"/>
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- <entity name="DD" value="ⅅ"/>
- <entity name="ddagger" value="‡"/>
- <entity name="ddarr" value="⇊"/>
- <entity name="DDotrahd" value="⤑"/>
- <entity name="ddotseq" value="⩷"/>
- <entity name="deg" value="°"/>
- <entity name="Del" value="∇"/>
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- <entity name="Delta" value="Δ"/>
- <entity name="demptyv" value="⦱"/>
- <entity name="dfisht" value="⥿"/>
- <entity name="dfr" value="𝔡"/>
- <entity name="Dfr" value="𝔇"/>
- <entity name="dHar" value="⥥"/>
- <entity name="dharl" value="⇃"/>
- <entity name="dharr" value="⇂"/>
- <entity name="DiacriticalAcute" value="´"/>
- <entity name="DiacriticalDot" value="˙"/>
- <entity name="DiacriticalDoubleAcute" value="˝"/>
- <entity name="DiacriticalGrave" value="`"/>
- <entity name="DiacriticalTilde" value="˜"/>
- <entity name="diam" value="⋄"/>
- <entity name="diamond" value="⋄"/>
- <entity name="Diamond" value="⋄"/>
- <entity name="diamondsuit" value="♦"/>
- <entity name="diams" value="♦"/>
- <entity name="die" value="¨"/>
- <entity name="DifferentialD" value="ⅆ"/>
- <entity name="digamma" value="Ϝ"/>
- <entity name="disin" value="⋲"/>
- <entity name="div" value="÷"/>
- <entity name="divide" value="÷"/>
- <entity name="divideontimes" value="⋇"/>
- <entity name="divonx" value="⋇"/>
- <entity name="djcy" value="ђ"/>
- <entity name="DJcy" value="Ђ"/>
- <entity name="dlcorn" value="⌞"/>
- <entity name="dlcrop" value="⌍"/>
- <entity name="dollar" value="$"/>
- <entity name="dopf" value="𝕕"/>
- <entity name="Dopf" value="𝔻"/>
- <entity name="dot" value="˙"/>
- <entity name="Dot" value="¨"/>
- <entity name="DotDot" value="⃜"/>
- <entity name="doteq" value="≐"/>
- <entity name="doteqdot" value="≑"/>
- <entity name="DotEqual" value="≐"/>
- <entity name="dotminus" value="∸"/>
- <entity name="dotplus" value="∔"/>
- <entity name="dotsquare" value="⊡"/>
- <entity name="doublebarwedge" value="⌆"/>
- <entity name="DoubleContourIntegral" value="∯"/>
- <entity name="DoubleDot" value="¨"/>
- <entity name="DoubleDownArrow" value="⇓"/>
- <entity name="DoubleLeftArrow" value="⇐"/>
- <entity name="DoubleLeftRightArrow" value="⇔"/>
- <entity name="DoubleLeftTee" value="⫤"/>
- <entity name="DoubleLongLeftArrow" value=""/>
- <entity name="DoubleLongLeftRightArrow" value=""/>
- <entity name="DoubleLongRightArrow" value=""/>
- <entity name="DoubleRightArrow" value="⇒"/>
- <entity name="DoubleRightTee" value="⊨"/>
- <entity name="DoubleUpArrow" value="⇑"/>
- <entity name="DoubleUpDownArrow" value="⇕"/>
- <entity name="DoubleVerticalBar" value="∥"/>
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- <entity name="Downarrow" value="⇓"/>
- <entity name="DownArrow" value="↓"/>
- <entity name="DownArrowBar" value="⤓"/>
- <entity name="DownArrowUpArrow" value="⇵"/>
- <entity name="DownBreve" value="̑"/>
- <entity name="downdownarrows" value="⇊"/>
- <entity name="downharpoonleft" value="⇃"/>
- <entity name="downharpoonright" value="⇂"/>
- <entity name="DownLeftRightVector" value="⥐"/>
- <entity name="DownLeftTeeVector" value="⥞"/>
- <entity name="DownLeftVector" value="↽"/>
- <entity name="DownLeftVectorBar" value="⥖"/>
- <entity name="DownRightTeeVector" value="⥟"/>
- <entity name="DownRightVector" value="⇁"/>
- <entity name="DownRightVectorBar" value="⥗"/>
- <entity name="DownTee" value="⊤"/>
- <entity name="DownTeeArrow" value="↧"/>
- <entity name="drbkarow" value="⤐"/>
- <entity name="drcorn" value="⌟"/>
- <entity name="drcrop" value="⌌"/>
- <entity name="dscr" value="𝒹"/>
- <entity name="Dscr" value="𝒟"/>
- <entity name="dscy" value="ѕ"/>
- <entity name="DScy" value="Ѕ"/>
- <entity name="dsol" value="⧶"/>
- <entity name="dstrok" value="đ"/>
- <entity name="Dstrok" value="Đ"/>
- <entity name="dtdot" value="⋱"/>
- <entity name="dtri" value="▿"/>
- <entity name="dtrif" value="▾"/>
- <entity name="duarr" value="⇵"/>
- <entity name="duhar" value="⥯"/>
- <entity name="dwangle" value="⦦"/>
- <entity name="dzcy" value="џ"/>
- <entity name="DZcy" value="Џ"/>
- <entity name="dzigrarr" value=""/>
- <entity name="eacute" value="é"/>
- <entity name="Eacute" value="É"/>
- <entity name="easter" value="≛"/>
- <entity name="ecaron" value="ě"/>
- <entity name="Ecaron" value="Ě"/>
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- <entity name="ecirc" value="ê"/>
- <entity name="Ecirc" value="Ê"/>
- <entity name="ecolon" value="≕"/>
- <entity name="ecy" value="э"/>
- <entity name="Ecy" value="Э"/>
- <entity name="eDDot" value="⩷"/>
- <entity name="edot" value="ė"/>
- <entity name="eDot" value="≑"/>
- <entity name="Edot" value="Ė"/>
- <entity name="ee" value="ⅇ"/>
- <entity name="efDot" value="≒"/>
- <entity name="efr" value="𝔢"/>
- <entity name="Efr" value="𝔈"/>
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- <entity name="egrave" value="è"/>
- <entity name="Egrave" value="È"/>
- <entity name="egs" value="⋝"/>
- <entity name="egsdot" value="⪘"/>
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- <entity name="Element" value="∈"/>
- <entity name="ell" value="ℓ"/>
- <entity name="els" value="⋜"/>
- <entity name="elsdot" value="⪗"/>
- <entity name="emacr" value="ē"/>
- <entity name="Emacr" value="Ē"/>
- <entity name="empty" value="∅︀"/>
- <entity name="emptyset" value="∅︀"/>
- <entity name="EmptySmallSquare" value="◽"/>
- <entity name="emptyv" value="∅"/>
- <entity name="EmptyVerySmallSquare" value=""/>
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- <entity name="emsp13" value=" "/>
- <entity name="emsp14" value=" "/>
- <entity name="eng" value="ŋ"/>
- <entity name="ENG" value="Ŋ"/>
- <entity name="ensp" value=" "/>
- <entity name="eogon" value="ę"/>
- <entity name="Eogon" value="Ę"/>
- <entity name="eopf" value="𝕖"/>
- <entity name="Eopf" value="𝔼"/>
- <entity name="epar" value="⋕"/>
- <entity name="eparsl" value="⧣"/>
- <entity name="eplus" value="⩱"/>
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- <entity name="epsiv" value="ɛ"/>
- <entity name="eqcirc" value="≖"/>
- <entity name="eqcolon" value="≕"/>
- <entity name="eqsim" value="≂"/>
- <entity name="eqslantgtr" value="⋝"/>
- <entity name="eqslantless" value="⋜"/>
- <entity name="Equal" value="⩵"/>
- <entity name="equals" value="="/>
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- <entity name="equest" value="≟"/>
- <entity name="Equilibrium" value="⇌"/>
- <entity name="equiv" value="≡"/>
- <entity name="equivDD" value="⩸"/>
- <entity name="eqvparsl" value="⧥"/>
- <entity name="erarr" value="⥱"/>
- <entity name="erDot" value="≓"/>
- <entity name="escr" value="ℯ"/>
- <entity name="Escr" value="ℰ"/>
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- <entity name="esim" value="≂"/>
- <entity name="Esim" value="⩳"/>
- <entity name="eta" value="η"/>
- <entity name="eth" value="ð"/>
- <entity name="ETH" value="Ð"/>
- <entity name="euml" value="ë"/>
- <entity name="Euml" value="Ë"/>
- <entity name="excl" value="!"/>
- <entity name="exist" value="∃"/>
- <entity name="Exists" value="∃"/>
- <entity name="expectation" value="ℰ"/>
- <entity name="exponentiale" value="ⅇ"/>
- <entity name="ExponentialE" value="ⅇ"/>
- <entity name="fallingdotseq" value="≒"/>
- <entity name="fcy" value="ф"/>
- <entity name="Fcy" value="Ф"/>
- <entity name="female" value="♀"/>
- <entity name="ffilig" value="ffi"/>
- <entity name="fflig" value="ff"/>
- <entity name="ffllig" value="ffl"/>
- <entity name="ffr" value="𝔣"/>
- <entity name="Ffr" value="𝔉"/>
- <entity name="filig" value="fi"/>
- <entity name="FilledSmallSquare" value="◾"/>
- <entity name="FilledVerySmallSquare" value=""/>
- <entity name="flat" value="♭"/>
- <entity name="fllig" value="fl"/>
- <entity name="fnof" value="ƒ"/>
- <entity name="fopf" value="𝕗"/>
- <entity name="Fopf" value="𝔽"/>
- <entity name="forall" value="∀"/>
- <entity name="ForAll" value="∀"/>
- <entity name="fork" value="⋔"/>
- <entity name="forkv" value="⫙"/>
- <entity name="Fouriertrf" value="ℱ"/>
- <entity name="fpartint" value="⨍"/>
- <entity name="frac12" value="½"/>
- <entity name="frac13" value="⅓"/>
- <entity name="frac14" value="¼"/>
- <entity name="frac15" value="⅕"/>
- <entity name="frac16" value="⅙"/>
- <entity name="frac18" value="⅛"/>
- <entity name="frac23" value="⅔"/>
- <entity name="frac25" value="⅖"/>
- <entity name="frac34" value="¾"/>
- <entity name="frac35" value="⅗"/>
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- <entity name="frac45" value="⅘"/>
- <entity name="frac56" value="⅚"/>
- <entity name="frac58" value="⅝"/>
- <entity name="frac78" value="⅞"/>
- <entity name="frown" value="⌢"/>
- <entity name="fscr" value="𝒻"/>
- <entity name="Fscr" value="ℱ"/>
- <entity name="gacute" value="ǵ"/>
- <entity name="gamma" value="γ"/>
- <entity name="Gamma" value="Γ"/>
- <entity name="gammad" value="Ϝ"/>
- <entity name="Gammad" value="Ϝ"/>
- <entity name="gap" value="≳"/>
- <entity name="gbreve" value="ğ"/>
- <entity name="Gbreve" value="Ğ"/>
- <entity name="Gcedil" value="Ģ"/>
- <entity name="gcirc" value="ĝ"/>
- <entity name="Gcirc" value="Ĝ"/>
- <entity name="gcy" value="г"/>
- <entity name="Gcy" value="Г"/>
- <entity name="gdot" value="ġ"/>
- <entity name="Gdot" value="Ġ"/>
- <entity name="ge" value="≥"/>
- <entity name="gE" value="≧"/>
- <entity name="gel" value="⋛"/>
- <entity name="gEl" value="⋛"/>
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- <entity name="geqq" value="≧"/>
- <entity name="geqslant" value="⩾"/>
- <entity name="ges" value="⩾"/>
- <entity name="gescc" value="⪩"/>
- <entity name="gesdot" value="⪀"/>
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- <entity name="gesdotol" value="⪄"/>
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- <entity name="gneqq" value="≩"/>
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- <entity name="gopf" value="𝕘"/>
- <entity name="Gopf" value="𝔾"/>
- <entity name="grave" value="`"/>
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- <entity name="GreaterGreater" value="⪢"/>
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- <entity name="GreaterSlantEqual" value="⩾"/>
- <entity name="GreaterTilde" value="≳"/>
- <entity name="gscr" value="ℊ"/>
- <entity name="Gscr" value="𝒢"/>
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- <entity name="gtcir" value="⩺"/>
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- <entity name="gtlPar" value="⦕"/>
- <entity name="gtquest" value="⩼"/>
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- <entity name="Hcirc" value="Ĥ"/>
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- <entity name="Hfr" value="ℌ"/>
- <entity name="HilbertSpace" value="ℋ"/>
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- <entity name="HorizontalLine" value="─"/>
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- <entity name="Hscr" value="ℋ"/>
- <entity name="hslash" value="ℏ"/>
- <entity name="hstrok" value="ħ"/>
- <entity name="Hstrok" value="Ħ"/>
- <entity name="HumpDownHump" value="≎"/>
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- <entity name="hyphen" value="‐"/>
- <entity name="iacute" value="í"/>
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- <entity name="Imacr" value="Ī"/>
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- <entity name="intlarhk" value="⨗"/>
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- <entity name="InvisibleComma" value="​"/>
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- <entity name="Jopf" value="𝕁"/>
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- <entity name="khcy" value="х"/>
- <entity name="KHcy" value="Х"/>
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- <entity name="KJcy" value="Ќ"/>
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- <entity name="Laplacetrf" value="ℒ"/>
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- <entity name="lbrace" value="{"/>
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- <entity name="Lcaron" value="Ľ"/>
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- <entity name="Lcedil" value="Ļ"/>
- <entity name="lceil" value="⌈"/>
- <entity name="lcub" value="{"/>
- <entity name="lcy" value="л"/>
- <entity name="Lcy" value="Л"/>
- <entity name="ldca" value="⤶"/>
- <entity name="ldquo" value="“"/>
- <entity name="ldquor" value="„"/>
- <entity name="ldrdhar" value="⥧"/>
- <entity name="ldrushar" value="⥋"/>
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- <entity name="le" value="≤"/>
- <entity name="lE" value="≦"/>
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- <entity name="LeftArrowBar" value="⇤"/>
- <entity name="LeftArrowRightArrow" value="⇆"/>
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- <entity name="leftrightharpoons" value="⇋"/>
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- <entity name="LeftTriangle" value="⊲"/>
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- <entity name="LeftTriangleEqual" value="⊴"/>
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- <entity name="LeftUpVector" value="↿"/>
- <entity name="LeftUpVectorBar" value="⥘"/>
- <entity name="LeftVector" value="↼"/>
- <entity name="LeftVectorBar" value="⥒"/>
- <entity name="leg" value="⋚"/>
- <entity name="lEg" value="⋚"/>
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- <entity name="leqslant" value="⩽"/>
- <entity name="les" value="⩽"/>
- <entity name="lescc" value="⪨"/>
- <entity name="lesdot" value="⩿"/>
- <entity name="lesdoto" value="⪁"/>
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- <entity name="lesg" value="⋚︀"/>
- <entity name="lesges" value="⪓"/>
- <entity name="lessapprox" value="≲"/>
- <entity name="lessdot" value="⋖"/>
- <entity name="lesseqgtr" value="⋚"/>
- <entity name="lesseqqgtr" value="⋚"/>
- <entity name="LessEqualGreater" value="⋚"/>
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- <entity name="LessGreater" value="≶"/>
- <entity name="lessgtr" value="≶"/>
- <entity name="LessLess" value="⪡"/>
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- <entity name="lHar" value="⥢"/>
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- <entity name="mnplus" value="∓"/>
- <entity name="models" value="⊧"/>
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- <entity name="mp" value="∓"/>
- <entity name="mscr" value="𝓂"/>
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- <entity name="napE" value="⩰̸"/>
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- <entity name="napos" value="ʼn"/>
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- <entity name="natur" value="♮"/>
- <entity name="natural" value="♮"/>
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- <entity name="NegativeThickSpace" value=" ︀"/>
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- <entity name="nesim" value="≂̸"/>
- <entity name="NestedGreaterGreater" value="≫"/>
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- <entity name="NewLine" value="
"/>
- <entity name="nexist" value="∄"/>
- <entity name="nexists" value="∄"/>
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- <entity name="Nfr" value="𝔑"/>
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- <entity name="ngeq" value="≱⃥"/>
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- <entity name="ngeqslant" value="≱"/>
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- <entity name="ngt" value="≯"/>
- <entity name="nGt" value="≫̸"/>
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- <entity name="nGtv" value="≫̸︀"/>
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- <entity name="nless" value="≮"/>
- <entity name="nLl" value="⋘̸"/>
- <entity name="nlsim" value="≴"/>
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- <entity name="nLt" value="≪̸"/>
- <entity name="nltri" value="⋪"/>
- <entity name="nltrie" value="⋬"/>
- <entity name="nLtv" value="≪̸︀"/>
- <entity name="nmid" value="∤"/>
- <entity name="NoBreak" value=""/>
- <entity name="NonBreakingSpace" value=" "/>
- <entity name="nopf" value="𝕟"/>
- <entity name="Nopf" value="ℕ"/>
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- <entity name="NotCongruent" value="≢"/>
- <entity name="NotCupCap" value="≭"/>
- <entity name="NotDoubleVerticalBar" value="∦"/>
- <entity name="NotElement" value="∉"/>
- <entity name="NotEqual" value="≠"/>
- <entity name="NotEqualTilde" value="≂̸"/>
- <entity name="NotExists" value="∄"/>
- <entity name="NotGreater" value="≯"/>
- <entity name="NotGreaterEqual" value="≱⃥"/>
- <entity name="NotGreaterFullEqual" value="≰"/>
- <entity name="NotGreaterGreater" value="≫̸︀"/>
- <entity name="NotGreaterLess" value="≹"/>
- <entity name="NotGreaterSlantEqual" value="≱"/>
- <entity name="NotGreaterTilde" value="≵"/>
- <entity name="NotHumpDownHump" value="≎̸"/>
- <entity name="NotHumpEqual" value="≏̸"/>
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- <entity name="notindot" value="⋶︀"/>
- <entity name="notinva" value="∉̸"/>
- <entity name="notinvb" value="⋷"/>
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- <entity name="NotLeftTriangle" value="⋪"/>
- <entity name="NotLeftTriangleBar" value="⧏̸"/>
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- <entity name="NotLessEqual" value="≰⃥"/>
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- <entity name="NotLessLess" value="≪̸︀"/>
- <entity name="NotLessSlantEqual" value="≰"/>
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- <entity name="notni" value="∌"/>
- <entity name="notniva" value="∌"/>
- <entity name="notnivb" value="⋾"/>
- <entity name="notnivc" value="⋽"/>
- <entity name="NotPrecedes" value="⊀"/>
- <entity name="NotPrecedesEqual" value="⪯̸"/>
- <entity name="NotPrecedesSlantEqual" value="⋠"/>
- <entity name="NotReverseElement" value="∌"/>
- <entity name="NotRightTriangle" value="⋫"/>
- <entity name="NotRightTriangleBar" value="⧐̸"/>
- <entity name="NotRightTriangleEqual" value="⋭"/>
- <entity name="NotSquareSubset" value="⊏̸"/>
- <entity name="NotSquareSubsetEqual" value="⋢"/>
- <entity name="NotSquareSuperset" value="⊐̸"/>
- <entity name="NotSquareSupersetEqual" value="⋣"/>
- <entity name="NotSubset" value="⊄"/>
- <entity name="NotSubsetEqual" value="⊈"/>
- <entity name="NotSucceeds" value="⊁"/>
- <entity name="NotSucceedsEqual" value="⪰̸"/>
- <entity name="NotSucceedsSlantEqual" value="⋡"/>
- <entity name="NotSucceedsTilde" value="≿̸"/>
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- <entity name="NotSupersetEqual" value="⊉"/>
- <entity name="NotTilde" value="≁"/>
- <entity name="NotTildeEqual" value="≄"/>
- <entity name="NotTildeFullEqual" value="≇"/>
- <entity name="NotTildeTilde" value="≉"/>
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- <entity name="npr" value="⊀"/>
- <entity name="nprcue" value="⋠"/>
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- <entity name="npreceq" value="⪯̸"/>
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- <entity name="nrArr" value="⇏"/>
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- <entity name="nRightarrow" value="⇏"/>
- <entity name="nrtri" value="⋫"/>
- <entity name="nrtrie" value="⋭"/>
- <entity name="nsc" value="⊁"/>
- <entity name="nsccue" value="⋡"/>
- <entity name="nsce" value="⪰̸"/>
- <entity name="nscr" value="𝓃"/>
- <entity name="Nscr" value="𝒩"/>
- <entity name="nshortmid" value="∤︀"/>
- <entity name="nshortparallel" value="∦︀"/>
- <entity name="nsim" value="≁"/>
- <entity name="nsime" value="≄"/>
- <entity name="nsimeq" value="≄"/>
- <entity name="nsmid" value="∤︀"/>
- <entity name="nspar" value="∦︀"/>
- <entity name="nsqsube" value="⋢"/>
- <entity name="nsqsupe" value="⋣"/>
- <entity name="nsub" value="⊄"/>
- <entity name="nsube" value="⊈"/>
- <entity name="nsubE" value="⊈"/>
- <entity name="nsubset" value="⊄"/>
- <entity name="nsubseteq" value="⊈"/>
- <entity name="nsubseteqq" value="⊈"/>
- <entity name="nsucc" value="⊁"/>
- <entity name="nsucceq" value="⪰̸"/>
- <entity name="nsup" value="⊅"/>
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- <entity name="nsupE" value="⊉"/>
- <entity name="nsupset" value="⊅"/>
- <entity name="nsupseteq" value="⊉"/>
- <entity name="nsupseteqq" value="⊉"/>
- <entity name="ntgl" value="≹"/>
- <entity name="ntilde" value="ñ"/>
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- <entity name="ntriangleleft" value="⋪"/>
- <entity name="ntrianglelefteq" value="⋬"/>
- <entity name="ntriangleright" value="⋫"/>
- <entity name="ntrianglerighteq" value="⋭"/>
- <entity name="nu" value="ν"/>
- <entity name="num" value="#"/>
- <entity name="numero" value="№"/>
- <entity name="numsp" value=" "/>
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- <entity name="nvDash" value="⊭"/>
- <entity name="nVdash" value="⊮"/>
- <entity name="nVDash" value="⊯"/>
- <entity name="nvge" value="≱"/>
- <entity name="nvgt" value="≯"/>
- <entity name="nvHarr" value="⇎"/>
- <entity name="nvinfin" value="⧞"/>
- <entity name="nvlArr" value="⇍"/>
- <entity name="nvle" value="≰"/>
- <entity name="nvlt" value="≮"/>
- <entity name="nvltrie" value="⋬̸"/>
- <entity name="nvrArr" value="⇏"/>
- <entity name="nvrtrie" value="⋭̸"/>
- <entity name="nvsim" value="≁̸"/>
- <entity name="nwarhk" value="⤣"/>
- <entity name="nwarr" value="↖"/>
- <entity name="nwArr" value="⇖"/>
- <entity name="nwarrow" value="↖"/>
- <entity name="nwnear" value="⤧"/>
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- <entity name="Oacute" value="Ó"/>
- <entity name="oast" value="⊛"/>
- <entity name="ocir" value="⊚"/>
- <entity name="ocirc" value="ô"/>
- <entity name="Ocirc" value="Ô"/>
- <entity name="ocy" value="о"/>
- <entity name="Ocy" value="О"/>
- <entity name="odash" value="⊝"/>
- <entity name="odblac" value="ő"/>
- <entity name="Odblac" value="Ő"/>
- <entity name="odiv" value="⨸"/>
- <entity name="odot" value="⊙"/>
- <entity name="odsold" value="⦼"/>
- <entity name="oelig" value="œ"/>
- <entity name="OElig" value="Œ"/>
- <entity name="ofcir" value="⦿"/>
- <entity name="ofr" value="𝔬"/>
- <entity name="Ofr" value="𝔒"/>
- <entity name="ogon" value="˛"/>
- <entity name="ograve" value="ò"/>
- <entity name="Ograve" value="Ò"/>
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- <entity name="ohm" value="Ω"/>
- <entity name="oint" value="∮"/>
- <entity name="olarr" value="↺"/>
- <entity name="olcir" value="⦾"/>
- <entity name="olcross" value="⦻"/>
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- <entity name="Omega" value="Ω"/>
- <entity name="omid" value="⦶"/>
- <entity name="ominus" value="⊖"/>
- <entity name="oopf" value="𝕠"/>
- <entity name="Oopf" value="𝕆"/>
- <entity name="opar" value="⦷"/>
- <entity name="OpenCurlyDoubleQuote" value="“"/>
- <entity name="OpenCurlyQuote" value="‘"/>
- <entity name="operp" value="⦹"/>
- <entity name="oplus" value="⊕"/>
- <entity name="or" value="∨"/>
- <entity name="Or" value="⩔"/>
- <entity name="orarr" value="↻"/>
- <entity name="ord" value="⩝"/>
- <entity name="order" value="ℴ"/>
- <entity name="orderof" value="ℴ"/>
- <entity name="ordf" value="ª"/>
- <entity name="ordm" value="º"/>
- <entity name="origof" value="⊶"/>
- <entity name="oror" value="⩖"/>
- <entity name="orslope" value="⩗"/>
- <entity name="orv" value="⩛"/>
- <entity name="oS" value="Ⓢ"/>
- <entity name="oscr" value="ℴ"/>
- <entity name="Oscr" value="𝒪"/>
- <entity name="oslash" value="ø"/>
- <entity name="Oslash" value="Ø"/>
- <entity name="osol" value="⊘"/>
- <entity name="otilde" value="õ"/>
- <entity name="Otilde" value="Õ"/>
- <entity name="otimes" value="⊗"/>
- <entity name="Otimes" value="⨷"/>
- <entity name="otimesas" value="⨶"/>
- <entity name="ouml" value="ö"/>
- <entity name="Ouml" value="Ö"/>
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- <entity name="OverBar" value="¯"/>
- <entity name="OverBrace" value="︷"/>
- <entity name="OverBracket" value="⎴"/>
- <entity name="OverParenthesis" value="︵"/>
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- <entity name="para" value="¶"/>
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- <entity name="parsim" value="⫳"/>
- <entity name="parsl" value="∥︀"/>
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- <entity name="PartialD" value="∂"/>
- <entity name="pcy" value="п"/>
- <entity name="Pcy" value="П"/>
- <entity name="percnt" value="%"/>
- <entity name="period" value="."/>
- <entity name="permil" value="‰"/>
- <entity name="perp" value="⊥"/>
- <entity name="pertenk" value="‱"/>
- <entity name="pfr" value="𝔭"/>
- <entity name="Pfr" value="𝔓"/>
- <entity name="phi" value="φ"/>
- <entity name="Phi" value="Φ"/>
- <entity name="phiv" value="ϕ"/>
- <entity name="phmmat" value="ℳ"/>
- <entity name="phone" value="☎"/>
- <entity name="pi" value="π"/>
- <entity name="Pi" value="Π"/>
- <entity name="pitchfork" value="⋔"/>
- <entity name="piv" value="ϖ"/>
- <entity name="planck" value="ℏ︀"/>
- <entity name="planckh" value="ℎ"/>
- <entity name="plankv" value="ℏ"/>
- <entity name="plus" value="+"/>
- <entity name="plusacir" value="⨣"/>
- <entity name="plusb" value="⊞"/>
- <entity name="pluscir" value="⨢"/>
- <entity name="plusdo" value="∔"/>
- <entity name="plusdu" value="⨥"/>
- <entity name="pluse" value="⩲"/>
- <entity name="PlusMinus" value="±"/>
- <entity name="plusmn" value="±"/>
- <entity name="plussim" value="⨦"/>
- <entity name="plustwo" value="⨧"/>
- <entity name="pm" value="±"/>
- <entity name="Poincareplane" value="ℌ"/>
- <entity name="pointint" value="⨕"/>
- <entity name="popf" value="𝕡"/>
- <entity name="Popf" value="ℙ"/>
- <entity name="pound" value="£"/>
- <entity name="pr" value="≺"/>
- <entity name="Pr" value="⪻"/>
- <entity name="prap" value="≾"/>
- <entity name="prcue" value="≼"/>
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- <entity name="prE" value="⪯"/>
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- <entity name="precapprox" value="≾"/>
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- <entity name="PrecedesEqual" value="⪯"/>
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- <entity name="precsim" value="≾"/>
- <entity name="prime" value="′"/>
- <entity name="Prime" value="″"/>
- <entity name="primes" value="ℙ"/>
- <entity name="prnap" value="⋨"/>
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- <entity name="prod" value="∏"/>
- <entity name="Product" value="∏"/>
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- <entity name="Proportion" value="∷"/>
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- <entity name="prsim" value="≾"/>
- <entity name="prurel" value="⊰"/>
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- <entity name="psi" value="ψ"/>
- <entity name="Psi" value="Ψ"/>
- <entity name="puncsp" value=" "/>
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- <entity name="Qfr" value="𝔔"/>
- <entity name="qint" value="⨌"/>
- <entity name="qopf" value="𝕢"/>
- <entity name="Qopf" value="ℚ"/>
- <entity name="qprime" value="⁗"/>
- <entity name="qscr" value="𝓆"/>
- <entity name="Qscr" value="𝒬"/>
- <entity name="quaternions" value="ℍ"/>
- <entity name="quatint" value="⨖"/>
- <entity name="quest" value="?"/>
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- <entity name="quot" value="""/>
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- <entity name="race" value="⧚"/>
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- <entity name="rbrkslu" value="⦐"/>
- <entity name="rcaron" value="ř"/>
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- <entity name="rceil" value="⌉"/>
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- <entity name="rcy" value="р"/>
- <entity name="Rcy" value="Р"/>
- <entity name="rdca" value="⤷"/>
- <entity name="rdldhar" value="⥩"/>
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- <entity name="Re" value="ℜ"/>
- <entity name="real" value="ℜ"/>
- <entity name="realine" value="ℛ"/>
- <entity name="realpart" value="ℜ"/>
- <entity name="reals" value="ℝ"/>
- <entity name="rect" value="▭"/>
- <entity name="reg" value="®"/>
- <entity name="ReverseElement" value="∋"/>
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- <entity name="rfloor" value="⌋"/>
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- <entity name="Rfr" value="ℜ"/>
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- <entity name="RightArrowLeftArrow" value="⇄"/>
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- <entity name="RightCeiling" value="⌉"/>
- <entity name="RightDoubleBracket" value="〛"/>
- <entity name="RightDownTeeVector" value="⥝"/>
- <entity name="RightDownVector" value="⇂"/>
- <entity name="RightDownVectorBar" value="⥕"/>
- <entity name="RightFloor" value="⌋"/>
- <entity name="rightharpoondown" value="⇁"/>
- <entity name="rightharpoonup" value="⇀"/>
- <entity name="rightleftarrows" value="⇄"/>
- <entity name="rightleftharpoons" value="⇌"/>
- <entity name="rightrightarrows" value="⇉"/>
- <entity name="rightsquigarrow" value="↝"/>
- <entity name="RightTee" value="⊢"/>
- <entity name="RightTeeArrow" value="↦"/>
- <entity name="RightTeeVector" value="⥛"/>
- <entity name="rightthreetimes" value="⋌"/>
- <entity name="RightTriangle" value="⊳"/>
- <entity name="RightTriangleBar" value="⧐"/>
- <entity name="RightTriangleEqual" value="⊵"/>
- <entity name="RightUpDownVector" value="⥏"/>
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- <entity name="RightUpVector" value="↾"/>
- <entity name="RightUpVectorBar" value="⥔"/>
- <entity name="RightVector" value="⇀"/>
- <entity name="RightVectorBar" value="⥓"/>
- <entity name="ring" value="˚"/>
- <entity name="risingdotseq" value="≓"/>
- <entity name="rlarr" value="⇄"/>
- <entity name="rlhar" value="⇌"/>
- <entity name="rmoust" value="⎱"/>
- <entity name="rmoustache" value="⎱"/>
- <entity name="rnmid" value="⫮"/>
- <entity name="roang" value=""/>
- <entity name="roarr" value="⇾"/>
- <entity name="robrk" value="〛"/>
- <entity name="ropar" value="〙"/>
- <entity name="ropf" value="𝕣"/>
- <entity name="Ropf" value="ℝ"/>
- <entity name="roplus" value="⨮"/>
- <entity name="rotimes" value="⨵"/>
- <entity name="RoundImplies" value="⥰"/>
- <entity name="rpar" value=")"/>
- <entity name="rpargt" value="⦔"/>
- <entity name="rppolint" value="⨒"/>
- <entity name="rrarr" value="⇉"/>
- <entity name="Rrightarrow" value="⇛"/>
- <entity name="rscr" value="𝓇"/>
- <entity name="Rscr" value="ℛ"/>
- <entity name="rsh" value="↱"/>
- <entity name="Rsh" value="↱"/>
- <entity name="rsqb" value="]"/>
- <entity name="rsquo" value="’"/>
- <entity name="rsquor" value="’"/>
- <entity name="rthree" value="⋌"/>
- <entity name="rtimes" value="⋊"/>
- <entity name="rtri" value="▹"/>
- <entity name="rtrie" value="⊵"/>
- <entity name="rtrif" value="▸"/>
- <entity name="rtriltri" value="⧎"/>
- <entity name="RuleDelayed" value="⧴"/>
- <entity name="ruluhar" value="⥨"/>
- <entity name="rx" value="℞"/>
- <entity name="sacute" value="ś"/>
- <entity name="Sacute" value="Ś"/>
- <entity name="sc" value="≻"/>
- <entity name="Sc" value="⪼"/>
- <entity name="scap" value="≿"/>
- <entity name="scaron" value="š"/>
- <entity name="Scaron" value="Š"/>
- <entity name="sccue" value="≽"/>
- <entity name="sce" value="≽"/>
- <entity name="scE" value="≾"/>
- <entity name="scedil" value="ş"/>
- <entity name="Scedil" value="Ş"/>
- <entity name="scirc" value="ŝ"/>
- <entity name="Scirc" value="Ŝ"/>
- <entity name="scnap" value="⋩"/>
- <entity name="scnE" value="⪶"/>
- <entity name="scnsim" value="⋩"/>
- <entity name="scpolint" value="⨓"/>
- <entity name="scsim" value="≿"/>
- <entity name="scy" value="с"/>
- <entity name="Scy" value="С"/>
- <entity name="sdot" value="⋅"/>
- <entity name="sdotb" value="⊡"/>
- <entity name="sdote" value="⩦"/>
- <entity name="searhk" value="⤥"/>
- <entity name="searr" value="↘"/>
- <entity name="seArr" value="⇘"/>
- <entity name="searrow" value="↘"/>
- <entity name="sect" value="§"/>
- <entity name="semi" value=";"/>
- <entity name="seswar" value="⤩"/>
- <entity name="setminus" value="∖"/>
- <entity name="setmn" value="∖"/>
- <entity name="sext" value="✶"/>
- <entity name="sfr" value="𝔰"/>
- <entity name="Sfr" value="𝔖"/>
- <entity name="sharp" value="♯"/>
- <entity name="shchcy" value="щ"/>
- <entity name="SHCHcy" value="Щ"/>
- <entity name="shcy" value="ш"/>
- <entity name="SHcy" value="Ш"/>
- <entity name="ShortDownArrow" value="⌄︀"/>
- <entity name="ShortLeftArrow" value="←︀"/>
- <entity name="shortmid" value="∣︀"/>
- <entity name="shortparallel" value="∥︀"/>
- <entity name="ShortRightArrow" value="→︀"/>
- <entity name="ShortUpArrow" value="⌃︀"/>
- <entity name="shy" value="­"/>
- <entity name="sigma" value="σ"/>
- <entity name="Sigma" value="Σ"/>
- <entity name="sigmav" value="ς"/>
- <entity name="sim" value="∼"/>
- <entity name="simdot" value="⩪"/>
- <entity name="sime" value="≃"/>
- <entity name="simeq" value="≃"/>
- <entity name="simg" value="⪞"/>
- <entity name="simgE" value="⪠"/>
- <entity name="siml" value="⪝"/>
- <entity name="simlE" value="⪟"/>
- <entity name="simne" value="≆"/>
- <entity name="simplus" value="⨤"/>
- <entity name="simrarr" value="⥲"/>
- <entity name="slarr" value="←︀"/>
- <entity name="SmallCircle" value="∘"/>
- <entity name="smallsetminus" value="∖︀"/>
- <entity name="smashp" value="⨳"/>
- <entity name="smeparsl" value="⧤"/>
- <entity name="smid" value="∣︀"/>
- <entity name="smile" value="⌣"/>
- <entity name="smt" value="⪪"/>
- <entity name="smte" value="⪬"/>
- <entity name="smtes" value="⪬︀"/>
- <entity name="softcy" value="ь"/>
- <entity name="SOFTcy" value="Ь"/>
- <entity name="sol" value="/"/>
- <entity name="solb" value="⧄"/>
- <entity name="solbar" value="⌿"/>
- <entity name="sopf" value="𝕤"/>
- <entity name="Sopf" value="𝕊"/>
- <entity name="spades" value="♠"/>
- <entity name="spadesuit" value="♠"/>
- <entity name="spar" value="∥︀"/>
- <entity name="sqcap" value="⊓"/>
- <entity name="sqcaps" value="⊓︀"/>
- <entity name="sqcup" value="⊔"/>
- <entity name="sqcups" value="⊔︀"/>
- <entity name="Sqrt" value="√"/>
- <entity name="sqsub" value="⊏"/>
- <entity name="sqsube" value="⊑"/>
- <entity name="sqsubset" value="⊏"/>
- <entity name="sqsubseteq" value="⊑"/>
- <entity name="sqsup" value="⊐"/>
- <entity name="sqsupe" value="⊒"/>
- <entity name="sqsupset" value="⊐"/>
- <entity name="sqsupseteq" value="⊒"/>
- <entity name="squ" value="□"/>
- <entity name="square" value="□"/>
- <entity name="Square" value="□"/>
- <entity name="SquareIntersection" value="⊓"/>
- <entity name="SquareSubset" value="⊏"/>
- <entity name="SquareSubsetEqual" value="⊑"/>
- <entity name="SquareSuperset" value="⊐"/>
- <entity name="SquareSupersetEqual" value="⊒"/>
- <entity name="SquareUnion" value="⊔"/>
- <entity name="squarf" value="▪"/>
- <entity name="squf" value="▪"/>
- <entity name="srarr" value="→︀"/>
- <entity name="sscr" value="𝓈"/>
- <entity name="Sscr" value="𝒮"/>
- <entity name="ssetmn" value="∖︀"/>
- <entity name="sstarf" value="⋆"/>
- <entity name="star" value="⋆"/>
- <entity name="Star" value="⋆"/>
- <entity name="starf" value="★"/>
- <entity name="straightepsilon" value="ε"/>
- <entity name="straightphi" value="φ"/>
- <entity name="Sub" value="⋐"/>
- <entity name="subdot" value="⪽"/>
- <entity name="sube" value="⊆"/>
- <entity name="subE" value="⊆"/>
- <entity name="subedot" value="⫃"/>
- <entity name="submult" value="⫁"/>
- <entity name="subne" value="⊊"/>
- <entity name="subnE" value="⊊"/>
- <entity name="subplus" value="⪿"/>
- <entity name="subrarr" value="⥹"/>
- <entity name="subset" value="⊂"/>
- <entity name="Subset" value="⋐"/>
- <entity name="subseteq" value="⊆"/>
- <entity name="subseteqq" value="⊆"/>
- <entity name="SubsetEqual" value="⊆"/>
- <entity name="subsetneq" value="⊊"/>
- <entity name="subsetneqq" value="⊊"/>
- <entity name="subsim" value="⫇"/>
- <entity name="subsub" value="⫕"/>
- <entity name="subsup" value="⫓"/>
- <entity name="succ" value="≻"/>
- <entity name="succapprox" value="≿"/>
- <entity name="succcurlyeq" value="≽"/>
- <entity name="Succeeds" value="≻"/>
- <entity name="SucceedsEqual" value="≽"/>
- <entity name="SucceedsSlantEqual" value="≽"/>
- <entity name="SucceedsTilde" value="≿"/>
- <entity name="succeq" value="≽"/>
- <entity name="succnapprox" value="⋩"/>
- <entity name="succneqq" value="⪶"/>
- <entity name="succnsim" value="⋩"/>
- <entity name="succsim" value="≿"/>
- <entity name="SuchThat" value="∋"/>
- <entity name="sum" value="∑"/>
- <entity name="Sum" value="∑"/>
- <entity name="sung" value="♪"/>
- <entity name="Sup" value="⋑"/>
- <entity name="sup1" value="¹"/>
- <entity name="sup2" value="²"/>
- <entity name="sup3" value="³"/>
- <entity name="supdot" value="⪾"/>
- <entity name="supdsub" value="⫘"/>
- <entity name="supe" value="⊇"/>
- <entity name="supE" value="⊇"/>
- <entity name="supedot" value="⫄"/>
- <entity name="Superset" value="⊃"/>
- <entity name="SupersetEqual" value="⊇"/>
- <entity name="suphsol" value="⊃/"/>
- <entity name="suphsub" value="⫗"/>
- <entity name="suplarr" value="⥻"/>
- <entity name="supmult" value="⫂"/>
- <entity name="supne" value="⊋"/>
- <entity name="supnE" value="⊋"/>
- <entity name="supplus" value="⫀"/>
- <entity name="supset" value="⊃"/>
- <entity name="Supset" value="⋑"/>
- <entity name="supseteq" value="⊇"/>
- <entity name="supseteqq" value="⊇"/>
- <entity name="supsetneq" value="⊋"/>
- <entity name="supsetneqq" value="⊋"/>
- <entity name="supsim" value="⫈"/>
- <entity name="supsub" value="⫔"/>
- <entity name="supsup" value="⫖"/>
- <entity name="swarhk" value="⤦"/>
- <entity name="swarr" value="↙"/>
- <entity name="swArr" value="⇙"/>
- <entity name="swarrow" value="↙"/>
- <entity name="swnwar" value="⤪"/>
- <entity name="szlig" value="ß"/>
- <entity name="Tab" value="	"/>
- <entity name="target" value="⌖"/>
- <entity name="tau" value="τ"/>
- <entity name="tbrk" value="⎴"/>
- <entity name="tcaron" value="ť"/>
- <entity name="Tcaron" value="Ť"/>
- <entity name="tcedil" value="ţ"/>
- <entity name="Tcedil" value="Ţ"/>
- <entity name="tcy" value="т"/>
- <entity name="Tcy" value="Т"/>
- <entity name="tdot" value="⃛"/>
- <entity name="telrec" value="⌕"/>
- <entity name="tfr" value="𝔱"/>
- <entity name="Tfr" value="𝔗"/>
- <entity name="there4" value="∴"/>
- <entity name="therefore" value="∴"/>
- <entity name="Therefore" value="∴"/>
- <entity name="theta" value="θ"/>
- <entity name="Theta" value="Θ"/>
- <entity name="thetav" value="ϑ"/>
- <entity name="thickapprox" value="≈︀"/>
- <entity name="thicksim" value="∼︀"/>
- <entity name="ThickSpace" value="   "/>
- <entity name="thinsp" value=" "/>
- <entity name="ThinSpace" value=" "/>
- <entity name="thkap" value="≈︀"/>
- <entity name="thksim" value="∼︀"/>
- <entity name="thorn" value="þ"/>
- <entity name="THORN" value="Þ"/>
- <entity name="tilde" value="˜"/>
- <entity name="Tilde" value="∼"/>
- <entity name="TildeEqual" value="≃"/>
- <entity name="TildeFullEqual" value="≅"/>
- <entity name="TildeTilde" value="≈"/>
- <entity name="times" value="×"/>
- <entity name="timesb" value="⊠"/>
- <entity name="timesbar" value="⨱"/>
- <entity name="timesd" value="⨰"/>
- <entity name="tint" value="∭"/>
- <entity name="toea" value="⤨"/>
- <entity name="top" value="⊤"/>
- <entity name="topbot" value="⌶"/>
- <entity name="topcir" value="⫱"/>
- <entity name="topf" value="𝕥"/>
- <entity name="Topf" value="𝕋"/>
- <entity name="topfork" value="⫚"/>
- <entity name="tosa" value="⤩"/>
- <entity name="tprime" value="‴"/>
- <entity name="trade" value="™"/>
- <entity name="triangle" value="▵"/>
- <entity name="triangledown" value="▿"/>
- <entity name="triangleleft" value="◃"/>
- <entity name="trianglelefteq" value="⊴"/>
- <entity name="triangleq" value="≜"/>
- <entity name="triangleright" value="▹"/>
- <entity name="trianglerighteq" value="⊵"/>
- <entity name="tridot" value="◬"/>
- <entity name="trie" value="≜"/>
- <entity name="triminus" value="⨺"/>
- <entity name="TripleDot" value="⃛"/>
- <entity name="triplus" value="⨹"/>
- <entity name="trisb" value="⧍"/>
- <entity name="tritime" value="⨻"/>
- <entity name="tscr" value="𝓉"/>
- <entity name="Tscr" value="𝒯"/>
- <entity name="tscy" value="ц"/>
- <entity name="TScy" value="Ц"/>
- <entity name="tshcy" value="ћ"/>
- <entity name="TSHcy" value="Ћ"/>
- <entity name="tstrok" value="ŧ"/>
- <entity name="Tstrok" value="Ŧ"/>
- <entity name="twixt" value="≬"/>
- <entity name="twoheadleftarrow" value="↞"/>
- <entity name="twoheadrightarrow" value="↠"/>
- <entity name="uacute" value="ú"/>
- <entity name="Uacute" value="Ú"/>
- <entity name="uarr" value="↑"/>
- <entity name="uArr" value="⇑"/>
- <entity name="Uarr" value="↟"/>
- <entity name="Uarrocir" value="⥉"/>
- <entity name="ubrcy" value="ў"/>
- <entity name="Ubrcy" value="Ў"/>
- <entity name="ubreve" value="ŭ"/>
- <entity name="Ubreve" value="Ŭ"/>
- <entity name="ucirc" value="û"/>
- <entity name="Ucirc" value="Û"/>
- <entity name="ucy" value="у"/>
- <entity name="Ucy" value="У"/>
- <entity name="udarr" value="⇅"/>
- <entity name="udblac" value="ű"/>
- <entity name="Udblac" value="Ű"/>
- <entity name="udhar" value="⥮"/>
- <entity name="ufisht" value="⥾"/>
- <entity name="ufr" value="𝔲"/>
- <entity name="Ufr" value="𝔘"/>
- <entity name="ugrave" value="ù"/>
- <entity name="Ugrave" value="Ù"/>
- <entity name="uHar" value="⥣"/>
- <entity name="uharl" value="↿"/>
- <entity name="uharr" value="↾"/>
- <entity name="uhblk" value="▀"/>
- <entity name="ulcorn" value="⌜"/>
- <entity name="ulcorner" value="⌜"/>
- <entity name="ulcrop" value="⌏"/>
- <entity name="ultri" value="◸"/>
- <entity name="umacr" value="ū"/>
- <entity name="Umacr" value="Ū"/>
- <entity name="uml" value="¨"/>
- <entity name="UnderBar" value="̲"/>
- <entity name="UnderBrace" value="︸"/>
- <entity name="UnderBracket" value="⎵"/>
- <entity name="UnderParenthesis" value="︶"/>
- <entity name="Union" value="⋃"/>
- <entity name="UnionPlus" value="⊎"/>
- <entity name="uogon" value="ų"/>
- <entity name="Uogon" value="Ų"/>
- <entity name="uopf" value="𝕦"/>
- <entity name="Uopf" value="𝕌"/>
- <entity name="uparrow" value="↑"/>
- <entity name="Uparrow" value="⇑"/>
- <entity name="UpArrow" value="↑"/>
- <entity name="UpArrowBar" value="⤒"/>
- <entity name="UpArrowDownArrow" value="⇅"/>
- <entity name="updownarrow" value="↕"/>
- <entity name="Updownarrow" value="⇕"/>
- <entity name="UpDownArrow" value="↕"/>
- <entity name="UpEquilibrium" value="⥮"/>
- <entity name="upharpoonleft" value="↿"/>
- <entity name="upharpoonright" value="↾"/>
- <entity name="uplus" value="⊎"/>
- <entity name="UpperLeftArrow" value="↖"/>
- <entity name="UpperRightArrow" value="↗"/>
- <entity name="upsi" value="υ"/>
- <entity name="Upsi" value="ϒ"/>
- <entity name="upsilon" value="υ"/>
- <entity name="Upsilon" value="ϒ"/>
- <entity name="UpTee" value="⊥"/>
- <entity name="UpTeeArrow" value="↥"/>
- <entity name="upuparrows" value="⇈"/>
- <entity name="urcorn" value="⌝"/>
- <entity name="urcorner" value="⌝"/>
- <entity name="urcrop" value="⌎"/>
- <entity name="uring" value="ů"/>
- <entity name="Uring" value="Ů"/>
- <entity name="urtri" value="◹"/>
- <entity name="uscr" value="𝓊"/>
- <entity name="Uscr" value="𝒰"/>
- <entity name="utdot" value="⋰"/>
- <entity name="utilde" value="ũ"/>
- <entity name="Utilde" value="Ũ"/>
- <entity name="utri" value="▵"/>
- <entity name="utrif" value="▴"/>
- <entity name="uuarr" value="⇈"/>
- <entity name="uuml" value="ü"/>
- <entity name="Uuml" value="Ü"/>
- <entity name="uwangle" value="⦧"/>
- <entity name="vangrt" value="⊾"/>
- <entity name="varepsilon" value="ɛ"/>
- <entity name="varkappa" value="ϰ"/>
- <entity name="varnothing" value="∅"/>
- <entity name="varphi" value="ϕ"/>
- <entity name="varpi" value="ϖ"/>
- <entity name="varpropto" value="∝"/>
- <entity name="varr" value="↕"/>
- <entity name="vArr" value="⇕"/>
- <entity name="varrho" value="ϱ"/>
- <entity name="varsigma" value="ς"/>
- <entity name="varsubsetneq" value="⊊︀"/>
- <entity name="varsubsetneqq" value="⊊︀"/>
- <entity name="varsupsetneq" value="⊋︀"/>
- <entity name="varsupsetneqq" value="⊋︀"/>
- <entity name="vartheta" value="ϑ"/>
- <entity name="vartriangleleft" value="⊲"/>
- <entity name="vartriangleright" value="⊳"/>
- <entity name="vBar" value="⫨"/>
- <entity name="Vbar" value="⫫"/>
- <entity name="vBarv" value="⫩"/>
- <entity name="vcy" value="в"/>
- <entity name="Vcy" value="В"/>
- <entity name="vdash" value="⊢"/>
- <entity name="vDash" value="⊨"/>
- <entity name="Vdash" value="⊩"/>
- <entity name="VDash" value="⊫"/>
- <entity name="Vdashl" value="⫦"/>
- <entity name="vee" value="∨"/>
- <entity name="Vee" value="⋁"/>
- <entity name="veebar" value="⊻"/>
- <entity name="veeeq" value="≚"/>
- <entity name="vellip" value="⋮"/>
- <entity name="verbar" value="|"/>
- <entity name="Verbar" value="‖"/>
- <entity name="vert" value="|"/>
- <entity name="Vert" value="‖"/>
- <entity name="VerticalBar" value="∣"/>
- <entity name="VerticalLine" value="|"/>
- <entity name="VerticalSeparator" value="❘"/>
- <entity name="VerticalTilde" value="≀"/>
- <entity name="VeryThinSpace" value=" "/>
- <entity name="vfr" value="𝔳"/>
- <entity name="Vfr" value="𝔙"/>
- <entity name="vltri" value="⊲"/>
- <entity name="vnsub" value="⊄"/>
- <entity name="vnsup" value="⊅"/>
- <entity name="vopf" value="𝕧"/>
- <entity name="Vopf" value="𝕍"/>
- <entity name="vprop" value="∝"/>
- <entity name="vrtri" value="⊳"/>
- <entity name="vscr" value="𝓋"/>
- <entity name="Vscr" value="𝒱"/>
- <entity name="vsubne" value="⊊︀"/>
- <entity name="vsubnE" value="⊊︀"/>
- <entity name="vsupne" value="⊋︀"/>
- <entity name="vsupnE" value="⊋︀"/>
- <entity name="Vvdash" value="⊪"/>
- <entity name="vzigzag" value="⦚"/>
- <entity name="wcirc" value="ŵ"/>
- <entity name="Wcirc" value="Ŵ"/>
- <entity name="wedbar" value="⩟"/>
- <entity name="wedge" value="∧"/>
- <entity name="Wedge" value="⋀"/>
- <entity name="wedgeq" value="≙"/>
- <entity name="weierp" value="℘"/>
- <entity name="wfr" value="𝔴"/>
- <entity name="Wfr" value="𝔚"/>
- <entity name="wopf" value="𝕨"/>
- <entity name="Wopf" value="𝕎"/>
- <entity name="wp" value="℘"/>
- <entity name="wr" value="≀"/>
- <entity name="wreath" value="≀"/>
- <entity name="wscr" value="𝓌"/>
- <entity name="Wscr" value="𝒲"/>
- <entity name="xcap" value="⋂"/>
- <entity name="xcirc" value="◯"/>
- <entity name="xcup" value="⋃"/>
- <entity name="xdtri" value="▽"/>
- <entity name="xfr" value="𝔵"/>
- <entity name="Xfr" value="𝔛"/>
- <entity name="xharr" value=""/>
- <entity name="xhArr" value=""/>
- <entity name="xi" value="ξ"/>
- <entity name="Xi" value="Ξ"/>
- <entity name="xlarr" value=""/>
- <entity name="xlArr" value=""/>
- <entity name="xmap" value=""/>
- <entity name="xnis" value="⋻"/>
- <entity name="xodot" value="⊙"/>
- <entity name="xopf" value="𝕩"/>
- <entity name="Xopf" value="𝕏"/>
- <entity name="xoplus" value="⊕"/>
- <entity name="xotime" value="⊗"/>
- <entity name="xrarr" value=""/>
- <entity name="xrArr" value=""/>
- <entity name="xscr" value="𝓍"/>
- <entity name="Xscr" value="𝒳"/>
- <entity name="xsqcup" value="⊔"/>
- <entity name="xuplus" value="⊎"/>
- <entity name="xutri" value="△"/>
- <entity name="xvee" value="⋁"/>
- <entity name="xwedge" value="⋀"/>
- <entity name="yacute" value="ý"/>
- <entity name="Yacute" value="Ý"/>
- <entity name="yacy" value="я"/>
- <entity name="YAcy" value="Я"/>
- <entity name="ycirc" value="ŷ"/>
- <entity name="Ycirc" value="Ŷ"/>
- <entity name="ycy" value="ы"/>
- <entity name="Ycy" value="Ы"/>
- <entity name="yen" value="¥"/>
- <entity name="yfr" value="𝔶"/>
- <entity name="Yfr" value="𝔜"/>
- <entity name="yicy" value="ї"/>
- <entity name="YIcy" value="Ї"/>
- <entity name="yopf" value="𝕪"/>
- <entity name="Yopf" value="𝕐"/>
- <entity name="yscr" value="𝓎"/>
- <entity name="Yscr" value="𝒴"/>
- <entity name="yucy" value="ю"/>
- <entity name="YUcy" value="Ю"/>
- <entity name="yuml" value="ÿ"/>
- <entity name="Yuml" value="Ÿ"/>
- <entity name="zacute" value="ź"/>
- <entity name="Zacute" value="Ź"/>
- <entity name="zcaron" value="ž"/>
- <entity name="Zcaron" value="Ž"/>
- <entity name="zcy" value="з"/>
- <entity name="Zcy" value="З"/>
- <entity name="zdot" value="ż"/>
- <entity name="Zdot" value="Ż"/>
- <entity name="zeetrf" value="ℨ"/>
- <entity name="ZeroWidthSpace" value="​"/>
- <entity name="zeta" value="ζ"/>
- <entity name="zfr" value="𝔷"/>
- <entity name="Zfr" value="ℨ"/>
- <entity name="zhcy" value="ж"/>
- <entity name="ZHcy" value="Ж"/>
- <entity name="zigrarr" value="⇝"/>
- <entity name="zopf" value="𝕫"/>
- <entity name="Zopf" value="ℤ"/>
- <entity name="zscr" value="𝓏"/>
- <entity name="Zscr" value="𝒵"/>
-</entities-table>
+++ /dev/null
-<?xml version="1.0"?>
-
-<entities-table>
- <entity name="def" value="≝"/> <!-- ≝ -->
- <entity name="neq" value="≠"/> <!-- ≠ -->
- <entity name="leq" value="≤"/> <!-- ≤ -->
- <entity name="geq" value="≥"/> <!-- ≥ -->
- <entity name="nleq" value="≰"/> <!-- ≰ -->
- <entity name="ngeq" value="≱"/> <!-- ≱ -->
- <entity name="to" value="→"/> <!-- → -->
- <entity name="divides" value="∣"/> <!-- ∣ -->
- <entity name="ndivides" value="∤"/> <!-- ∤ -->
- <entity name="circ" value="∘"/> <!-- ∤ -->
-</entities-table>
-
-<!-- vim: set encoding=utf8: -->
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
- (* source files for tables xml parsing (if unmarshall=false) *)
-let xml_tables = [
-(*
- `Entities, "/usr/share/gtkmathview/entities-table.xml";
- `Dictionary, "/usr/share/editex/dictionary-tex.xml"
-*)
- `Entities, "data/entities-table.xml";
- `Dictionary, "data/dictionary-tex.xml";
- `Entities, "data/extra-entities.xml";
- (** extra-entities.xml should be the last one since it is used to override
- * previous mappings. Add there overrides as needed. *)
-]
-
-let iter_gen record_tag name_field value_field f fname =
- let start_element tag attrs =
- if tag = record_tag then
- try
- let name = List.assoc name_field attrs in
- let value = List.assoc value_field attrs in
- f name value
- with Not_found -> ()
- in
- let callbacks = {
- XmlPushParser.default_callbacks with
- XmlPushParser.start_element = Some start_element
- } in
- let xml_parser = XmlPushParser.create_parser callbacks in
- XmlPushParser.parse xml_parser (`File fname)
-
-let iter_entities_file = iter_gen "entity" "name" "value"
-let iter_dictionary_file = iter_gen "entry" "name" "val"
-
-let parse_from_xml () =
- let (macro2utf8, utf82macro) = (Hashtbl.create 2000, Hashtbl.create 2000) in
- let add_macro macro utf8 =
- debug_print (lazy (sprintf "Adding macro %s = '%s'" macro utf8));
- Hashtbl.replace macro2utf8 macro utf8;
- Hashtbl.replace utf82macro utf8 macro
- in
- let fill_table () =
- List.iter
- (fun (typ, fname) ->
- match typ with
- | `Entities -> iter_entities_file add_macro fname
- | `Dictionary -> iter_dictionary_file add_macro fname)
- xml_tables
- in
- fill_table ();
- macro2utf8, utf82macro
-
-let main () =
- let oc = open_out Sys.argv.(1) in
- output_string oc "(* GENERATED by make_table: DO NOT EDIT! *)\n";
- output_string oc "let macro2utf8 = Hashtbl.create 2000\n";
- output_string oc "let utf82macro = Hashtbl.create 2000\n";
- let macro2utf8, utf82macro = parse_from_xml () in
- Hashtbl.iter
- (fun macro utf8 ->
- fprintf oc "let _ = Hashtbl.replace macro2utf8 \"%s\" \"%s\"\n"
- macro (String.escaped utf8))
- macro2utf8;
- Hashtbl.iter
- (fun utf8 macro ->
- fprintf oc "let _ = Hashtbl.replace utf82macro \"%s\" \"%s\"\n"
- (String.escaped utf8) macro)
- utf82macro;
- close_out oc
-
-let _ = main ()
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let debug = false
-let debug_print s = if debug then prerr_endline (Lazy.force s)
-
-let loc =
- let dummy_pos =
- { Lexing.pos_fname = ""; Lexing.pos_lnum = -1; Lexing.pos_bol = -1;
- Lexing.pos_cnum = -1 }
- in
- (dummy_pos, dummy_pos)
-
-let expand_unicode_macro macro =
- debug_print (lazy (Printf.sprintf "Expanding macro '%s' ..." macro));
- let expansion = Utf8Macro.expand macro in
- <:expr< $str:expansion$ >>
-
-let _ =
- Quotation.add "unicode"
- (Quotation.ExAst (expand_unicode_macro, (fun _ -> assert false)))
-
-open Pa_extend
-
-EXTEND
- symbol: FIRST
- [
- [ x = UIDENT; q = QUOTATION ->
- let (quotation, arg) =
- let pos = String.index q ':' in
- (String.sub q 0 pos,
- String.sub q (pos + 1) (String.length q - pos - 1))
- in
- debug_print (lazy (Printf.sprintf "QUOTATION = %s; ARG = %s" quotation arg));
- if quotation = "unicode" then
- let text = TXtok (loc, x, expand_unicode_macro arg) in
- {used = []; text = text; styp = STlid (loc, "string")}
- else
- assert false
- ]
- ];
-END
-
+++ /dev/null
-prerr_endline <:unicode<lambda>>
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Macro_not_found of string
-exception Utf8_not_found of string
-
-let expand macro =
- try
- Hashtbl.find Utf8MacroTable.macro2utf8 macro
- with Not_found -> raise (Macro_not_found macro)
-
-let unicode_of_tex s =
- try
- if s.[0] = '\\' then
- expand (String.sub s 1 (String.length s - 1))
- else s
- with Macro_not_found _ -> s
-
-let tex_of_unicode s =
- try
- "\\" ^ Hashtbl.find Utf8MacroTable.utf82macro s
- with Not_found -> s
-
+++ /dev/null
-(* Copyright (C) 2004, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Macro_not_found of string
-exception Utf8_not_found of string
-
- (** @param macro name
- @return utf8 string *)
-val expand: string -> string
-
- (** @param tex TeX like command (e.g. \forall, \lnot, ...)
- * @return unicode character corresponding to the command if it exists, or the
- * unchanged command if not *)
-val unicode_of_tex: string -> string
-
- (** ... the other way round *)
-val tex_of_unicode: string -> string
-
+++ /dev/null
-(* GENERATED by make_table: DO NOT EDIT! *)
-let macro2utf8 = Hashtbl.create 2000
-let utf82macro = Hashtbl.create 2000
-let _ = Hashtbl.replace macro2utf8 "nscr" "\240\157\147\131"
-let _ = Hashtbl.replace macro2utf8 "LJcy" "\208\137"
-let _ = Hashtbl.replace macro2utf8 "dd" "\226\133\134"
-let _ = Hashtbl.replace macro2utf8 "Omacr" "\197\140"
-let _ = Hashtbl.replace macro2utf8 "npreceq" "\226\170\175\204\184"
-let _ = Hashtbl.replace macro2utf8 "Gcirc" "\196\156"
-let _ = Hashtbl.replace macro2utf8 "utilde" "\197\169"
-let _ = Hashtbl.replace macro2utf8 "rdca" "\226\164\183"
-let _ = Hashtbl.replace macro2utf8 "racute" "\197\149"
-let _ = Hashtbl.replace macro2utf8 "mstpos" "\226\136\190"
-let _ = Hashtbl.replace macro2utf8 "supnE" "\226\138\139"
-let _ = Hashtbl.replace macro2utf8 "NotLessLess" "\226\137\170\204\184\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "iiint" "\226\136\173"
-let _ = Hashtbl.replace macro2utf8 "uscr" "\240\157\147\138"
-let _ = Hashtbl.replace macro2utf8 "Sfr" "\240\157\148\150"
-let _ = Hashtbl.replace macro2utf8 "nsupseteqq" "\226\138\137"
-let _ = Hashtbl.replace macro2utf8 "nwarrow" "\226\134\150"
-let _ = Hashtbl.replace macro2utf8 "twoheadrightarrow" "\226\134\160"
-let _ = Hashtbl.replace macro2utf8 "sccue" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "NotSquareSuperset" "\226\138\144\204\184"
-let _ = Hashtbl.replace macro2utf8 "ee" "\226\133\135"
-let _ = Hashtbl.replace macro2utf8 "boxbox" "\226\167\137"
-let _ = Hashtbl.replace macro2utf8 "andand" "\226\169\149"
-let _ = Hashtbl.replace macro2utf8 "LeftVectorBar" "\226\165\146"
-let _ = Hashtbl.replace macro2utf8 "eg" "\226\170\154"
-let _ = Hashtbl.replace macro2utf8 "csc" "csc"
-let _ = Hashtbl.replace macro2utf8 "NotRightTriangleEqual" "\226\139\173"
-let _ = Hashtbl.replace macro2utf8 "filig" "\239\172\129"
-let _ = Hashtbl.replace macro2utf8 "atilde" "\195\163"
-let _ = Hashtbl.replace macro2utf8 "ring" "\203\154"
-let _ = Hashtbl.replace macro2utf8 "congdot" "\226\169\173"
-let _ = Hashtbl.replace macro2utf8 "gE" "\226\137\167"
-let _ = Hashtbl.replace macro2utf8 "rcedil" "\197\151"
-let _ = Hashtbl.replace macro2utf8 "el" "\226\170\153"
-let _ = Hashtbl.replace macro2utf8 "HorizontalLine" "\226\148\128"
-let _ = Hashtbl.replace macro2utf8 "incare" "\226\132\133"
-let _ = Hashtbl.replace macro2utf8 "hoarr" "\226\135\191"
-let _ = Hashtbl.replace macro2utf8 "SOFTcy" "\208\172"
-let _ = Hashtbl.replace macro2utf8 "conint" "\226\136\174"
-let _ = Hashtbl.replace macro2utf8 "OverParenthesis" "\239\184\181"
-let _ = Hashtbl.replace macro2utf8 "Uogon" "\197\178"
-let _ = Hashtbl.replace macro2utf8 "supne" "\226\138\139"
-let _ = Hashtbl.replace macro2utf8 "num" "#"
-let _ = Hashtbl.replace macro2utf8 "zcy" "\208\183"
-let _ = Hashtbl.replace macro2utf8 "Hfr" "\226\132\140"
-let _ = Hashtbl.replace macro2utf8 "dtri" "\226\150\191"
-let _ = Hashtbl.replace macro2utf8 "FilledSmallSquare" "\226\151\190"
-let _ = Hashtbl.replace macro2utf8 "SucceedsEqual" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "leftthreetimes" "\226\139\139"
-let _ = Hashtbl.replace macro2utf8 "ycirc" "\197\183"
-let _ = Hashtbl.replace macro2utf8 "sqcup" "\226\138\148"
-let _ = Hashtbl.replace macro2utf8 "DoubleLeftArrow" "\226\135\144"
-let _ = Hashtbl.replace macro2utf8 "gtrless" "\226\137\183"
-let _ = Hashtbl.replace macro2utf8 "ge" "\226\137\165"
-let _ = Hashtbl.replace macro2utf8 "Product" "\226\136\143"
-let _ = Hashtbl.replace macro2utf8 "NotExists" "\226\136\132"
-let _ = Hashtbl.replace macro2utf8 "gg" "\226\137\171"
-let _ = Hashtbl.replace macro2utf8 "curlyvee" "\226\139\142"
-let _ = Hashtbl.replace macro2utf8 "ntrianglerighteq" "\226\139\173"
-let _ = Hashtbl.replace macro2utf8 "Colon" "\226\136\183"
-let _ = Hashtbl.replace macro2utf8 "rbrke" "\226\166\140"
-let _ = Hashtbl.replace macro2utf8 "LeftDownVector" "\226\135\131"
-let _ = Hashtbl.replace macro2utf8 "gl" "\226\137\183"
-let _ = Hashtbl.replace macro2utf8 "lrcorner" "\226\140\159"
-let _ = Hashtbl.replace macro2utf8 "mapstodown" "\226\134\167"
-let _ = Hashtbl.replace macro2utf8 "excl" "!"
-let _ = Hashtbl.replace macro2utf8 "cdots" "\226\139\175"
-let _ = Hashtbl.replace macro2utf8 "larr" "\226\134\144"
-let _ = Hashtbl.replace macro2utf8 "dtdot" "\226\139\177"
-let _ = Hashtbl.replace macro2utf8 "kgreen" "\196\184"
-let _ = Hashtbl.replace macro2utf8 "rtri" "\226\150\185"
-let _ = Hashtbl.replace macro2utf8 "rbarr" "\226\164\141"
-let _ = Hashtbl.replace macro2utf8 "ocy" "\208\190"
-let _ = Hashtbl.replace macro2utf8 "gt" ">"
-let _ = Hashtbl.replace macro2utf8 "DownLeftRightVector" "\226\165\144"
-let _ = Hashtbl.replace macro2utf8 "cup" "\226\136\170"
-let _ = Hashtbl.replace macro2utf8 "updownarrow" "\226\134\149"
-let _ = Hashtbl.replace macro2utf8 "Imacr" "\196\170"
-let _ = Hashtbl.replace macro2utf8 "cross" "\226\156\151"
-let _ = Hashtbl.replace macro2utf8 "Acirc" "\195\130"
-let _ = Hashtbl.replace macro2utf8 "lvertneqq" "\226\137\168\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "ccaps" "\226\169\141"
-let _ = Hashtbl.replace macro2utf8 "NotLeftTriangleEqual" "\226\139\172"
-let _ = Hashtbl.replace macro2utf8 "IJlig" "\196\178"
-let _ = Hashtbl.replace macro2utf8 "boxplus" "\226\138\158"
-let _ = Hashtbl.replace macro2utf8 "epsilon" "\207\181"
-let _ = Hashtbl.replace macro2utf8 "zfr" "\240\157\148\183"
-let _ = Hashtbl.replace macro2utf8 "late" "\226\170\173"
-let _ = Hashtbl.replace macro2utf8 "ic" "\226\128\139"
-let _ = Hashtbl.replace macro2utf8 "lrhar" "\226\135\139"
-let _ = Hashtbl.replace macro2utf8 "gsim" "\226\137\179"
-let _ = Hashtbl.replace macro2utf8 "inf" "inf"
-let _ = Hashtbl.replace macro2utf8 "top" "\226\138\164"
-let _ = Hashtbl.replace macro2utf8 "odsold" "\226\166\188"
-let _ = Hashtbl.replace macro2utf8 "circlearrowright" "\226\134\187"
-let _ = Hashtbl.replace macro2utf8 "rtimes" "\226\139\138"
-let _ = Hashtbl.replace macro2utf8 "ii" "\226\133\136"
-let _ = Hashtbl.replace macro2utf8 "DoubleRightTee" "\226\138\168"
-let _ = Hashtbl.replace macro2utf8 "dcy" "\208\180"
-let _ = Hashtbl.replace macro2utf8 "boxdL" "\226\149\149"
-let _ = Hashtbl.replace macro2utf8 "duhar" "\226\165\175"
-let _ = Hashtbl.replace macro2utf8 "vert" "|"
-let _ = Hashtbl.replace macro2utf8 "sacute" "\197\155"
-let _ = Hashtbl.replace macro2utf8 "in" "\226\136\136"
-let _ = Hashtbl.replace macro2utf8 "Assign" "\226\137\148"
-let _ = Hashtbl.replace macro2utf8 "nsim" "\226\137\129"
-let _ = Hashtbl.replace macro2utf8 "boxdR" "\226\149\146"
-let _ = Hashtbl.replace macro2utf8 "o" "\206\191"
-let _ = Hashtbl.replace macro2utf8 "radic" "\226\136\154"
-let _ = Hashtbl.replace macro2utf8 "it" "\226\129\162"
-let _ = Hashtbl.replace macro2utf8 "int" "\226\136\171"
-let _ = Hashtbl.replace macro2utf8 "cwint" "\226\136\177"
-let _ = Hashtbl.replace macro2utf8 "ForAll" "\226\136\128"
-let _ = Hashtbl.replace macro2utf8 "simplus" "\226\168\164"
-let _ = Hashtbl.replace macro2utf8 "isindot" "\226\139\181"
-let _ = Hashtbl.replace macro2utf8 "rightthreetimes" "\226\139\140"
-let _ = Hashtbl.replace macro2utf8 "supseteqq" "\226\138\135"
-let _ = Hashtbl.replace macro2utf8 "bnot" "\226\140\144"
-let _ = Hashtbl.replace macro2utf8 "rppolint" "\226\168\146"
-let _ = Hashtbl.replace macro2utf8 "def" "\226\137\157"
-let _ = Hashtbl.replace macro2utf8 "TScy" "\208\166"
-let _ = Hashtbl.replace macro2utf8 "lE" "\226\137\166"
-let _ = Hashtbl.replace macro2utf8 "ffilig" "\239\172\131"
-let _ = Hashtbl.replace macro2utf8 "deg" "deg"
-let _ = Hashtbl.replace macro2utf8 "{" "{"
-let _ = Hashtbl.replace macro2utf8 "RightVector" "\226\135\128"
-let _ = Hashtbl.replace macro2utf8 "ofr" "\240\157\148\172"
-let _ = Hashtbl.replace macro2utf8 "|" "|"
-let _ = Hashtbl.replace macro2utf8 "liminf" "liminf"
-let _ = Hashtbl.replace macro2utf8 "}" "}"
-let _ = Hashtbl.replace macro2utf8 "LeftUpTeeVector" "\226\165\160"
-let _ = Hashtbl.replace macro2utf8 "scirc" "\197\157"
-let _ = Hashtbl.replace macro2utf8 "scedil" "\197\159"
-let _ = Hashtbl.replace macro2utf8 "ufisht" "\226\165\190"
-let _ = Hashtbl.replace macro2utf8 "LeftUpDownVector" "\226\165\145"
-let _ = Hashtbl.replace macro2utf8 "questeq" "\226\137\159"
-let _ = Hashtbl.replace macro2utf8 "leftarrow" "\226\134\144"
-let _ = Hashtbl.replace macro2utf8 "Ycy" "\208\171"
-let _ = Hashtbl.replace macro2utf8 "Coproduct" "\226\136\144"
-let _ = Hashtbl.replace macro2utf8 "det" "det"
-let _ = Hashtbl.replace macro2utf8 "boxdl" "\226\148\144"
-let _ = Hashtbl.replace macro2utf8 "Aopf" "\240\157\148\184"
-let _ = Hashtbl.replace macro2utf8 "srarr" "\226\134\146\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "lbrke" "\226\166\139"
-let _ = Hashtbl.replace macro2utf8 "boxdr" "\226\148\140"
-let _ = Hashtbl.replace macro2utf8 "Ntilde" "\195\145"
-let _ = Hashtbl.replace macro2utf8 "gnap" "\226\170\138"
-let _ = Hashtbl.replace macro2utf8 "Cap" "\226\139\146"
-let _ = Hashtbl.replace macro2utf8 "swarhk" "\226\164\166"
-let _ = Hashtbl.replace macro2utf8 "ogt" "\226\167\129"
-let _ = Hashtbl.replace macro2utf8 "emptyset" "\226\136\133\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "harrw" "\226\134\173"
-let _ = Hashtbl.replace macro2utf8 "lbarr" "\226\164\140"
-let _ = Hashtbl.replace macro2utf8 "Tilde" "\226\136\188"
-let _ = Hashtbl.replace macro2utf8 "delta" "\206\180"
-let _ = Hashtbl.replace macro2utf8 "Hopf" "\226\132\141"
-let _ = Hashtbl.replace macro2utf8 "dfr" "\240\157\148\161"
-let _ = Hashtbl.replace macro2utf8 "le" "\226\137\164"
-let _ = Hashtbl.replace macro2utf8 "lg" "lg"
-let _ = Hashtbl.replace macro2utf8 "ohm" "\226\132\166"
-let _ = Hashtbl.replace macro2utf8 "Jsercy" "\208\136"
-let _ = Hashtbl.replace macro2utf8 "quaternions" "\226\132\141"
-let _ = Hashtbl.replace macro2utf8 "DoubleLongLeftArrow" "\239\149\185"
-let _ = Hashtbl.replace macro2utf8 "Ncy" "\208\157"
-let _ = Hashtbl.replace macro2utf8 "nabla" "\226\136\135"
-let _ = Hashtbl.replace macro2utf8 "ltcir" "\226\169\185"
-let _ = Hashtbl.replace macro2utf8 "ll" "\226\137\170"
-let _ = Hashtbl.replace macro2utf8 "ln" "ln"
-let _ = Hashtbl.replace macro2utf8 "rmoust" "\226\142\177"
-let _ = Hashtbl.replace macro2utf8 "Oopf" "\240\157\149\134"
-let _ = Hashtbl.replace macro2utf8 "nbsp" "\194\160"
-let _ = Hashtbl.replace macro2utf8 "Kcedil" "\196\182"
-let _ = Hashtbl.replace macro2utf8 "vdots" "\226\139\174"
-let _ = Hashtbl.replace macro2utf8 "NotLessTilde" "\226\137\180"
-let _ = Hashtbl.replace macro2utf8 "lt" "<"
-let _ = Hashtbl.replace macro2utf8 "djcy" "\209\146"
-let _ = Hashtbl.replace macro2utf8 "DownRightTeeVector" "\226\165\159"
-let _ = Hashtbl.replace macro2utf8 "Ograve" "\195\146"
-let _ = Hashtbl.replace macro2utf8 "boxhD" "\226\149\165"
-let _ = Hashtbl.replace macro2utf8 "nsime" "\226\137\132"
-let _ = Hashtbl.replace macro2utf8 "egsdot" "\226\170\152"
-let _ = Hashtbl.replace macro2utf8 "mDDot" "\226\136\186"
-let _ = Hashtbl.replace macro2utf8 "bigodot" "\226\138\153"
-let _ = Hashtbl.replace macro2utf8 "Vopf" "\240\157\149\141"
-let _ = Hashtbl.replace macro2utf8 "looparrowright" "\226\134\172"
-let _ = Hashtbl.replace macro2utf8 "yucy" "\209\142"
-let _ = Hashtbl.replace macro2utf8 "trade" "\226\132\162"
-let _ = Hashtbl.replace macro2utf8 "Yfr" "\240\157\148\156"
-let _ = Hashtbl.replace macro2utf8 "kjcy" "\209\156"
-let _ = Hashtbl.replace macro2utf8 "mp" "\226\136\147"
-let _ = Hashtbl.replace macro2utf8 "leftrightarrows" "\226\135\134"
-let _ = Hashtbl.replace macro2utf8 "uharl" "\226\134\191"
-let _ = Hashtbl.replace macro2utf8 "ncap" "\226\169\131"
-let _ = Hashtbl.replace macro2utf8 "Iogon" "\196\174"
-let _ = Hashtbl.replace macro2utf8 "NotSubset" "\226\138\132"
-let _ = Hashtbl.replace macro2utf8 "Bumpeq" "\226\137\142"
-let _ = Hashtbl.replace macro2utf8 "mu" "\206\188"
-let _ = Hashtbl.replace macro2utf8 "FilledVerySmallSquare" "\239\150\155"
-let _ = Hashtbl.replace macro2utf8 "breve" "\203\152"
-let _ = Hashtbl.replace macro2utf8 "boxhU" "\226\149\168"
-let _ = Hashtbl.replace macro2utf8 "Sigma" "\206\163"
-let _ = Hashtbl.replace macro2utf8 "uharr" "\226\134\190"
-let _ = Hashtbl.replace macro2utf8 "xrArr" "\239\149\186"
-let _ = Hashtbl.replace macro2utf8 "ne" "\226\137\160"
-let _ = Hashtbl.replace macro2utf8 "oS" "\226\147\136"
-let _ = Hashtbl.replace macro2utf8 "xodot" "\226\138\153"
-let _ = Hashtbl.replace macro2utf8 "ni" "\226\136\139"
-let _ = Hashtbl.replace macro2utf8 "mdash" "\226\128\148"
-let _ = Hashtbl.replace macro2utf8 "Verbar" "\226\128\150"
-let _ = Hashtbl.replace macro2utf8 "die" "\194\168"
-let _ = Hashtbl.replace macro2utf8 "veebar" "\226\138\187"
-let _ = Hashtbl.replace macro2utf8 "UpArrowBar" "\226\164\146"
-let _ = Hashtbl.replace macro2utf8 "Ncaron" "\197\135"
-let _ = Hashtbl.replace macro2utf8 "RightArrowBar" "\226\135\165"
-let _ = Hashtbl.replace macro2utf8 "LongLeftArrow" "\239\149\182"
-let _ = Hashtbl.replace macro2utf8 "rceil" "\226\140\137"
-let _ = Hashtbl.replace macro2utf8 "LeftDownVectorBar" "\226\165\153"
-let _ = Hashtbl.replace macro2utf8 "umacr" "\197\171"
-let _ = Hashtbl.replace macro2utf8 "Hacek" "\203\135"
-let _ = Hashtbl.replace macro2utf8 "odblac" "\197\145"
-let _ = Hashtbl.replace macro2utf8 "lmidot" "\197\128"
-let _ = Hashtbl.replace macro2utf8 "dopf" "\240\157\149\149"
-let _ = Hashtbl.replace macro2utf8 "boxhd" "\226\148\172"
-let _ = Hashtbl.replace macro2utf8 "dim" "dim"
-let _ = Hashtbl.replace macro2utf8 "vnsub" "\226\138\132"
-let _ = Hashtbl.replace macro2utf8 "Bscr" "\226\132\172"
-let _ = Hashtbl.replace macro2utf8 "plussim" "\226\168\166"
-let _ = Hashtbl.replace macro2utf8 "doublebarwedge" "\226\140\134"
-let _ = Hashtbl.replace macro2utf8 "nu" "\206\189"
-let _ = Hashtbl.replace macro2utf8 "eqcolon" "\226\137\149"
-let _ = Hashtbl.replace macro2utf8 "luruhar" "\226\165\166"
-let _ = Hashtbl.replace macro2utf8 "Nfr" "\240\157\148\145"
-let _ = Hashtbl.replace macro2utf8 "preceq" "\226\170\175"
-let _ = Hashtbl.replace macro2utf8 "LeftTee" "\226\138\163"
-let _ = Hashtbl.replace macro2utf8 "div" "\195\183"
-let _ = Hashtbl.replace macro2utf8 "nVDash" "\226\138\175"
-let _ = Hashtbl.replace macro2utf8 "kopf" "\240\157\149\156"
-let _ = Hashtbl.replace macro2utf8 "Iscr" "\226\132\144"
-let _ = Hashtbl.replace macro2utf8 "vnsup" "\226\138\133"
-let _ = Hashtbl.replace macro2utf8 "gneq" "\226\137\169"
-let _ = Hashtbl.replace macro2utf8 "backepsilon" "\207\182"
-let _ = Hashtbl.replace macro2utf8 "boxhu" "\226\148\180"
-let _ = Hashtbl.replace macro2utf8 "ominus" "\226\138\150"
-let _ = Hashtbl.replace macro2utf8 "or" "\226\136\168"
-let _ = Hashtbl.replace macro2utf8 "lesdot" "\226\169\191"
-let _ = Hashtbl.replace macro2utf8 "RightVectorBar" "\226\165\147"
-let _ = Hashtbl.replace macro2utf8 "tcedil" "\197\163"
-let _ = Hashtbl.replace macro2utf8 "hstrok" "\196\167"
-let _ = Hashtbl.replace macro2utf8 "nrarrc" "\226\164\179\204\184"
-let _ = Hashtbl.replace macro2utf8 "ropf" "\240\157\149\163"
-let _ = Hashtbl.replace macro2utf8 "diamond" "\226\139\132"
-let _ = Hashtbl.replace macro2utf8 "smid" "\226\136\163\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "nltri" "\226\139\170"
-let _ = Hashtbl.replace macro2utf8 "Pscr" "\240\157\146\171"
-let _ = Hashtbl.replace macro2utf8 "vartheta" "\207\145"
-let _ = Hashtbl.replace macro2utf8 "therefore" "\226\136\180"
-let _ = Hashtbl.replace macro2utf8 "pi" "\207\128"
-let _ = Hashtbl.replace macro2utf8 "ntrianglelefteq" "\226\139\172"
-let _ = Hashtbl.replace macro2utf8 "nearrow" "\226\134\151"
-let _ = Hashtbl.replace macro2utf8 "pm" "\194\177"
-let _ = Hashtbl.replace macro2utf8 "natural" "\226\153\174"
-let _ = Hashtbl.replace macro2utf8 "ucy" "\209\131"
-let _ = Hashtbl.replace macro2utf8 "olt" "\226\167\128"
-let _ = Hashtbl.replace macro2utf8 "Cfr" "\226\132\173"
-let _ = Hashtbl.replace macro2utf8 "yopf" "\240\157\149\170"
-let _ = Hashtbl.replace macro2utf8 "Otilde" "\195\149"
-let _ = Hashtbl.replace macro2utf8 "ntriangleleft" "\226\139\170"
-let _ = Hashtbl.replace macro2utf8 "pr" "\226\137\186"
-let _ = Hashtbl.replace macro2utf8 "Wscr" "\240\157\146\178"
-let _ = Hashtbl.replace macro2utf8 "midcir" "\226\171\176"
-let _ = Hashtbl.replace macro2utf8 "Lacute" "\196\185"
-let _ = Hashtbl.replace macro2utf8 "DoubleDot" "\194\168"
-let _ = Hashtbl.replace macro2utf8 "Tstrok" "\197\166"
-let _ = Hashtbl.replace macro2utf8 "nrarrw" "\226\134\157\204\184"
-let _ = Hashtbl.replace macro2utf8 "uArr" "\226\135\145"
-let _ = Hashtbl.replace macro2utf8 "nLtv" "\226\137\170\204\184\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "rangle" "\226\140\170"
-let _ = Hashtbl.replace macro2utf8 "olcir" "\226\166\190"
-let _ = Hashtbl.replace macro2utf8 "Auml" "\195\132"
-let _ = Hashtbl.replace macro2utf8 "Succeeds" "\226\137\187"
-let _ = Hashtbl.replace macro2utf8 "DoubleLongLeftRightArrow" "\239\149\187"
-let _ = Hashtbl.replace macro2utf8 "TSHcy" "\208\139"
-let _ = Hashtbl.replace macro2utf8 "gammad" "\207\156"
-let _ = Hashtbl.replace macro2utf8 "epsiv" "\201\155"
-let _ = Hashtbl.replace macro2utf8 "notinva" "\226\136\137\204\184"
-let _ = Hashtbl.replace macro2utf8 "notinvb" "\226\139\183"
-let _ = Hashtbl.replace macro2utf8 "eqvparsl" "\226\167\165"
-let _ = Hashtbl.replace macro2utf8 "notinvc" "\226\139\182"
-let _ = Hashtbl.replace macro2utf8 "nsubE" "\226\138\136"
-let _ = Hashtbl.replace macro2utf8 "supplus" "\226\171\128"
-let _ = Hashtbl.replace macro2utf8 "RightUpDownVector" "\226\165\143"
-let _ = Hashtbl.replace macro2utf8 "Tab" "\t"
-let _ = Hashtbl.replace macro2utf8 "Lcedil" "\196\187"
-let _ = Hashtbl.replace macro2utf8 "backslash" "\\"
-let _ = Hashtbl.replace macro2utf8 "pointint" "\226\168\149"
-let _ = Hashtbl.replace macro2utf8 "jcy" "\208\185"
-let _ = Hashtbl.replace macro2utf8 "iocy" "\209\145"
-let _ = Hashtbl.replace macro2utf8 "escr" "\226\132\175"
-let _ = Hashtbl.replace macro2utf8 "submult" "\226\171\129"
-let _ = Hashtbl.replace macro2utf8 "iiota" "\226\132\169"
-let _ = Hashtbl.replace macro2utf8 "lceil" "\226\140\136"
-let _ = Hashtbl.replace macro2utf8 "omacr" "\197\141"
-let _ = Hashtbl.replace macro2utf8 "gneqq" "\226\137\169"
-let _ = Hashtbl.replace macro2utf8 "gcirc" "\196\157"
-let _ = Hashtbl.replace macro2utf8 "dotsquare" "\226\138\161"
-let _ = Hashtbl.replace macro2utf8 "ccaron" "\196\141"
-let _ = Hashtbl.replace macro2utf8 "Square" "\226\150\161"
-let _ = Hashtbl.replace macro2utf8 "RightDownTeeVector" "\226\165\157"
-let _ = Hashtbl.replace macro2utf8 "Ouml" "\195\150"
-let _ = Hashtbl.replace macro2utf8 "lurdshar" "\226\165\138"
-let _ = Hashtbl.replace macro2utf8 "SuchThat" "\226\136\139"
-let _ = Hashtbl.replace macro2utf8 "setminus" "\226\136\150"
-let _ = Hashtbl.replace macro2utf8 "lscr" "\226\132\147"
-let _ = Hashtbl.replace macro2utf8 "LessLess" "\226\170\161"
-let _ = Hashtbl.replace macro2utf8 "Sub" "\226\139\144"
-let _ = Hashtbl.replace macro2utf8 "sc" "\226\137\187"
-let _ = Hashtbl.replace macro2utf8 "rx" "\226\132\158"
-let _ = Hashtbl.replace macro2utf8 "RightFloor" "\226\140\139"
-let _ = Hashtbl.replace macro2utf8 "blacksquare" "\226\150\170"
-let _ = Hashtbl.replace macro2utf8 "ufr" "\240\157\148\178"
-let _ = Hashtbl.replace macro2utf8 "block" "\226\150\136"
-let _ = Hashtbl.replace macro2utf8 "dots" "\226\128\166"
-let _ = Hashtbl.replace macro2utf8 "nvsim" "\226\137\129\204\184"
-let _ = Hashtbl.replace macro2utf8 "caret" "\226\129\129"
-let _ = Hashtbl.replace macro2utf8 "demptyv" "\226\166\177"
-let _ = Hashtbl.replace macro2utf8 "Sum" "\226\136\145"
-let _ = Hashtbl.replace macro2utf8 "sscr" "\240\157\147\136"
-let _ = Hashtbl.replace macro2utf8 "nsube" "\226\138\136"
-let _ = Hashtbl.replace macro2utf8 "Sup" "\226\139\145"
-let _ = Hashtbl.replace macro2utf8 "ccupssm" "\226\169\144"
-let _ = Hashtbl.replace macro2utf8 "Because" "\226\136\181"
-let _ = Hashtbl.replace macro2utf8 "harrcir" "\226\165\136"
-let _ = Hashtbl.replace macro2utf8 "capbrcup" "\226\169\137"
-let _ = Hashtbl.replace macro2utf8 "RightUpVectorBar" "\226\165\148"
-let _ = Hashtbl.replace macro2utf8 "caps" "\226\136\169\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "ohbar" "\226\166\181"
-let _ = Hashtbl.replace macro2utf8 "laemptyv" "\226\166\180"
-let _ = Hashtbl.replace macro2utf8 "uacute" "\195\186"
-let _ = Hashtbl.replace macro2utf8 "straightphi" "\207\134"
-let _ = Hashtbl.replace macro2utf8 "RightDoubleBracket" "\227\128\155"
-let _ = Hashtbl.replace macro2utf8 "zscr" "\240\157\147\143"
-let _ = Hashtbl.replace macro2utf8 "uogon" "\197\179"
-let _ = Hashtbl.replace macro2utf8 "Uarr" "\226\134\159"
-let _ = Hashtbl.replace macro2utf8 "nsucc" "\226\138\129"
-let _ = Hashtbl.replace macro2utf8 "RBarr" "\226\164\144"
-let _ = Hashtbl.replace macro2utf8 "NotRightTriangleBar" "\226\167\144\204\184"
-let _ = Hashtbl.replace macro2utf8 "to" "\226\134\146"
-let _ = Hashtbl.replace macro2utf8 "rpar" ")"
-let _ = Hashtbl.replace macro2utf8 "rdsh" "\226\134\179"
-let _ = Hashtbl.replace macro2utf8 "jfr" "\240\157\148\167"
-let _ = Hashtbl.replace macro2utf8 "ldquor" "\226\128\158"
-let _ = Hashtbl.replace macro2utf8 "bsime" "\226\139\141"
-let _ = Hashtbl.replace macro2utf8 "lAtail" "\226\164\155"
-let _ = Hashtbl.replace macro2utf8 "Hcirc" "\196\164"
-let _ = Hashtbl.replace macro2utf8 "aacute" "\195\161"
-let _ = Hashtbl.replace macro2utf8 "dot" "\203\153"
-let _ = Hashtbl.replace macro2utf8 "Tcy" "\208\162"
-let _ = Hashtbl.replace macro2utf8 "nsub" "\226\138\132"
-let _ = Hashtbl.replace macro2utf8 "kappa" "\206\186"
-let _ = Hashtbl.replace macro2utf8 "ovbar" "\226\140\189"
-let _ = Hashtbl.replace macro2utf8 "shcy" "\209\136"
-let _ = Hashtbl.replace macro2utf8 "kappav" "\207\176"
-let _ = Hashtbl.replace macro2utf8 "ropar" "\227\128\153"
-let _ = Hashtbl.replace macro2utf8 "gtcc" "\226\170\167"
-let _ = Hashtbl.replace macro2utf8 "ecolon" "\226\137\149"
-let _ = Hashtbl.replace macro2utf8 "circledast" "\226\138\155"
-let _ = Hashtbl.replace macro2utf8 "colon" ":"
-let _ = Hashtbl.replace macro2utf8 "timesbar" "\226\168\177"
-let _ = Hashtbl.replace macro2utf8 "precnsim" "\226\139\168"
-let _ = Hashtbl.replace macro2utf8 "ord" "\226\169\157"
-let _ = Hashtbl.replace macro2utf8 "real" "\226\132\156"
-let _ = Hashtbl.replace macro2utf8 "nexists" "\226\136\132"
-let _ = Hashtbl.replace macro2utf8 "nsup" "\226\138\133"
-let _ = Hashtbl.replace macro2utf8 "zhcy" "\208\182"
-let _ = Hashtbl.replace macro2utf8 "imacr" "\196\171"
-let _ = Hashtbl.replace macro2utf8 "egrave" "\195\168"
-let _ = Hashtbl.replace macro2utf8 "acirc" "\195\162"
-let _ = Hashtbl.replace macro2utf8 "grave" "`"
-let _ = Hashtbl.replace macro2utf8 "biguplus" "\226\138\142"
-let _ = Hashtbl.replace macro2utf8 "HumpEqual" "\226\137\143"
-let _ = Hashtbl.replace macro2utf8 "GreaterSlantEqual" "\226\169\190"
-let _ = Hashtbl.replace macro2utf8 "capand" "\226\169\132"
-let _ = Hashtbl.replace macro2utf8 "yuml" "\195\191"
-let _ = Hashtbl.replace macro2utf8 "orv" "\226\169\155"
-let _ = Hashtbl.replace macro2utf8 "Icy" "\208\152"
-let _ = Hashtbl.replace macro2utf8 "rightharpoondown" "\226\135\129"
-let _ = Hashtbl.replace macro2utf8 "upsilon" "\207\133"
-let _ = Hashtbl.replace macro2utf8 "preccurlyeq" "\226\137\188"
-let _ = Hashtbl.replace macro2utf8 "ShortUpArrow" "\226\140\131\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "searhk" "\226\164\165"
-let _ = Hashtbl.replace macro2utf8 "commat" "@"
-let _ = Hashtbl.replace macro2utf8 "Sqrt" "\226\136\154"
-let _ = Hashtbl.replace macro2utf8 "wp" "\226\132\152"
-let _ = Hashtbl.replace macro2utf8 "succnapprox" "\226\139\169"
-let _ = Hashtbl.replace macro2utf8 "wr" "\226\137\128"
-let _ = Hashtbl.replace macro2utf8 "NotTildeTilde" "\226\137\137"
-let _ = Hashtbl.replace macro2utf8 "dcaron" "\196\143"
-let _ = Hashtbl.replace macro2utf8 "Tfr" "\240\157\148\151"
-let _ = Hashtbl.replace macro2utf8 "bigwedge" "\226\139\128"
-let _ = Hashtbl.replace macro2utf8 "DScy" "\208\133"
-let _ = Hashtbl.replace macro2utf8 "nrtrie" "\226\139\173"
-let _ = Hashtbl.replace macro2utf8 "esim" "\226\137\130"
-let _ = Hashtbl.replace macro2utf8 "Not" "\226\171\172"
-let _ = Hashtbl.replace macro2utf8 "xmap" "\239\149\189"
-let _ = Hashtbl.replace macro2utf8 "rect" "\226\150\173"
-let _ = Hashtbl.replace macro2utf8 "Fouriertrf" "\226\132\177"
-let _ = Hashtbl.replace macro2utf8 "xi" "\206\190"
-let _ = Hashtbl.replace macro2utf8 "NotTilde" "\226\137\129"
-let _ = Hashtbl.replace macro2utf8 "gbreve" "\196\159"
-let _ = Hashtbl.replace macro2utf8 "par" "\226\136\165"
-let _ = Hashtbl.replace macro2utf8 "ddots" "\226\139\177"
-let _ = Hashtbl.replace macro2utf8 "nhArr" "\226\135\142"
-let _ = Hashtbl.replace macro2utf8 "lsim" "\226\137\178"
-let _ = Hashtbl.replace macro2utf8 "RightCeiling" "\226\140\137"
-let _ = Hashtbl.replace macro2utf8 "nedot" "\226\137\160\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "thksim" "\226\136\188\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "lEg" "\226\139\154"
-let _ = Hashtbl.replace macro2utf8 "Ifr" "\226\132\145"
-let _ = Hashtbl.replace macro2utf8 "emsp" "\226\128\131"
-let _ = Hashtbl.replace macro2utf8 "lopar" "\227\128\152"
-let _ = Hashtbl.replace macro2utf8 "iiiint" "\226\168\140"
-let _ = Hashtbl.replace macro2utf8 "straightepsilon" "\206\181"
-let _ = Hashtbl.replace macro2utf8 "intlarhk" "\226\168\151"
-let _ = Hashtbl.replace macro2utf8 "image" "\226\132\145"
-let _ = Hashtbl.replace macro2utf8 "sqsubseteq" "\226\138\145"
-let _ = Hashtbl.replace macro2utf8 "lnapprox" "\226\170\137"
-let _ = Hashtbl.replace macro2utf8 "Leftrightarrow" "\226\135\148"
-let _ = Hashtbl.replace macro2utf8 "cemptyv" "\226\166\178"
-let _ = Hashtbl.replace macro2utf8 "alpha" "\206\177"
-let _ = Hashtbl.replace macro2utf8 "uml" "\194\168"
-let _ = Hashtbl.replace macro2utf8 "barwedge" "\226\138\188"
-let _ = Hashtbl.replace macro2utf8 "KHcy" "\208\165"
-let _ = Hashtbl.replace macro2utf8 "tilde" "\203\156"
-let _ = Hashtbl.replace macro2utf8 "Superset" "\226\138\131"
-let _ = Hashtbl.replace macro2utf8 "gesles" "\226\170\148"
-let _ = Hashtbl.replace macro2utf8 "bigoplus" "\226\138\149"
-let _ = Hashtbl.replace macro2utf8 "boxuL" "\226\149\155"
-let _ = Hashtbl.replace macro2utf8 "rbbrk" "\227\128\149"
-let _ = Hashtbl.replace macro2utf8 "nrightarrow" "\226\134\155"
-let _ = Hashtbl.replace macro2utf8 "hkswarow" "\226\164\166"
-let _ = Hashtbl.replace macro2utf8 "DiacriticalDoubleAcute" "\203\157"
-let _ = Hashtbl.replace macro2utf8 "nbumpe" "\226\137\143\204\184"
-let _ = Hashtbl.replace macro2utf8 "uhblk" "\226\150\128"
-let _ = Hashtbl.replace macro2utf8 "NotSupersetEqual" "\226\138\137"
-let _ = Hashtbl.replace macro2utf8 "ntgl" "\226\137\185"
-let _ = Hashtbl.replace macro2utf8 "Fopf" "\240\157\148\189"
-let _ = Hashtbl.replace macro2utf8 "boxuR" "\226\149\152"
-let _ = Hashtbl.replace macro2utf8 "swarr" "\226\134\153"
-let _ = Hashtbl.replace macro2utf8 "nsqsube" "\226\139\162"
-let _ = Hashtbl.replace macro2utf8 "pluscir" "\226\168\162"
-let _ = Hashtbl.replace macro2utf8 "pcy" "\208\191"
-let _ = Hashtbl.replace macro2utf8 "leqslant" "\226\169\189"
-let _ = Hashtbl.replace macro2utf8 "lnap" "\226\170\137"
-let _ = Hashtbl.replace macro2utf8 "lthree" "\226\139\139"
-let _ = Hashtbl.replace macro2utf8 "smte" "\226\170\172"
-let _ = Hashtbl.replace macro2utf8 "olcross" "\226\166\187"
-let _ = Hashtbl.replace macro2utf8 "nvrArr" "\226\135\143"
-let _ = Hashtbl.replace macro2utf8 "andslope" "\226\169\152"
-let _ = Hashtbl.replace macro2utf8 "MediumSpace" "\226\129\159"
-let _ = Hashtbl.replace macro2utf8 "boxvH" "\226\149\170"
-let _ = Hashtbl.replace macro2utf8 "Nacute" "\197\131"
-let _ = Hashtbl.replace macro2utf8 "nGtv" "\226\137\171\204\184\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Mopf" "\240\157\149\132"
-let _ = Hashtbl.replace macro2utf8 "dfisht" "\226\165\191"
-let _ = Hashtbl.replace macro2utf8 "boxvL" "\226\149\161"
-let _ = Hashtbl.replace macro2utf8 "pertenk" "\226\128\177"
-let _ = Hashtbl.replace macro2utf8 "NotPrecedes" "\226\138\128"
-let _ = Hashtbl.replace macro2utf8 "profalar" "\226\140\174"
-let _ = Hashtbl.replace macro2utf8 "roplus" "\226\168\174"
-let _ = Hashtbl.replace macro2utf8 "boxvR" "\226\149\158"
-let _ = Hashtbl.replace macro2utf8 "utrif" "\226\150\180"
-let _ = Hashtbl.replace macro2utf8 "uHar" "\226\165\163"
-let _ = Hashtbl.replace macro2utf8 "nltrie" "\226\139\172"
-let _ = Hashtbl.replace macro2utf8 "NotNestedGreaterGreater" "\226\146\162\204\184"
-let _ = Hashtbl.replace macro2utf8 "smtes" "\226\170\172\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "LeftAngleBracket" "\226\140\169"
-let _ = Hashtbl.replace macro2utf8 "iogon" "\196\175"
-let _ = Hashtbl.replace macro2utf8 "ExponentialE" "\226\133\135"
-let _ = Hashtbl.replace macro2utf8 "Topf" "\240\157\149\139"
-let _ = Hashtbl.replace macro2utf8 "GreaterEqual" "\226\137\165"
-let _ = Hashtbl.replace macro2utf8 "DownTee" "\226\138\164"
-let _ = Hashtbl.replace macro2utf8 "boxul" "\226\148\152"
-let _ = Hashtbl.replace macro2utf8 "wreath" "\226\137\128"
-let _ = Hashtbl.replace macro2utf8 "sigma" "\207\131"
-let _ = Hashtbl.replace macro2utf8 "ENG" "\197\138"
-let _ = Hashtbl.replace macro2utf8 "Ncedil" "\197\133"
-let _ = Hashtbl.replace macro2utf8 "ecy" "\209\141"
-let _ = Hashtbl.replace macro2utf8 "nsubset" "\226\138\132"
-let _ = Hashtbl.replace macro2utf8 "LessFullEqual" "\226\137\166"
-let _ = Hashtbl.replace macro2utf8 "bsolb" "\226\167\133"
-let _ = Hashtbl.replace macro2utf8 "boxur" "\226\148\148"
-let _ = Hashtbl.replace macro2utf8 "ThinSpace" "\226\128\137"
-let _ = Hashtbl.replace macro2utf8 "supdsub" "\226\171\152"
-let _ = Hashtbl.replace macro2utf8 "colone" "\226\137\148"
-let _ = Hashtbl.replace macro2utf8 "curren" "\194\164"
-let _ = Hashtbl.replace macro2utf8 "boxvh" "\226\148\188"
-let _ = Hashtbl.replace macro2utf8 "ecaron" "\196\155"
-let _ = Hashtbl.replace macro2utf8 "UnderBrace" "\239\184\184"
-let _ = Hashtbl.replace macro2utf8 "caron" "\203\135"
-let _ = Hashtbl.replace macro2utf8 "ultri" "\226\151\184"
-let _ = Hashtbl.replace macro2utf8 "boxvl" "\226\148\164"
-let _ = Hashtbl.replace macro2utf8 "scap" "\226\137\191"
-let _ = Hashtbl.replace macro2utf8 "boxvr" "\226\148\156"
-let _ = Hashtbl.replace macro2utf8 "bopf" "\240\157\149\147"
-let _ = Hashtbl.replace macro2utf8 "pfr" "\240\157\148\173"
-let _ = Hashtbl.replace macro2utf8 "nspar" "\226\136\166\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "NegativeMediumSpace" "\226\129\159\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "simgE" "\226\170\160"
-let _ = Hashtbl.replace macro2utf8 "nvDash" "\226\138\173"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterFullEqual" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "uparrow" "\226\134\145"
-let _ = Hashtbl.replace macro2utf8 "nsupset" "\226\138\133"
-let _ = Hashtbl.replace macro2utf8 "simeq" "\226\137\131"
-let _ = Hashtbl.replace macro2utf8 "Zcy" "\208\151"
-let _ = Hashtbl.replace macro2utf8 "RightTriangle" "\226\138\179"
-let _ = Hashtbl.replace macro2utf8 "Lang" "\227\128\138"
-let _ = Hashtbl.replace macro2utf8 "Ucirc" "\195\155"
-let _ = Hashtbl.replace macro2utf8 "iopf" "\240\157\149\154"
-let _ = Hashtbl.replace macro2utf8 "leftrightsquigarrow" "\226\134\173"
-let _ = Hashtbl.replace macro2utf8 "Gscr" "\240\157\146\162"
-let _ = Hashtbl.replace macro2utf8 "lfloor" "\226\140\138"
-let _ = Hashtbl.replace macro2utf8 "lbbrk" "\227\128\148"
-let _ = Hashtbl.replace macro2utf8 "bigvee" "\226\139\129"
-let _ = Hashtbl.replace macro2utf8 "ordf" "\194\170"
-let _ = Hashtbl.replace macro2utf8 "rsquo" "\226\128\153"
-let _ = Hashtbl.replace macro2utf8 "parallel" "\226\136\165"
-let _ = Hashtbl.replace macro2utf8 "half" "\194\189"
-let _ = Hashtbl.replace macro2utf8 "supseteq" "\226\138\135"
-let _ = Hashtbl.replace macro2utf8 "ngeqq" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "popf" "\240\157\149\161"
-let _ = Hashtbl.replace macro2utf8 "NonBreakingSpace" "\194\160"
-let _ = Hashtbl.replace macro2utf8 "softcy" "\209\140"
-let _ = Hashtbl.replace macro2utf8 "ordm" "\194\186"
-let _ = Hashtbl.replace macro2utf8 "Nscr" "\240\157\146\169"
-let _ = Hashtbl.replace macro2utf8 "owns" "\226\136\139"
-let _ = Hashtbl.replace macro2utf8 "phi" "\207\149"
-let _ = Hashtbl.replace macro2utf8 "efr" "\240\157\148\162"
-let _ = Hashtbl.replace macro2utf8 "nesear" "\226\164\168"
-let _ = Hashtbl.replace macro2utf8 "marker" "\226\150\174"
-let _ = Hashtbl.replace macro2utf8 "lneq" "\226\137\168"
-let _ = Hashtbl.replace macro2utf8 "parallet" "????"
-let _ = Hashtbl.replace macro2utf8 "ndash" "\226\128\147"
-let _ = Hashtbl.replace macro2utf8 "DoubleLeftTee" "\226\171\164"
-let _ = Hashtbl.replace macro2utf8 "lArr" "\226\135\144"
-let _ = Hashtbl.replace macro2utf8 "becaus" "\226\136\181"
-let _ = Hashtbl.replace macro2utf8 "RightTee" "\226\138\162"
-let _ = Hashtbl.replace macro2utf8 "Ocy" "\208\158"
-let _ = Hashtbl.replace macro2utf8 "ntlg" "\226\137\184"
-let _ = Hashtbl.replace macro2utf8 "cacute" "\196\135"
-let _ = Hashtbl.replace macro2utf8 "wopf" "\240\157\149\168"
-let _ = Hashtbl.replace macro2utf8 "Cup" "\226\139\147"
-let _ = Hashtbl.replace macro2utf8 "Uscr" "\240\157\146\176"
-let _ = Hashtbl.replace macro2utf8 "NotHumpEqual" "\226\137\143\204\184"
-let _ = Hashtbl.replace macro2utf8 "rnmid" "\226\171\174"
-let _ = Hashtbl.replace macro2utf8 "nsupE" "\226\138\137"
-let _ = Hashtbl.replace macro2utf8 "bemptyv" "\226\166\176"
-let _ = Hashtbl.replace macro2utf8 "lsqb" "["
-let _ = Hashtbl.replace macro2utf8 "nrarr" "\226\134\155"
-let _ = Hashtbl.replace macro2utf8 "egs" "\226\139\157"
-let _ = Hashtbl.replace macro2utf8 "reals" "\226\132\157"
-let _ = Hashtbl.replace macro2utf8 "CupCap" "\226\137\141"
-let _ = Hashtbl.replace macro2utf8 "Oacute" "\195\147"
-let _ = Hashtbl.replace macro2utf8 "Zfr" "\226\132\168"
-let _ = Hashtbl.replace macro2utf8 "ReverseEquilibrium" "\226\135\139"
-let _ = Hashtbl.replace macro2utf8 "ccedil" "\195\167"
-let _ = Hashtbl.replace macro2utf8 "bigtriangleup" "\226\150\179"
-let _ = Hashtbl.replace macro2utf8 "piv" "\207\150"
-let _ = Hashtbl.replace macro2utf8 "cirscir" "\226\167\130"
-let _ = Hashtbl.replace macro2utf8 "exists" "\226\136\131"
-let _ = Hashtbl.replace macro2utf8 "Uarrocir" "\226\165\137"
-let _ = Hashtbl.replace macro2utf8 "Dcy" "\208\148"
-let _ = Hashtbl.replace macro2utf8 "cscr" "\240\157\146\184"
-let _ = Hashtbl.replace macro2utf8 "zcaron" "\197\190"
-let _ = Hashtbl.replace macro2utf8 "isinE" "\226\139\185"
-let _ = Hashtbl.replace macro2utf8 "gtcir" "\226\169\186"
-let _ = Hashtbl.replace macro2utf8 "hookrightarrow" "\226\134\170"
-let _ = Hashtbl.replace macro2utf8 "Int" "\226\136\172"
-let _ = Hashtbl.replace macro2utf8 "nsupe" "\226\138\137"
-let _ = Hashtbl.replace macro2utf8 "dotplus" "\226\136\148"
-let _ = Hashtbl.replace macro2utf8 "ncup" "\226\169\130"
-let _ = Hashtbl.replace macro2utf8 "jscr" "\240\157\146\191"
-let _ = Hashtbl.replace macro2utf8 "angmsdaa" "\226\166\168"
-let _ = Hashtbl.replace macro2utf8 "Iukcy" "\208\134"
-let _ = Hashtbl.replace macro2utf8 "flat" "\226\153\173"
-let _ = Hashtbl.replace macro2utf8 "bNot" "\226\171\173"
-let _ = Hashtbl.replace macro2utf8 "angmsdab" "\226\166\169"
-let _ = Hashtbl.replace macro2utf8 "angmsdac" "\226\166\170"
-let _ = Hashtbl.replace macro2utf8 "xdtri" "\226\150\189"
-let _ = Hashtbl.replace macro2utf8 "iota" "\206\185"
-let _ = Hashtbl.replace macro2utf8 "angmsdad" "\226\166\171"
-let _ = Hashtbl.replace macro2utf8 "angmsdae" "\226\166\172"
-let _ = Hashtbl.replace macro2utf8 "rightarrowtail" "\226\134\163"
-let _ = Hashtbl.replace macro2utf8 "angmsdaf" "\226\166\173"
-let _ = Hashtbl.replace macro2utf8 "Ocirc" "\195\148"
-let _ = Hashtbl.replace macro2utf8 "angmsdag" "\226\166\174"
-let _ = Hashtbl.replace macro2utf8 "Ofr" "\240\157\148\146"
-let _ = Hashtbl.replace macro2utf8 "maltese" "\226\156\160"
-let _ = Hashtbl.replace macro2utf8 "angmsdah" "\226\166\175"
-let _ = Hashtbl.replace macro2utf8 "Del" "\226\136\135"
-let _ = Hashtbl.replace macro2utf8 "Barwed" "\226\140\134"
-let _ = Hashtbl.replace macro2utf8 "drbkarow" "\226\164\144"
-let _ = Hashtbl.replace macro2utf8 "qscr" "\240\157\147\134"
-let _ = Hashtbl.replace macro2utf8 "ETH" "\195\144"
-let _ = Hashtbl.replace macro2utf8 "operp" "\226\166\185"
-let _ = Hashtbl.replace macro2utf8 "daleth" "\226\132\184"
-let _ = Hashtbl.replace macro2utf8 "bull" "\226\128\162"
-let _ = Hashtbl.replace macro2utf8 "simlE" "\226\170\159"
-let _ = Hashtbl.replace macro2utf8 "lsquo" "\226\128\152"
-let _ = Hashtbl.replace macro2utf8 "Larr" "\226\134\158"
-let _ = Hashtbl.replace macro2utf8 "curarr" "\226\134\183"
-let _ = Hashtbl.replace macro2utf8 "blacktriangleleft" "\226\151\130"
-let _ = Hashtbl.replace macro2utf8 "hellip" "\226\128\166"
-let _ = Hashtbl.replace macro2utf8 "DoubleVerticalBar" "\226\136\165"
-let _ = Hashtbl.replace macro2utf8 "rBarr" "\226\164\143"
-let _ = Hashtbl.replace macro2utf8 "chcy" "\209\135"
-let _ = Hashtbl.replace macro2utf8 "varpi" "\207\150"
-let _ = Hashtbl.replace macro2utf8 "Cconint" "\226\136\176"
-let _ = Hashtbl.replace macro2utf8 "xlarr" "\239\149\182"
-let _ = Hashtbl.replace macro2utf8 "xscr" "\240\157\147\141"
-let _ = Hashtbl.replace macro2utf8 "DoubleLongRightArrow" "\239\149\186"
-let _ = Hashtbl.replace macro2utf8 "CounterClockwiseContourIntegral" "\226\136\179"
-let _ = Hashtbl.replace macro2utf8 "urcrop" "\226\140\142"
-let _ = Hashtbl.replace macro2utf8 "RightAngleBracket" "\226\140\170"
-let _ = Hashtbl.replace macro2utf8 "Rcaron" "\197\152"
-let _ = Hashtbl.replace macro2utf8 "latail" "\226\164\153"
-let _ = Hashtbl.replace macro2utf8 "pitchfork" "\226\139\148"
-let _ = Hashtbl.replace macro2utf8 "nvinfin" "\226\167\158"
-let _ = Hashtbl.replace macro2utf8 "hcirc" "\196\165"
-let _ = Hashtbl.replace macro2utf8 "nexist" "\226\136\132"
-let _ = Hashtbl.replace macro2utf8 "checkmark" "\226\156\147"
-let _ = Hashtbl.replace macro2utf8 "tridot" "\226\151\172"
-let _ = Hashtbl.replace macro2utf8 "vcy" "\208\178"
-let _ = Hashtbl.replace macro2utf8 "isins" "\226\139\180"
-let _ = Hashtbl.replace macro2utf8 "fllig" "\239\172\130"
-let _ = Hashtbl.replace macro2utf8 "Dfr" "\240\157\148\135"
-let _ = Hashtbl.replace macro2utf8 "hercon" "\226\138\185"
-let _ = Hashtbl.replace macro2utf8 "gEl" "\226\139\155"
-let _ = Hashtbl.replace macro2utf8 "bump" "\226\137\142"
-let _ = Hashtbl.replace macro2utf8 "aleph" "\226\132\181"
-let _ = Hashtbl.replace macro2utf8 "Ubreve" "\197\172"
-let _ = Hashtbl.replace macro2utf8 "isinv" "\226\136\136"
-let _ = Hashtbl.replace macro2utf8 "smile" "\226\140\163"
-let _ = Hashtbl.replace macro2utf8 "llcorner" "\226\140\158"
-let _ = Hashtbl.replace macro2utf8 "boxH" "\226\149\144"
-let _ = Hashtbl.replace macro2utf8 "ecir" "\226\137\150"
-let _ = Hashtbl.replace macro2utf8 "varnothing" "\226\136\133"
-let _ = Hashtbl.replace macro2utf8 "iuml" "\195\175"
-let _ = Hashtbl.replace macro2utf8 "mlcp" "\226\171\155"
-let _ = Hashtbl.replace macro2utf8 "leftrightharpoons" "\226\135\139"
-let _ = Hashtbl.replace macro2utf8 "ncong" "\226\137\135"
-let _ = Hashtbl.replace macro2utf8 "Vert" "\226\128\150"
-let _ = Hashtbl.replace macro2utf8 "vee" "\226\136\168"
-let _ = Hashtbl.replace macro2utf8 "star" "\226\139\134"
-let _ = Hashtbl.replace macro2utf8 "boxV" "\226\149\145"
-let _ = Hashtbl.replace macro2utf8 "LeftRightArrow" "\226\134\148"
-let _ = Hashtbl.replace macro2utf8 "leftrightarrow" "\226\134\148"
-let _ = Hashtbl.replace macro2utf8 "lstrok" "\197\130"
-let _ = Hashtbl.replace macro2utf8 "ell" "\226\132\147"
-let _ = Hashtbl.replace macro2utf8 "VerticalSeparator" "\226\157\152"
-let _ = Hashtbl.replace macro2utf8 "Ubrcy" "\208\142"
-let _ = Hashtbl.replace macro2utf8 "NotGreater" "\226\137\175"
-let _ = Hashtbl.replace macro2utf8 "Abreve" "\196\130"
-let _ = Hashtbl.replace macro2utf8 "TildeTilde" "\226\137\136"
-let _ = Hashtbl.replace macro2utf8 "CircleTimes" "\226\138\151"
-let _ = Hashtbl.replace macro2utf8 "subsetneq" "\226\138\138"
-let _ = Hashtbl.replace macro2utf8 "ltcc" "\226\170\166"
-let _ = Hashtbl.replace macro2utf8 "els" "\226\139\156"
-let _ = Hashtbl.replace macro2utf8 "succneqq" "\226\170\182"
-let _ = Hashtbl.replace macro2utf8 "kcy" "\208\186"
-let _ = Hashtbl.replace macro2utf8 "nshortmid" "\226\136\164\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "mldr" "\226\128\166"
-let _ = Hashtbl.replace macro2utf8 "harr" "\226\134\148"
-let _ = Hashtbl.replace macro2utf8 "gimel" "\226\132\183"
-let _ = Hashtbl.replace macro2utf8 "Otimes" "\226\168\183"
-let _ = Hashtbl.replace macro2utf8 "vsubnE" "\226\138\138\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "ltdot" "\226\139\150"
-let _ = Hashtbl.replace macro2utf8 "boxh" "\226\148\128"
-let _ = Hashtbl.replace macro2utf8 "notin" "\226\136\137"
-let _ = Hashtbl.replace macro2utf8 "RuleDelayed" "\226\167\180"
-let _ = Hashtbl.replace macro2utf8 "sqsube" "\226\138\145"
-let _ = Hashtbl.replace macro2utf8 "macr" "\194\175"
-let _ = Hashtbl.replace macro2utf8 "Icirc" "\195\142"
-let _ = Hashtbl.replace macro2utf8 "comma" ","
-let _ = Hashtbl.replace macro2utf8 "Cayleys" "\226\132\173"
-let _ = Hashtbl.replace macro2utf8 "rightleftharpoons" "\226\135\140"
-let _ = Hashtbl.replace macro2utf8 "Rarrtl" "\226\164\150"
-let _ = Hashtbl.replace macro2utf8 "SquareSubsetEqual" "\226\138\145"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterEqual" "\226\137\177\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "vfr" "\240\157\148\179"
-let _ = Hashtbl.replace macro2utf8 "utri" "\226\150\181"
-let _ = Hashtbl.replace macro2utf8 "simne" "\226\137\134"
-let _ = Hashtbl.replace macro2utf8 "LeftUpVectorBar" "\226\165\152"
-let _ = Hashtbl.replace macro2utf8 "hksearow" "\226\164\165"
-let _ = Hashtbl.replace macro2utf8 "boxv" "\226\148\130"
-let _ = Hashtbl.replace macro2utf8 "curvearrowleft" "\226\134\182"
-let _ = Hashtbl.replace macro2utf8 "eng" "\197\139"
-let _ = Hashtbl.replace macro2utf8 "gtrarr" "\226\165\184"
-let _ = Hashtbl.replace macro2utf8 "iecy" "\208\181"
-let _ = Hashtbl.replace macro2utf8 "varr" "\226\134\149"
-let _ = Hashtbl.replace macro2utf8 "lBarr" "\226\164\142"
-let _ = Hashtbl.replace macro2utf8 "ker" "ker"
-let _ = Hashtbl.replace macro2utf8 "imath" "\196\177"
-let _ = Hashtbl.replace macro2utf8 "Dstrok" "\196\144"
-let _ = Hashtbl.replace macro2utf8 "rlarr" "\226\135\132"
-let _ = Hashtbl.replace macro2utf8 "leftleftarrows" "\226\135\135"
-let _ = Hashtbl.replace macro2utf8 "DifferentialD" "\226\133\134"
-let _ = Hashtbl.replace macro2utf8 "because" "\226\136\181"
-let _ = Hashtbl.replace macro2utf8 "ulcrop" "\226\140\143"
-let _ = Hashtbl.replace macro2utf8 "prE" "\226\170\175"
-let _ = Hashtbl.replace macro2utf8 "oast" "\226\138\155"
-let _ = Hashtbl.replace macro2utf8 "DotEqual" "\226\137\144"
-let _ = Hashtbl.replace macro2utf8 "vsubne" "\226\138\138\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "hbar" "\226\132\143\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "subset" "\226\138\130"
-let _ = Hashtbl.replace macro2utf8 "UpTeeArrow" "\226\134\165"
-let _ = Hashtbl.replace macro2utf8 "LeftFloor" "\226\140\138"
-let _ = Hashtbl.replace macro2utf8 "kfr" "\240\157\148\168"
-let _ = Hashtbl.replace macro2utf8 "nisd" "\226\139\186"
-let _ = Hashtbl.replace macro2utf8 "scnE" "\226\170\182"
-let _ = Hashtbl.replace macro2utf8 "Ucy" "\208\163"
-let _ = Hashtbl.replace macro2utf8 "nprec" "\226\138\128"
-let _ = Hashtbl.replace macro2utf8 "ltrPar" "\226\166\150"
-let _ = Hashtbl.replace macro2utf8 "Scaron" "\197\160"
-let _ = Hashtbl.replace macro2utf8 "InvisibleComma" "\226\128\139"
-let _ = Hashtbl.replace macro2utf8 "SquareUnion" "\226\138\148"
-let _ = Hashtbl.replace macro2utf8 "ffllig" "\239\172\132"
-let _ = Hashtbl.replace macro2utf8 "approxeq" "\226\137\138"
-let _ = Hashtbl.replace macro2utf8 "yacute" "\195\189"
-let _ = Hashtbl.replace macro2utf8 "pre" "\226\170\175"
-let _ = Hashtbl.replace macro2utf8 "nsqsupe" "\226\139\163"
-let _ = Hashtbl.replace macro2utf8 "supset" "\226\138\131"
-let _ = Hashtbl.replace macro2utf8 "bsolhsub" "\\\226\138\130"
-let _ = Hashtbl.replace macro2utf8 "nshortparallel" "\226\136\166\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "lozenge" "\226\151\138"
-let _ = Hashtbl.replace macro2utf8 "lnot" "\194\172"
-let _ = Hashtbl.replace macro2utf8 "Dopf" "\240\157\148\187"
-let _ = Hashtbl.replace macro2utf8 "leftharpoonup" "\226\134\188"
-let _ = Hashtbl.replace macro2utf8 "Jcy" "\208\153"
-let _ = Hashtbl.replace macro2utf8 "rightarrow" "\226\134\146"
-let _ = Hashtbl.replace macro2utf8 "ntriangleright" "\226\139\171"
-let _ = Hashtbl.replace macro2utf8 "Ccirc" "\196\136"
-let _ = Hashtbl.replace macro2utf8 "eacute" "\195\169"
-let _ = Hashtbl.replace macro2utf8 "acute" "\194\180"
-let _ = Hashtbl.replace macro2utf8 "Precedes" "\226\137\186"
-let _ = Hashtbl.replace macro2utf8 "middot" "\194\183"
-let _ = Hashtbl.replace macro2utf8 "lHar" "\226\165\162"
-let _ = Hashtbl.replace macro2utf8 "eparsl" "\226\167\163"
-let _ = Hashtbl.replace macro2utf8 "psi" "\207\136"
-let _ = Hashtbl.replace macro2utf8 "parsl" "\226\136\165\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "UpperLeftArrow" "\226\134\150"
-let _ = Hashtbl.replace macro2utf8 "oror" "\226\169\150"
-let _ = Hashtbl.replace macro2utf8 "Kopf" "\240\157\149\130"
-let _ = Hashtbl.replace macro2utf8 "apacir" "\226\169\175"
-let _ = Hashtbl.replace macro2utf8 "dharl" "\226\135\131"
-let _ = Hashtbl.replace macro2utf8 "nequiv" "\226\137\162"
-let _ = Hashtbl.replace macro2utf8 "rightleftarrows" "\226\135\132"
-let _ = Hashtbl.replace macro2utf8 "UnderParenthesis" "\239\184\182"
-let _ = Hashtbl.replace macro2utf8 "notni" "\226\136\140"
-let _ = Hashtbl.replace macro2utf8 "dagger" "\226\128\160"
-let _ = Hashtbl.replace macro2utf8 "dharr" "\226\135\130"
-let _ = Hashtbl.replace macro2utf8 "twoheadleftarrow" "\226\134\158"
-let _ = Hashtbl.replace macro2utf8 "frac12" "\194\189"
-let _ = Hashtbl.replace macro2utf8 "varsubsetneqq" "\226\138\138\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "frac13" "\226\133\147"
-let _ = Hashtbl.replace macro2utf8 "Ufr" "\240\157\148\152"
-let _ = Hashtbl.replace macro2utf8 "NestedLessLess" "\226\137\170"
-let _ = Hashtbl.replace macro2utf8 "llarr" "\226\135\135"
-let _ = Hashtbl.replace macro2utf8 "frac14" "\194\188"
-let _ = Hashtbl.replace macro2utf8 "frac15" "\226\133\149"
-let _ = Hashtbl.replace macro2utf8 "Ropf" "\226\132\157"
-let _ = Hashtbl.replace macro2utf8 "frac16" "\226\133\153"
-let _ = Hashtbl.replace macro2utf8 "lrtri" "\226\138\191"
-let _ = Hashtbl.replace macro2utf8 "frac18" "\226\133\155"
-let _ = Hashtbl.replace macro2utf8 "cedil" "\194\184"
-let _ = Hashtbl.replace macro2utf8 "subsim" "\226\171\135"
-let _ = Hashtbl.replace macro2utf8 "PrecedesTilde" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "igrave" "\195\172"
-let _ = Hashtbl.replace macro2utf8 "gjcy" "\209\147"
-let _ = Hashtbl.replace macro2utf8 "LeftVector" "\226\134\188"
-let _ = Hashtbl.replace macro2utf8 "notniva" "\226\136\140"
-let _ = Hashtbl.replace macro2utf8 "notnivb" "\226\139\190"
-let _ = Hashtbl.replace macro2utf8 "ogon" "\203\155"
-let _ = Hashtbl.replace macro2utf8 "notnivc" "\226\139\189"
-let _ = Hashtbl.replace macro2utf8 "Yopf" "\240\157\149\144"
-let _ = Hashtbl.replace macro2utf8 "there4" "\226\136\180"
-let _ = Hashtbl.replace macro2utf8 "udarr" "\226\135\133"
-let _ = Hashtbl.replace macro2utf8 "bkarow" "\226\164\141"
-let _ = Hashtbl.replace macro2utf8 "frac23" "\226\133\148"
-let _ = Hashtbl.replace macro2utf8 "frac25" "\226\133\150"
-let _ = Hashtbl.replace macro2utf8 "njcy" "\209\154"
-let _ = Hashtbl.replace macro2utf8 "Dashv" "\226\171\164"
-let _ = Hashtbl.replace macro2utf8 "eta" "\206\183"
-let _ = Hashtbl.replace macro2utf8 "bcong" "\226\137\140"
-let _ = Hashtbl.replace macro2utf8 "Ugrave" "\195\153"
-let _ = Hashtbl.replace macro2utf8 "csube" "\226\171\145"
-let _ = Hashtbl.replace macro2utf8 "clubs" "\226\153\163"
-let _ = Hashtbl.replace macro2utf8 "supmult" "\226\171\130"
-let _ = Hashtbl.replace macro2utf8 "MinusPlus" "\226\136\147"
-let _ = Hashtbl.replace macro2utf8 "Jfr" "\240\157\148\141"
-let _ = Hashtbl.replace macro2utf8 "ensp" "\226\128\130"
-let _ = Hashtbl.replace macro2utf8 "ucirc" "\195\187"
-let _ = Hashtbl.replace macro2utf8 "supsim" "\226\171\136"
-let _ = Hashtbl.replace macro2utf8 "eth" "\195\176"
-let _ = Hashtbl.replace macro2utf8 "OverBrace" "\239\184\183"
-let _ = Hashtbl.replace macro2utf8 "Dot" "\194\168"
-let _ = Hashtbl.replace macro2utf8 "xcap" "\226\139\130"
-let _ = Hashtbl.replace macro2utf8 "vangrt" "\226\138\190"
-let _ = Hashtbl.replace macro2utf8 "NotSubsetEqual" "\226\138\136"
-let _ = Hashtbl.replace macro2utf8 "frac34" "\194\190"
-let _ = Hashtbl.replace macro2utf8 "frac35" "\226\133\151"
-let _ = Hashtbl.replace macro2utf8 "planck" "\226\132\143\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "lnsim" "\226\139\166"
-let _ = Hashtbl.replace macro2utf8 "gopf" "\240\157\149\152"
-let _ = Hashtbl.replace macro2utf8 "frac38" "\226\133\156"
-let _ = Hashtbl.replace macro2utf8 "DotDot" "\226\131\156"
-let _ = Hashtbl.replace macro2utf8 "mapstoup" "\226\134\165"
-let _ = Hashtbl.replace macro2utf8 "Escr" "\226\132\176"
-let _ = Hashtbl.replace macro2utf8 "Integral" "\226\136\171"
-let _ = Hashtbl.replace macro2utf8 "Agrave" "\195\128"
-let _ = Hashtbl.replace macro2utf8 "longleftarrow" "????;"
-let _ = Hashtbl.replace macro2utf8 "Tcaron" "\197\164"
-let _ = Hashtbl.replace macro2utf8 "nopf" "\240\157\149\159"
-let _ = Hashtbl.replace macro2utf8 "LongLeftRightArrow" "\239\149\184"
-let _ = Hashtbl.replace macro2utf8 "Emacr" "\196\146"
-let _ = Hashtbl.replace macro2utf8 "omid" "\226\166\182"
-let _ = Hashtbl.replace macro2utf8 "spades" "\226\153\160"
-let _ = Hashtbl.replace macro2utf8 "naturals" "\226\132\149"
-let _ = Hashtbl.replace macro2utf8 "Lscr" "\226\132\146"
-let _ = Hashtbl.replace macro2utf8 "udblac" "\197\177"
-let _ = Hashtbl.replace macro2utf8 "SucceedsTilde" "\226\137\191"
-let _ = Hashtbl.replace macro2utf8 "frac45" "\226\133\152"
-let _ = Hashtbl.replace macro2utf8 "clubsuit" "\226\153\163"
-let _ = Hashtbl.replace macro2utf8 "mumap" "\226\138\184"
-let _ = Hashtbl.replace macro2utf8 "vltri" "\226\138\178"
-let _ = Hashtbl.replace macro2utf8 "LeftArrowBar" "\226\135\164"
-let _ = Hashtbl.replace macro2utf8 "zacute" "\197\186"
-let _ = Hashtbl.replace macro2utf8 "szlig" "\195\159"
-let _ = Hashtbl.replace macro2utf8 "suplarr" "\226\165\187"
-let _ = Hashtbl.replace macro2utf8 "RightDownVector" "\226\135\130"
-let _ = Hashtbl.replace macro2utf8 "male" "\226\153\130"
-let _ = Hashtbl.replace macro2utf8 "RightDownVectorBar" "\226\165\149"
-let _ = Hashtbl.replace macro2utf8 "gdot" "\196\161"
-let _ = Hashtbl.replace macro2utf8 "nleqq" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "uopf" "\240\157\149\166"
-let _ = Hashtbl.replace macro2utf8 "YIcy" "\208\135"
-let _ = Hashtbl.replace macro2utf8 "Sscr" "\240\157\146\174"
-let _ = Hashtbl.replace macro2utf8 "empty" "\226\136\133\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Vdash" "\226\138\169"
-let _ = Hashtbl.replace macro2utf8 "sqsubset" "\226\138\143"
-let _ = Hashtbl.replace macro2utf8 "efDot" "\226\137\146"
-let _ = Hashtbl.replace macro2utf8 "times" "\195\151"
-let _ = Hashtbl.replace macro2utf8 "Oslash" "\195\152"
-let _ = Hashtbl.replace macro2utf8 "itilde" "\196\169"
-let _ = Hashtbl.replace macro2utf8 "frac56" "\226\133\154"
-let _ = Hashtbl.replace macro2utf8 "numero" "\226\132\150"
-let _ = Hashtbl.replace macro2utf8 "malt" "\226\156\160"
-let _ = Hashtbl.replace macro2utf8 "npart" "\226\136\130\204\184"
-let _ = Hashtbl.replace macro2utf8 "frac58" "\226\133\157"
-let _ = Hashtbl.replace macro2utf8 "Zscr" "\240\157\146\181"
-let _ = Hashtbl.replace macro2utf8 "integers" "\226\132\164"
-let _ = Hashtbl.replace macro2utf8 "CloseCurlyQuote" "\226\128\153"
-let _ = Hashtbl.replace macro2utf8 "NewLine" "\n"
-let _ = Hashtbl.replace macro2utf8 "fcy" "\209\132"
-let _ = Hashtbl.replace macro2utf8 "nwarr" "\226\134\150"
-let _ = Hashtbl.replace macro2utf8 "thicksim" "\226\136\188\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "nprcue" "\226\139\160"
-let _ = Hashtbl.replace macro2utf8 "lcub" "{"
-let _ = Hashtbl.replace macro2utf8 "forall" "\226\136\128"
-let _ = Hashtbl.replace macro2utf8 "plusacir" "\226\168\163"
-let _ = Hashtbl.replace macro2utf8 "ascr" "\240\157\146\182"
-let _ = Hashtbl.replace macro2utf8 "plustwo" "\226\168\167"
-let _ = Hashtbl.replace macro2utf8 "Utilde" "\197\168"
-let _ = Hashtbl.replace macro2utf8 "lambda" "\206\187"
-let _ = Hashtbl.replace macro2utf8 "odash" "\226\138\157"
-let _ = Hashtbl.replace macro2utf8 "iukcy" "\209\150"
-let _ = Hashtbl.replace macro2utf8 "sqsupset" "\226\138\144"
-let _ = Hashtbl.replace macro2utf8 "Racute" "\197\148"
-let _ = Hashtbl.replace macro2utf8 "Longleftarrow" "????"
-let _ = Hashtbl.replace macro2utf8 "capcap" "\226\169\139"
-let _ = Hashtbl.replace macro2utf8 "ocirc" "\195\180"
-let _ = Hashtbl.replace macro2utf8 "nless" "\226\137\174"
-let _ = Hashtbl.replace macro2utf8 "Wedge" "\226\139\128"
-let _ = Hashtbl.replace macro2utf8 "qfr" "\240\157\148\174"
-let _ = Hashtbl.replace macro2utf8 "natur" "\226\153\174"
-let _ = Hashtbl.replace macro2utf8 "hscr" "\240\157\146\189"
-let _ = Hashtbl.replace macro2utf8 "ldca" "\226\164\182"
-let _ = Hashtbl.replace macro2utf8 "ClockwiseContourIntegral" "\226\136\178"
-let _ = Hashtbl.replace macro2utf8 "exp" "exp"
-let _ = Hashtbl.replace macro2utf8 "RightTeeArrow" "\226\134\166"
-let _ = Hashtbl.replace macro2utf8 "orarr" "\226\134\187"
-let _ = Hashtbl.replace macro2utf8 "tanh" "tanh"
-let _ = Hashtbl.replace macro2utf8 "frac78" "\226\133\158"
-let _ = Hashtbl.replace macro2utf8 "Atilde" "\195\131"
-let _ = Hashtbl.replace macro2utf8 "arcsin" "arcsin"
-let _ = Hashtbl.replace macro2utf8 "Rcedil" "\197\150"
-let _ = Hashtbl.replace macro2utf8 "oscr" "\226\132\180"
-let _ = Hashtbl.replace macro2utf8 "InvisibleTimes" "\226\129\162"
-let _ = Hashtbl.replace macro2utf8 "sime" "\226\137\131"
-let _ = Hashtbl.replace macro2utf8 "simg" "\226\170\158"
-let _ = Hashtbl.replace macro2utf8 "Conint" "\226\136\175"
-let _ = Hashtbl.replace macro2utf8 "Yuml" "\197\184"
-let _ = Hashtbl.replace macro2utf8 "rlhar" "\226\135\140"
-let _ = Hashtbl.replace macro2utf8 "rarrbfs" "\226\164\160"
-let _ = Hashtbl.replace macro2utf8 "siml" "\226\170\157"
-let _ = Hashtbl.replace macro2utf8 "DownRightVectorBar" "\226\165\151"
-let _ = Hashtbl.replace macro2utf8 "vscr" "\240\157\147\139"
-let _ = Hashtbl.replace macro2utf8 "divide" "\195\183"
-let _ = Hashtbl.replace macro2utf8 "PlusMinus" "\194\177"
-let _ = Hashtbl.replace macro2utf8 "ffr" "\240\157\148\163"
-let _ = Hashtbl.replace macro2utf8 "DownLeftTeeVector" "\226\165\158"
-let _ = Hashtbl.replace macro2utf8 "EmptySmallSquare" "\226\151\189"
-let _ = Hashtbl.replace macro2utf8 "SHCHcy" "\208\169"
-let _ = Hashtbl.replace macro2utf8 "cirmid" "\226\171\175"
-let _ = Hashtbl.replace macro2utf8 "sigmav" "\207\130"
-let _ = Hashtbl.replace macro2utf8 "csub" "\226\171\143"
-let _ = Hashtbl.replace macro2utf8 "npar" "\226\136\166"
-let _ = Hashtbl.replace macro2utf8 "bsemi" "\226\129\143"
-let _ = Hashtbl.replace macro2utf8 "swArr" "\226\135\153"
-let _ = Hashtbl.replace macro2utf8 "Pcy" "\208\159"
-let _ = Hashtbl.replace macro2utf8 "sinh" "sinh"
-let _ = Hashtbl.replace macro2utf8 "lharul" "\226\165\170"
-let _ = Hashtbl.replace macro2utf8 "Jukcy" "\208\132"
-let _ = Hashtbl.replace macro2utf8 "permil" "\226\128\176"
-let _ = Hashtbl.replace macro2utf8 "ndivides" "\226\136\164"
-let _ = Hashtbl.replace macro2utf8 "Aring" "\195\133"
-let _ = Hashtbl.replace macro2utf8 "longmapsto" "????"
-let _ = Hashtbl.replace macro2utf8 "Esim" "\226\169\179"
-let _ = Hashtbl.replace macro2utf8 "csup" "\226\171\144"
-let _ = Hashtbl.replace macro2utf8 "trie" "\226\137\156"
-let _ = Hashtbl.replace macro2utf8 "ubrcy" "\209\158"
-let _ = Hashtbl.replace macro2utf8 "NotEqualTilde" "\226\137\130\204\184"
-let _ = Hashtbl.replace macro2utf8 "dotminus" "\226\136\184"
-let _ = Hashtbl.replace macro2utf8 "diamondsuit" "\226\153\162"
-let _ = Hashtbl.replace macro2utf8 "xnis" "\226\139\187"
-let _ = Hashtbl.replace macro2utf8 "Eogon" "\196\152"
-let _ = Hashtbl.replace macro2utf8 "cuvee" "\226\139\142"
-let _ = Hashtbl.replace macro2utf8 "DZcy" "\208\143"
-let _ = Hashtbl.replace macro2utf8 "nRightarrow" "\226\135\143"
-let _ = Hashtbl.replace macro2utf8 "sqsupe" "\226\138\146"
-let _ = Hashtbl.replace macro2utf8 "nsccue" "\226\139\161"
-let _ = Hashtbl.replace macro2utf8 "drcrop" "\226\140\140"
-let _ = Hashtbl.replace macro2utf8 "DownBreve" "\204\145"
-let _ = Hashtbl.replace macro2utf8 "Ecy" "\208\173"
-let _ = Hashtbl.replace macro2utf8 "rdquor" "\226\128\157"
-let _ = Hashtbl.replace macro2utf8 "rAtail" "\226\164\156"
-let _ = Hashtbl.replace macro2utf8 "icirc" "\195\174"
-let _ = Hashtbl.replace macro2utf8 "gacute" "\199\181"
-let _ = Hashtbl.replace macro2utf8 "hyphen" "\226\128\144"
-let _ = Hashtbl.replace macro2utf8 "uuml" "\195\188"
-let _ = Hashtbl.replace macro2utf8 "thorn" "\195\190"
-let _ = Hashtbl.replace macro2utf8 "ltri" "\226\151\131"
-let _ = Hashtbl.replace macro2utf8 "eqslantgtr" "\226\139\157"
-let _ = Hashtbl.replace macro2utf8 "DoubleContourIntegral" "\226\136\175"
-let _ = Hashtbl.replace macro2utf8 "lescc" "\226\170\168"
-let _ = Hashtbl.replace macro2utf8 "DiacriticalGrave" "`"
-let _ = Hashtbl.replace macro2utf8 "NotPrecedesEqual" "\226\170\175\204\184"
-let _ = Hashtbl.replace macro2utf8 "RightArrow" "\226\134\146"
-let _ = Hashtbl.replace macro2utf8 "race" "\226\167\154"
-let _ = Hashtbl.replace macro2utf8 "topbot" "\226\140\182"
-let _ = Hashtbl.replace macro2utf8 "Pfr" "\240\157\148\147"
-let _ = Hashtbl.replace macro2utf8 "napprox" "\226\137\137"
-let _ = Hashtbl.replace macro2utf8 "Sacute" "\197\154"
-let _ = Hashtbl.replace macro2utf8 "cupor" "\226\169\133"
-let _ = Hashtbl.replace macro2utf8 "OverBar" "\194\175"
-let _ = Hashtbl.replace macro2utf8 "bepsi" "\207\182"
-let _ = Hashtbl.replace macro2utf8 "plankv" "\226\132\143"
-let _ = Hashtbl.replace macro2utf8 "lap" "\226\137\178"
-let _ = Hashtbl.replace macro2utf8 "orslope" "\226\169\151"
-let _ = Hashtbl.replace macro2utf8 "beta" "\206\178"
-let _ = Hashtbl.replace macro2utf8 "ShortDownArrow" "\226\140\132\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "perp" "\226\138\165"
-let _ = Hashtbl.replace macro2utf8 "lat" "\226\170\171"
-let _ = Hashtbl.replace macro2utf8 "CenterDot" "\194\183"
-let _ = Hashtbl.replace macro2utf8 "urcorner" "\226\140\157"
-let _ = Hashtbl.replace macro2utf8 "models" "\226\138\167"
-let _ = Hashtbl.replace macro2utf8 "beth" "\226\132\182"
-let _ = Hashtbl.replace macro2utf8 "subE" "\226\138\134"
-let _ = Hashtbl.replace macro2utf8 "subnE" "\226\138\138"
-let _ = Hashtbl.replace macro2utf8 "ldots" "\226\128\166"
-let _ = Hashtbl.replace macro2utf8 "yacy" "\209\143"
-let _ = Hashtbl.replace macro2utf8 "udhar" "\226\165\174"
-let _ = Hashtbl.replace macro2utf8 "Scedil" "\197\158"
-let _ = Hashtbl.replace macro2utf8 "subsub" "\226\171\149"
-let _ = Hashtbl.replace macro2utf8 "nvrtrie" "\226\139\173\204\184"
-let _ = Hashtbl.replace macro2utf8 "Phi" "\206\166"
-let _ = Hashtbl.replace macro2utf8 "Efr" "\240\157\148\136"
-let _ = Hashtbl.replace macro2utf8 "larrfs" "\226\164\157"
-let _ = Hashtbl.replace macro2utf8 "angle" "\226\136\160"
-let _ = Hashtbl.replace macro2utf8 "TildeFullEqual" "\226\137\133"
-let _ = Hashtbl.replace macro2utf8 "Jcirc" "\196\180"
-let _ = Hashtbl.replace macro2utf8 "THORN" "\195\158"
-let _ = Hashtbl.replace macro2utf8 "acE" "\226\167\155"
-let _ = Hashtbl.replace macro2utf8 "Longleftrightarrow" "????"
-let _ = Hashtbl.replace macro2utf8 "xuplus" "\226\138\142"
-let _ = Hashtbl.replace macro2utf8 "searr" "\226\134\152"
-let _ = Hashtbl.replace macro2utf8 "gvertneqq" "\226\137\169\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "subsup" "\226\171\147"
-let _ = Hashtbl.replace macro2utf8 "NotSucceedsEqual" "\226\170\176\204\184"
-let _ = Hashtbl.replace macro2utf8 "gtrsim" "\226\137\179"
-let _ = Hashtbl.replace macro2utf8 "nrArr" "\226\135\143"
-let _ = Hashtbl.replace macro2utf8 "NotSquareSupersetEqual" "\226\139\163"
-let _ = Hashtbl.replace macro2utf8 "notindot" "\226\139\182\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "HARDcy" "\208\170"
-let _ = Hashtbl.replace macro2utf8 "jmath" "j\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "aelig" "\195\166"
-let _ = Hashtbl.replace macro2utf8 "slarr" "\226\134\144\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "dlcrop" "\226\140\141"
-let _ = Hashtbl.replace macro2utf8 "sube" "\226\138\134"
-let _ = Hashtbl.replace macro2utf8 "cuepr" "\226\139\158"
-let _ = Hashtbl.replace macro2utf8 "supsub" "\226\171\148"
-let _ = Hashtbl.replace macro2utf8 "trianglelefteq" "\226\138\180"
-let _ = Hashtbl.replace macro2utf8 "subne" "\226\138\138"
-let _ = Hashtbl.replace macro2utf8 "between" "\226\137\172"
-let _ = Hashtbl.replace macro2utf8 "measuredangle" "\226\136\161"
-let _ = Hashtbl.replace macro2utf8 "swnwar" "\226\164\170"
-let _ = Hashtbl.replace macro2utf8 "lcy" "\208\187"
-let _ = Hashtbl.replace macro2utf8 "ccirc" "\196\137"
-let _ = Hashtbl.replace macro2utf8 "larrhk" "\226\134\169"
-let _ = Hashtbl.replace macro2utf8 "DiacriticalTilde" "\203\156"
-let _ = Hashtbl.replace macro2utf8 "brvbar" "\194\166"
-let _ = Hashtbl.replace macro2utf8 "triangledown" "\226\150\191"
-let _ = Hashtbl.replace macro2utf8 "dtrif" "\226\150\190"
-let _ = Hashtbl.replace macro2utf8 "Bopf" "\240\157\148\185"
-let _ = Hashtbl.replace macro2utf8 "xwedge" "\226\139\128"
-let _ = Hashtbl.replace macro2utf8 "rightsquigarrow" "\226\134\157"
-let _ = Hashtbl.replace macro2utf8 "acd" "\226\136\191"
-let _ = Hashtbl.replace macro2utf8 "supsup" "\226\171\150"
-let _ = Hashtbl.replace macro2utf8 "UpEquilibrium" "\226\165\174"
-let _ = Hashtbl.replace macro2utf8 "succ" "\226\137\187"
-let _ = Hashtbl.replace macro2utf8 "eqslantless" "\226\139\156"
-let _ = Hashtbl.replace macro2utf8 "coprod" "\226\136\144"
-let _ = Hashtbl.replace macro2utf8 "OpenCurlyDoubleQuote" "\226\128\156"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterSlantEqual" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "solb" "\226\167\132"
-let _ = Hashtbl.replace macro2utf8 "HumpDownHump" "\226\137\142"
-let _ = Hashtbl.replace macro2utf8 "gtrapprox" "\226\137\179"
-let _ = Hashtbl.replace macro2utf8 "Iopf" "\240\157\149\128"
-let _ = Hashtbl.replace macro2utf8 "leg" "\226\139\154"
-let _ = Hashtbl.replace macro2utf8 "wfr" "\240\157\148\180"
-let _ = Hashtbl.replace macro2utf8 "mapstoleft" "\226\134\164"
-let _ = Hashtbl.replace macro2utf8 "gnapprox" "\226\170\138"
-let _ = Hashtbl.replace macro2utf8 "lgE" "\226\170\145"
-let _ = Hashtbl.replace macro2utf8 "CloseCurlyDoubleQuote" "\226\128\157"
-let _ = Hashtbl.replace macro2utf8 "NotNestedLessLess" "\226\146\161\204\184"
-let _ = Hashtbl.replace macro2utf8 "acy" "\208\176"
-let _ = Hashtbl.replace macro2utf8 "leq" "\226\137\164"
-let _ = Hashtbl.replace macro2utf8 "Popf" "\226\132\153"
-let _ = Hashtbl.replace macro2utf8 "les" "\226\169\189"
-let _ = Hashtbl.replace macro2utf8 "succcurlyeq" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "heartsuit" "\226\153\161"
-let _ = Hashtbl.replace macro2utf8 "angmsd" "\226\136\161"
-let _ = Hashtbl.replace macro2utf8 "cuesc" "\226\139\159"
-let _ = Hashtbl.replace macro2utf8 "lesseqgtr" "\226\139\154"
-let _ = Hashtbl.replace macro2utf8 "vartriangleright" "\226\138\179"
-let _ = Hashtbl.replace macro2utf8 "csupe" "\226\171\146"
-let _ = Hashtbl.replace macro2utf8 "rthree" "\226\139\140"
-let _ = Hashtbl.replace macro2utf8 "Idot" "\196\176"
-let _ = Hashtbl.replace macro2utf8 "gtdot" "\226\139\151"
-let _ = Hashtbl.replace macro2utf8 "dashv" "\226\138\163"
-let _ = Hashtbl.replace macro2utf8 "Odblac" "\197\144"
-let _ = Hashtbl.replace macro2utf8 "Lmidot" "\196\191"
-let _ = Hashtbl.replace macro2utf8 "andd" "\226\169\156"
-let _ = Hashtbl.replace macro2utf8 "Wopf" "\240\157\149\142"
-let _ = Hashtbl.replace macro2utf8 "nvltrie" "\226\139\172\204\184"
-let _ = Hashtbl.replace macro2utf8 "nhpar" "\226\171\178"
-let _ = Hashtbl.replace macro2utf8 "geqslant" "\226\169\190"
-let _ = Hashtbl.replace macro2utf8 "xlArr" "\239\149\185"
-let _ = Hashtbl.replace macro2utf8 "SquareSubset" "\226\138\143"
-let _ = Hashtbl.replace macro2utf8 "intcal" "\226\138\186"
-let _ = Hashtbl.replace macro2utf8 "ljcy" "\209\153"
-let _ = Hashtbl.replace macro2utf8 "lfr" "\240\157\148\169"
-let _ = Hashtbl.replace macro2utf8 "gtlPar" "\226\166\149"
-let _ = Hashtbl.replace macro2utf8 "zigrarr" "\226\135\157"
-let _ = Hashtbl.replace macro2utf8 "nvap" "\226\137\137\204\184"
-let _ = Hashtbl.replace macro2utf8 "boxtimes" "\226\138\160"
-let _ = Hashtbl.replace macro2utf8 "raquo" "\194\187"
-let _ = Hashtbl.replace macro2utf8 "CircleMinus" "\226\138\150"
-let _ = Hashtbl.replace macro2utf8 "centerdot" "\194\183"
-let _ = Hashtbl.replace macro2utf8 "xoplus" "\226\138\149"
-let _ = Hashtbl.replace macro2utf8 "simdot" "\226\169\170"
-let _ = Hashtbl.replace macro2utf8 "Vcy" "\208\146"
-let _ = Hashtbl.replace macro2utf8 "profline" "\226\140\146"
-let _ = Hashtbl.replace macro2utf8 "ltquest" "\226\169\187"
-let _ = Hashtbl.replace macro2utf8 "andv" "\226\169\154"
-let _ = Hashtbl.replace macro2utf8 "lessgtr" "\226\137\182"
-let _ = Hashtbl.replace macro2utf8 "lesdoto" "\226\170\129"
-let _ = Hashtbl.replace macro2utf8 "NotSquareSubset" "\226\138\143\204\184"
-let _ = Hashtbl.replace macro2utf8 "bullet" "\226\128\162"
-let _ = Hashtbl.replace macro2utf8 "rarrsim" "\226\165\180"
-let _ = Hashtbl.replace macro2utf8 "Tcedil" "\197\162"
-let _ = Hashtbl.replace macro2utf8 "Hstrok" "\196\166"
-let _ = Hashtbl.replace macro2utf8 "eopf" "\240\157\149\150"
-let _ = Hashtbl.replace macro2utf8 "Theta" "\206\152"
-let _ = Hashtbl.replace macro2utf8 "Cscr" "\240\157\146\158"
-let _ = Hashtbl.replace macro2utf8 "emacr" "\196\147"
-let _ = Hashtbl.replace macro2utf8 "UnionPlus" "\226\138\142"
-let _ = Hashtbl.replace macro2utf8 "Vee" "\226\139\129"
-let _ = Hashtbl.replace macro2utf8 "arctan" "arctan"
-let _ = Hashtbl.replace macro2utf8 "afr" "\240\157\148\158"
-let _ = Hashtbl.replace macro2utf8 "thinsp" "\226\128\137"
-let _ = Hashtbl.replace macro2utf8 "bottom" "\226\138\165"
-let _ = Hashtbl.replace macro2utf8 "lopf" "\240\157\149\157"
-let _ = Hashtbl.replace macro2utf8 "larrlp" "\226\134\171"
-let _ = Hashtbl.replace macro2utf8 "lbrace" "{"
-let _ = Hashtbl.replace macro2utf8 "Jscr" "\240\157\146\165"
-let _ = Hashtbl.replace macro2utf8 "Kcy" "\208\154"
-let _ = Hashtbl.replace macro2utf8 "shortparallel" "\226\136\165\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "hairsp" "\226\128\138"
-let _ = Hashtbl.replace macro2utf8 "osol" "\226\138\152"
-let _ = Hashtbl.replace macro2utf8 "lbrack" "["
-let _ = Hashtbl.replace macro2utf8 "hArr" "\226\135\148"
-let _ = Hashtbl.replace macro2utf8 "vdash" "\226\138\162"
-let _ = Hashtbl.replace macro2utf8 "UpDownArrow" "\226\134\149"
-let _ = Hashtbl.replace macro2utf8 "edot" "\196\151"
-let _ = Hashtbl.replace macro2utf8 "vzigzag" "\226\166\154"
-let _ = Hashtbl.replace macro2utf8 "sopf" "\240\157\149\164"
-let _ = Hashtbl.replace macro2utf8 "NotLessGreater" "\226\137\184"
-let _ = Hashtbl.replace macro2utf8 "Qscr" "\240\157\146\172"
-let _ = Hashtbl.replace macro2utf8 "Gammad" "\207\156"
-let _ = Hashtbl.replace macro2utf8 "SubsetEqual" "\226\138\134"
-let _ = Hashtbl.replace macro2utf8 "uplus" "\226\138\142"
-let _ = Hashtbl.replace macro2utf8 "LeftTriangle" "\226\138\178"
-let _ = Hashtbl.replace macro2utf8 "ange" "\226\166\164"
-let _ = Hashtbl.replace macro2utf8 "lim" "lim"
-let _ = Hashtbl.replace macro2utf8 "triangleright" "\226\150\185"
-let _ = Hashtbl.replace macro2utf8 "angrt" "\226\136\159"
-let _ = Hashtbl.replace macro2utf8 "rfloor" "\226\140\139"
-let _ = Hashtbl.replace macro2utf8 "bigtriangledown" "\226\150\189"
-let _ = Hashtbl.replace macro2utf8 "ofcir" "\226\166\191"
-let _ = Hashtbl.replace macro2utf8 "Vfr" "\240\157\148\153"
-let _ = Hashtbl.replace macro2utf8 "zopf" "\240\157\149\171"
-let _ = Hashtbl.replace macro2utf8 "UpArrowDownArrow" "\226\135\133"
-let _ = Hashtbl.replace macro2utf8 "Xscr" "\240\157\146\179"
-let _ = Hashtbl.replace macro2utf8 "digamma" "\207\156"
-let _ = Hashtbl.replace macro2utf8 "SmallCircle" "\226\136\152"
-let _ = Hashtbl.replace macro2utf8 "vArr" "\226\135\149"
-let _ = Hashtbl.replace macro2utf8 "eqsim" "\226\137\130"
-let _ = Hashtbl.replace macro2utf8 "downharpoonright" "\226\135\130"
-let _ = Hashtbl.replace macro2utf8 "Ccaron" "\196\140"
-let _ = Hashtbl.replace macro2utf8 "sdot" "\226\139\133"
-let _ = Hashtbl.replace macro2utf8 "frown" "\226\140\162"
-let _ = Hashtbl.replace macro2utf8 "angst" "\226\132\171"
-let _ = Hashtbl.replace macro2utf8 "lesges" "\226\170\147"
-let _ = Hashtbl.replace macro2utf8 "iacute" "\195\173"
-let _ = Hashtbl.replace macro2utf8 "wedge" "\226\136\167"
-let _ = Hashtbl.replace macro2utf8 "ssetmn" "\226\136\150\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "rotimes" "\226\168\181"
-let _ = Hashtbl.replace macro2utf8 "laquo" "\194\171"
-let _ = Hashtbl.replace macro2utf8 "bigstar" "\226\152\133"
-let _ = Hashtbl.replace macro2utf8 "Rrightarrow" "\226\135\155"
-let _ = Hashtbl.replace macro2utf8 "erDot" "\226\137\147"
-let _ = Hashtbl.replace macro2utf8 "subseteq" "\226\138\134"
-let _ = Hashtbl.replace macro2utf8 "leftharpoondown" "\226\134\189"
-let _ = Hashtbl.replace macro2utf8 "infin" "\226\136\158"
-let _ = Hashtbl.replace macro2utf8 "zdot" "\197\188"
-let _ = Hashtbl.replace macro2utf8 "solbar" "\226\140\191"
-let _ = Hashtbl.replace macro2utf8 "Iuml" "\195\143"
-let _ = Hashtbl.replace macro2utf8 "Kfr" "\240\157\148\142"
-let _ = Hashtbl.replace macro2utf8 "fscr" "\240\157\146\187"
-let _ = Hashtbl.replace macro2utf8 "DJcy" "\208\130"
-let _ = Hashtbl.replace macro2utf8 "veeeq" "\226\137\154"
-let _ = Hashtbl.replace macro2utf8 "Star" "\226\139\134"
-let _ = Hashtbl.replace macro2utf8 "lsquor" "\226\128\154"
-let _ = Hashtbl.replace macro2utf8 "Uacute" "\195\154"
-let _ = Hashtbl.replace macro2utf8 "weierp" "\226\132\152"
-let _ = Hashtbl.replace macro2utf8 "rang" "\226\140\170"
-let _ = Hashtbl.replace macro2utf8 "hamilt" "\226\132\139"
-let _ = Hashtbl.replace macro2utf8 "angsph" "\226\136\162"
-let _ = Hashtbl.replace macro2utf8 "YUcy" "\208\174"
-let _ = Hashtbl.replace macro2utf8 "Wcirc" "\197\180"
-let _ = Hashtbl.replace macro2utf8 "supsetneq" "\226\138\139"
-let _ = Hashtbl.replace macro2utf8 "gap" "\226\137\179"
-let _ = Hashtbl.replace macro2utf8 "mscr" "\240\157\147\130"
-let _ = Hashtbl.replace macro2utf8 "KJcy" "\208\140"
-let _ = Hashtbl.replace macro2utf8 "qprime" "\226\129\151"
-let _ = Hashtbl.replace macro2utf8 "EqualTilde" "\226\137\130"
-let _ = Hashtbl.replace macro2utf8 "vBar" "\226\171\168"
-let _ = Hashtbl.replace macro2utf8 "larrpl" "\226\164\185"
-let _ = Hashtbl.replace macro2utf8 "nvge" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "approx" "\226\137\136"
-let _ = Hashtbl.replace macro2utf8 "lnE" "\226\137\168"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterLess" "\226\137\185"
-let _ = Hashtbl.replace macro2utf8 "epar" "\226\139\149"
-let _ = Hashtbl.replace macro2utf8 "bigotimes" "\226\138\151"
-let _ = Hashtbl.replace macro2utf8 "xharr" "\239\149\184"
-let _ = Hashtbl.replace macro2utf8 "roang" "\239\149\153"
-let _ = Hashtbl.replace macro2utf8 "xcup" "\226\139\131"
-let _ = Hashtbl.replace macro2utf8 "tscr" "\240\157\147\137"
-let _ = Hashtbl.replace macro2utf8 "thkap" "\226\137\136\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Aacute" "\195\129"
-let _ = Hashtbl.replace macro2utf8 "rcy" "\209\128"
-let _ = Hashtbl.replace macro2utf8 "jukcy" "\209\148"
-let _ = Hashtbl.replace macro2utf8 "hookleftarrow" "\226\134\169"
-let _ = Hashtbl.replace macro2utf8 "napid" "\226\137\139\204\184"
-let _ = Hashtbl.replace macro2utf8 "tscy" "\209\134"
-let _ = Hashtbl.replace macro2utf8 "nvgt" "\226\137\175"
-let _ = Hashtbl.replace macro2utf8 "lpar" "("
-let _ = Hashtbl.replace macro2utf8 "ldsh" "\226\134\178"
-let _ = Hashtbl.replace macro2utf8 "aring" "\195\165"
-let _ = Hashtbl.replace macro2utf8 "nGg" "\226\139\153\204\184"
-let _ = Hashtbl.replace macro2utf8 "LessEqualGreater" "\226\139\154"
-let _ = Hashtbl.replace macro2utf8 "gcd" "gcd"
-let _ = Hashtbl.replace macro2utf8 "oplus" "\226\138\149"
-let _ = Hashtbl.replace macro2utf8 "lcaron" "\196\190"
-let _ = Hashtbl.replace macro2utf8 "DownArrow" "\226\134\147"
-let _ = Hashtbl.replace macro2utf8 "xutri" "\226\150\179"
-let _ = Hashtbl.replace macro2utf8 "Psi" "\206\168"
-let _ = Hashtbl.replace macro2utf8 "lesssim" "\226\137\178"
-let _ = Hashtbl.replace macro2utf8 "topcir" "\226\171\177"
-let _ = Hashtbl.replace macro2utf8 "puncsp" "\226\128\136"
-let _ = Hashtbl.replace macro2utf8 "origof" "\226\138\182"
-let _ = Hashtbl.replace macro2utf8 "gnsim" "\226\139\167"
-let _ = Hashtbl.replace macro2utf8 "eogon" "\196\153"
-let _ = Hashtbl.replace macro2utf8 "spar" "\226\136\165\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "LowerRightArrow" "\226\134\152"
-let _ = Hashtbl.replace macro2utf8 "Lleftarrow" "\226\135\154"
-let _ = Hashtbl.replace macro2utf8 "nGt" "\226\137\171\204\184"
-let _ = Hashtbl.replace macro2utf8 "euml" "\195\171"
-let _ = Hashtbl.replace macro2utf8 "reg" "\194\174"
-let _ = Hashtbl.replace macro2utf8 "exponentiale" "\226\133\135"
-let _ = Hashtbl.replace macro2utf8 "qint" "\226\168\140"
-let _ = Hashtbl.replace macro2utf8 "sqcups" "\226\138\148\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "lne" "\226\137\168"
-let _ = Hashtbl.replace macro2utf8 "LessSlantEqual" "\226\169\189"
-let _ = Hashtbl.replace macro2utf8 "Egrave" "\195\136"
-let _ = Hashtbl.replace macro2utf8 "orderof" "\226\132\180"
-let _ = Hashtbl.replace macro2utf8 "cirE" "\226\167\131"
-let _ = Hashtbl.replace macro2utf8 "nleqslant" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "gcy" "\208\179"
-let _ = Hashtbl.replace macro2utf8 "curvearrowright" "\226\134\183"
-let _ = Hashtbl.replace macro2utf8 "ratail" "\226\134\163"
-let _ = Hashtbl.replace macro2utf8 "emsp13" "\226\128\132"
-let _ = Hashtbl.replace macro2utf8 "sdotb" "\226\138\161"
-let _ = Hashtbl.replace macro2utf8 "horbar" "\226\128\149"
-let _ = Hashtbl.replace macro2utf8 "emsp14" "\226\128\133"
-let _ = Hashtbl.replace macro2utf8 "npre" "\226\170\175\204\184"
-let _ = Hashtbl.replace macro2utf8 "rbrksld" "\226\166\142"
-let _ = Hashtbl.replace macro2utf8 "sdote" "\226\169\166"
-let _ = Hashtbl.replace macro2utf8 "varsupsetneqq" "\226\138\139\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "VeryThinSpace" "\226\128\138"
-let _ = Hashtbl.replace macro2utf8 "DownArrowBar" "\226\164\147"
-let _ = Hashtbl.replace macro2utf8 "Rightarrow" "\226\135\146"
-let _ = Hashtbl.replace macro2utf8 "ocir" "\226\138\154"
-let _ = Hashtbl.replace macro2utf8 "NotHumpDownHump" "\226\137\142\204\184"
-let _ = Hashtbl.replace macro2utf8 "darr" "\226\134\147"
-let _ = Hashtbl.replace macro2utf8 "geqq" "\226\137\167"
-let _ = Hashtbl.replace macro2utf8 "sup1" "\194\185"
-let _ = Hashtbl.replace macro2utf8 "log" "log"
-let _ = Hashtbl.replace macro2utf8 "sup2" "\194\178"
-let _ = Hashtbl.replace macro2utf8 "micro" "\194\181"
-let _ = Hashtbl.replace macro2utf8 "amp" "&"
-let _ = Hashtbl.replace macro2utf8 "arccos" "arccos"
-let _ = Hashtbl.replace macro2utf8 "sup3" "\194\179"
-let _ = Hashtbl.replace macro2utf8 "GreaterTilde" "\226\137\179"
-let _ = Hashtbl.replace macro2utf8 "circeq" "\226\137\151"
-let _ = Hashtbl.replace macro2utf8 "rfr" "\240\157\148\175"
-let _ = Hashtbl.replace macro2utf8 "dash" "\226\128\144"
-let _ = Hashtbl.replace macro2utf8 "rbrkslu" "\226\166\144"
-let _ = Hashtbl.replace macro2utf8 "Dcaron" "\196\142"
-let _ = Hashtbl.replace macro2utf8 "and" "\226\136\167"
-let _ = Hashtbl.replace macro2utf8 "Vbar" "\226\171\171"
-let _ = Hashtbl.replace macro2utf8 "angzarr" "\226\141\188"
-let _ = Hashtbl.replace macro2utf8 "gel" "\226\139\155"
-let _ = Hashtbl.replace macro2utf8 "ang" "\226\136\160"
-let _ = Hashtbl.replace macro2utf8 "lor" "\226\136\168"
-let _ = Hashtbl.replace macro2utf8 "circ" "\226\136\152"
-let _ = Hashtbl.replace macro2utf8 "upharpoonright" "\226\134\190"
-let _ = Hashtbl.replace macro2utf8 "dblac" "\203\157"
-let _ = Hashtbl.replace macro2utf8 "subsetneqq" "\226\138\138"
-let _ = Hashtbl.replace macro2utf8 "rhard" "\226\135\129"
-let _ = Hashtbl.replace macro2utf8 "Intersection" "\226\139\130"
-let _ = Hashtbl.replace macro2utf8 "cire" "\226\137\151"
-let _ = Hashtbl.replace macro2utf8 "apE" "\226\137\138"
-let _ = Hashtbl.replace macro2utf8 "sung" "\226\153\170"
-let _ = Hashtbl.replace macro2utf8 "geq" "\226\137\165"
-let _ = Hashtbl.replace macro2utf8 "succsim" "\226\137\191"
-let _ = Hashtbl.replace macro2utf8 "ges" "\226\169\190"
-let _ = Hashtbl.replace macro2utf8 "Gbreve" "\196\158"
-let _ = Hashtbl.replace macro2utf8 "intercal" "\226\138\186"
-let _ = Hashtbl.replace macro2utf8 "supE" "\226\138\135"
-let _ = Hashtbl.replace macro2utf8 "NotCupCap" "\226\137\173"
-let _ = Hashtbl.replace macro2utf8 "loz" "\226\151\138"
-let _ = Hashtbl.replace macro2utf8 "capcup" "\226\169\135"
-let _ = Hashtbl.replace macro2utf8 "larrtl" "\226\134\162"
-let _ = Hashtbl.replace macro2utf8 "AElig" "\195\134"
-let _ = Hashtbl.replace macro2utf8 "rarr" "\226\134\146"
-let _ = Hashtbl.replace macro2utf8 "varkappa" "\207\176"
-let _ = Hashtbl.replace macro2utf8 "upsi" "\207\133"
-let _ = Hashtbl.replace macro2utf8 "loang" "\239\149\152"
-let _ = Hashtbl.replace macro2utf8 "looparrowleft" "\226\134\171"
-let _ = Hashtbl.replace macro2utf8 "IOcy" "\208\129"
-let _ = Hashtbl.replace macro2utf8 "backprime" "\226\128\181"
-let _ = Hashtbl.replace macro2utf8 "sstarf" "\226\139\134"
-let _ = Hashtbl.replace macro2utf8 "rharu" "\226\135\128"
-let _ = Hashtbl.replace macro2utf8 "gesl" "\226\139\155\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "xotime" "\226\138\151"
-let _ = Hashtbl.replace macro2utf8 "minus" "\226\136\146"
-let _ = Hashtbl.replace macro2utf8 "gvnE" "\226\137\169\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "gfr" "\240\157\148\164"
-let _ = Hashtbl.replace macro2utf8 "lfisht" "\226\165\188"
-let _ = Hashtbl.replace macro2utf8 "jcirc" "\196\181"
-let _ = Hashtbl.replace macro2utf8 "roarr" "\226\135\190"
-let _ = Hashtbl.replace macro2utf8 "rho" "\207\129"
-let _ = Hashtbl.replace macro2utf8 "nvle" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "sect" "\194\167"
-let _ = Hashtbl.replace macro2utf8 "ggg" "\226\139\153"
-let _ = Hashtbl.replace macro2utf8 "plusb" "\226\138\158"
-let _ = Hashtbl.replace macro2utf8 "NotTildeFullEqual" "\226\137\135"
-let _ = Hashtbl.replace macro2utf8 "NegativeVeryThinSpace" "\226\128\138\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "ape" "\226\137\138"
-let _ = Hashtbl.replace macro2utf8 "pluse" "\226\169\178"
-let _ = Hashtbl.replace macro2utf8 "dollar" "$"
-let _ = Hashtbl.replace macro2utf8 "divonx" "\226\139\135"
-let _ = Hashtbl.replace macro2utf8 "partial" "\226\136\130"
-let _ = Hashtbl.replace macro2utf8 "DoubleLeftRightArrow" "\226\135\148"
-let _ = Hashtbl.replace macro2utf8 "varepsilon" "\206\181"
-let _ = Hashtbl.replace macro2utf8 "supe" "\226\138\135"
-let _ = Hashtbl.replace macro2utf8 "nvlt" "\226\137\174"
-let _ = Hashtbl.replace macro2utf8 "angrtvb" "\226\166\157\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "gets" "\226\134\144"
-let _ = Hashtbl.replace macro2utf8 "nparallel" "\226\136\166"
-let _ = Hashtbl.replace macro2utf8 "varphi" "\207\134"
-let _ = Hashtbl.replace macro2utf8 "nsupseteq" "\226\138\137"
-let _ = Hashtbl.replace macro2utf8 "circledR" "\194\174"
-let _ = Hashtbl.replace macro2utf8 "circledS" "\226\147\136"
-let _ = Hashtbl.replace macro2utf8 "primes" "\226\132\153"
-let _ = Hashtbl.replace macro2utf8 "cuwed" "\226\139\143"
-let _ = Hashtbl.replace macro2utf8 "cupcap" "\226\169\134"
-let _ = Hashtbl.replace macro2utf8 "nLl" "\226\139\152\204\184"
-let _ = Hashtbl.replace macro2utf8 "lozf" "\226\167\171"
-let _ = Hashtbl.replace macro2utf8 "ShortLeftArrow" "\226\134\144\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "nLt" "\226\137\170\204\184"
-let _ = Hashtbl.replace macro2utf8 "lesdotor" "\226\170\131"
-let _ = Hashtbl.replace macro2utf8 "Fcy" "\208\164"
-let _ = Hashtbl.replace macro2utf8 "scnsim" "\226\139\169"
-let _ = Hashtbl.replace macro2utf8 "VerticalLine" "|"
-let _ = Hashtbl.replace macro2utf8 "nwArr" "\226\135\150"
-let _ = Hashtbl.replace macro2utf8 "LeftTeeArrow" "\226\134\164"
-let _ = Hashtbl.replace macro2utf8 "iprod" "\226\168\188"
-let _ = Hashtbl.replace macro2utf8 "lsh" "\226\134\176"
-let _ = Hashtbl.replace macro2utf8 "Congruent" "\226\137\161"
-let _ = Hashtbl.replace macro2utf8 "NotLeftTriangle" "\226\139\170"
-let _ = Hashtbl.replace macro2utf8 "rdldhar" "\226\165\169"
-let _ = Hashtbl.replace macro2utf8 "varpropto" "\226\136\157"
-let _ = Hashtbl.replace macro2utf8 "nvlArr" "\226\135\141"
-let _ = Hashtbl.replace macro2utf8 "arg" "arg"
-let _ = Hashtbl.replace macro2utf8 "lhard" "\226\134\189"
-let _ = Hashtbl.replace macro2utf8 "surd" "????"
-let _ = Hashtbl.replace macro2utf8 "napos" "\197\137"
-let _ = Hashtbl.replace macro2utf8 "lparlt" "\226\166\147"
-let _ = Hashtbl.replace macro2utf8 "hslash" "\226\132\143"
-let _ = Hashtbl.replace macro2utf8 "Gopf" "\240\157\148\190"
-let _ = Hashtbl.replace macro2utf8 "SHcy" "\208\168"
-let _ = Hashtbl.replace macro2utf8 "triangle" "\226\150\181"
-let _ = Hashtbl.replace macro2utf8 "Qfr" "\240\157\148\148"
-let _ = Hashtbl.replace macro2utf8 "DiacriticalAcute" "\194\180"
-let _ = Hashtbl.replace macro2utf8 "tbrk" "\226\142\180"
-let _ = Hashtbl.replace macro2utf8 "Implies" "\226\135\146"
-let _ = Hashtbl.replace macro2utf8 "comp" "\226\136\129"
-let _ = Hashtbl.replace macro2utf8 "ddarr" "\226\135\138"
-let _ = Hashtbl.replace macro2utf8 "Colone" "\226\169\180"
-let _ = Hashtbl.replace macro2utf8 "smashp" "\226\168\179"
-let _ = Hashtbl.replace macro2utf8 "ccups" "\226\169\140"
-let _ = Hashtbl.replace macro2utf8 "triangleq" "\226\137\156"
-let _ = Hashtbl.replace macro2utf8 "NotSquareSubsetEqual" "\226\139\162"
-let _ = Hashtbl.replace macro2utf8 "Nopf" "\226\132\149"
-let _ = Hashtbl.replace macro2utf8 "ZHcy" "\208\150"
-let _ = Hashtbl.replace macro2utf8 "map" "\226\134\166"
-let _ = Hashtbl.replace macro2utf8 "lharu" "\226\134\188"
-let _ = Hashtbl.replace macro2utf8 "glE" "\226\170\146"
-let _ = Hashtbl.replace macro2utf8 "cong" "\226\137\133"
-let _ = Hashtbl.replace macro2utf8 "Ecaron" "\196\154"
-let _ = Hashtbl.replace macro2utf8 "Uring" "\197\174"
-let _ = Hashtbl.replace macro2utf8 "blacktriangleright" "\226\150\184"
-let _ = Hashtbl.replace macro2utf8 "ntilde" "\195\177"
-let _ = Hashtbl.replace macro2utf8 "max" "max"
-let _ = Hashtbl.replace macro2utf8 "loarr" "\226\135\189"
-let _ = Hashtbl.replace macro2utf8 "LeftArrow" "\226\134\144"
-let _ = Hashtbl.replace macro2utf8 "Gdot" "\196\160"
-let _ = Hashtbl.replace macro2utf8 "Uopf" "\240\157\149\140"
-let _ = Hashtbl.replace macro2utf8 "bigsqcup" "\226\138\148"
-let _ = Hashtbl.replace macro2utf8 "wedgeq" "\226\137\153"
-let _ = Hashtbl.replace macro2utf8 "RoundImplies" "\226\165\176"
-let _ = Hashtbl.replace macro2utf8 "prap" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "gescc" "\226\170\169"
-let _ = Hashtbl.replace macro2utf8 "realine" "\226\132\155"
-let _ = Hashtbl.replace macro2utf8 "ast" "*"
-let _ = Hashtbl.replace macro2utf8 "subedot" "\226\171\131"
-let _ = Hashtbl.replace macro2utf8 "LeftTeeVector" "\226\165\154"
-let _ = Hashtbl.replace macro2utf8 "female" "\226\153\128"
-let _ = Hashtbl.replace macro2utf8 "circlearrowleft" "\226\134\186"
-let _ = Hashtbl.replace macro2utf8 "Ffr" "\240\157\148\137"
-let _ = Hashtbl.replace macro2utf8 "VDash" "\226\138\171"
-let _ = Hashtbl.replace macro2utf8 "jsercy" "\209\152"
-let _ = Hashtbl.replace macro2utf8 "Proportional" "\226\136\157"
-let _ = Hashtbl.replace macro2utf8 "OverBracket" "\226\142\180"
-let _ = Hashtbl.replace macro2utf8 "gla" "\226\170\165"
-let _ = Hashtbl.replace macro2utf8 "NotElement" "\226\136\137"
-let _ = Hashtbl.replace macro2utf8 "theta" "\206\184"
-let _ = Hashtbl.replace macro2utf8 "kcedil" "\196\183"
-let _ = Hashtbl.replace macro2utf8 "smeparsl" "\226\167\164"
-let _ = Hashtbl.replace macro2utf8 "rarrb" "\226\135\165"
-let _ = Hashtbl.replace macro2utf8 "rarrc" "\226\164\179"
-let _ = Hashtbl.replace macro2utf8 "ograve" "\195\178"
-let _ = Hashtbl.replace macro2utf8 "glj" "\226\170\164"
-let _ = Hashtbl.replace macro2utf8 "infty" "\226\136\158"
-let _ = Hashtbl.replace macro2utf8 "gnE" "\226\137\169"
-let _ = Hashtbl.replace macro2utf8 "copf" "\240\157\149\148"
-let _ = Hashtbl.replace macro2utf8 "LeftArrowRightArrow" "\226\135\134"
-let _ = Hashtbl.replace macro2utf8 "cwconint" "\226\136\178"
-let _ = Hashtbl.replace macro2utf8 "Ascr" "\240\157\146\156"
-let _ = Hashtbl.replace macro2utf8 "NegativeThinSpace" "\226\128\137\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "varsubsetneq" "\226\138\138\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "trisb" "\226\167\141"
-let _ = Hashtbl.replace macro2utf8 "rightharpoonup" "\226\135\128"
-let _ = Hashtbl.replace macro2utf8 "imagline" "\226\132\144"
-let _ = Hashtbl.replace macro2utf8 "mcy" "\208\188"
-let _ = Hashtbl.replace macro2utf8 "Cacute" "\196\134"
-let _ = Hashtbl.replace macro2utf8 "bumpeq" "\226\137\143"
-let _ = Hashtbl.replace macro2utf8 "jopf" "\240\157\149\155"
-let _ = Hashtbl.replace macro2utf8 "shchcy" "\209\137"
-let _ = Hashtbl.replace macro2utf8 "rarrw" "\226\134\157"
-let _ = Hashtbl.replace macro2utf8 "uuarr" "\226\135\136"
-let _ = Hashtbl.replace macro2utf8 "doteq" "\226\137\144"
-let _ = Hashtbl.replace macro2utf8 "cudarrl" "\226\164\184"
-let _ = Hashtbl.replace macro2utf8 "varsigma" "\207\130"
-let _ = Hashtbl.replace macro2utf8 "Hscr" "\226\132\139"
-let _ = Hashtbl.replace macro2utf8 "DownArrowUpArrow" "\226\135\181"
-let _ = Hashtbl.replace macro2utf8 "Ecirc" "\195\138"
-let _ = Hashtbl.replace macro2utf8 "DD" "\226\133\133"
-let _ = Hashtbl.replace macro2utf8 "copy" "\194\169"
-let _ = Hashtbl.replace macro2utf8 "SquareIntersection" "\226\138\147"
-let _ = Hashtbl.replace macro2utf8 "RightUpVector" "\226\134\190"
-let _ = Hashtbl.replace macro2utf8 "NotSucceedsSlantEqual" "\226\139\161"
-let _ = Hashtbl.replace macro2utf8 "cudarrr" "\226\164\181"
-let _ = Hashtbl.replace macro2utf8 "verbar" "|"
-let _ = Hashtbl.replace macro2utf8 "ncaron" "\197\136"
-let _ = Hashtbl.replace macro2utf8 "prurel" "\226\138\176"
-let _ = Hashtbl.replace macro2utf8 "nearr" "\226\134\151"
-let _ = Hashtbl.replace macro2utf8 "cdot" "\196\139"
-let _ = Hashtbl.replace macro2utf8 "qopf" "\240\157\149\162"
-let _ = Hashtbl.replace macro2utf8 "SucceedsSlantEqual" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "Oscr" "\240\157\146\170"
-let _ = Hashtbl.replace macro2utf8 "xfr" "\240\157\148\181"
-let _ = Hashtbl.replace macro2utf8 "gne" "\226\137\169"
-let _ = Hashtbl.replace macro2utf8 "Ccedil" "\195\135"
-let _ = Hashtbl.replace macro2utf8 "nlarr" "\226\134\154"
-let _ = Hashtbl.replace macro2utf8 "inodot" "\196\177"
-let _ = Hashtbl.replace macro2utf8 "prec" "\226\137\186"
-let _ = Hashtbl.replace macro2utf8 "percnt" "%"
-let _ = Hashtbl.replace macro2utf8 "Exists" "\226\136\131"
-let _ = Hashtbl.replace macro2utf8 "bcy" "\208\177"
-let _ = Hashtbl.replace macro2utf8 "xopf" "\240\157\149\169"
-let _ = Hashtbl.replace macro2utf8 "nsimeq" "\226\137\132"
-let _ = Hashtbl.replace macro2utf8 "nrtri" "\226\139\171"
-let _ = Hashtbl.replace macro2utf8 "barvee" "\226\138\189"
-let _ = Hashtbl.replace macro2utf8 "Vscr" "\240\157\146\177"
-let _ = Hashtbl.replace macro2utf8 "Zcaron" "\197\189"
-let _ = Hashtbl.replace macro2utf8 "ReverseElement" "\226\136\139"
-let _ = Hashtbl.replace macro2utf8 "npolint" "\226\168\148"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterTilde" "\226\137\181"
-let _ = Hashtbl.replace macro2utf8 "lmoustache" "\226\142\176"
-let _ = Hashtbl.replace macro2utf8 "forkv" "\226\171\153"
-let _ = Hashtbl.replace macro2utf8 "rmoustache" "\226\142\177"
-let _ = Hashtbl.replace macro2utf8 "DownLeftVectorBar" "\226\165\150"
-let _ = Hashtbl.replace macro2utf8 "cosh" "cosh"
-let _ = Hashtbl.replace macro2utf8 "mfr" "\240\157\148\170"
-let _ = Hashtbl.replace macro2utf8 "LessGreater" "\226\137\182"
-let _ = Hashtbl.replace macro2utf8 "zeetrf" "\226\132\168"
-let _ = Hashtbl.replace macro2utf8 "DiacriticalDot" "\203\153"
-let _ = Hashtbl.replace macro2utf8 "Poincareplane" "\226\132\140"
-let _ = Hashtbl.replace macro2utf8 "curlyeqsucc" "\226\139\159"
-let _ = Hashtbl.replace macro2utf8 "Equal" "\226\169\181"
-let _ = Hashtbl.replace macro2utf8 "divides" "\226\136\163"
-let _ = Hashtbl.replace macro2utf8 "scpolint" "\226\168\147"
-let _ = Hashtbl.replace macro2utf8 "ngsim" "\226\137\181"
-let _ = Hashtbl.replace macro2utf8 "larrbfs" "\226\164\159"
-let _ = Hashtbl.replace macro2utf8 "HilbertSpace" "\226\132\139"
-let _ = Hashtbl.replace macro2utf8 "otilde" "\195\181"
-let _ = Hashtbl.replace macro2utf8 "larrb" "\226\135\164"
-let _ = Hashtbl.replace macro2utf8 "wcirc" "\197\181"
-let _ = Hashtbl.replace macro2utf8 "dscr" "\240\157\146\185"
-let _ = Hashtbl.replace macro2utf8 "phmmat" "\226\132\179"
-let _ = Hashtbl.replace macro2utf8 "lacute" "\196\186"
-let _ = Hashtbl.replace macro2utf8 "tstrok" "\197\167"
-let _ = Hashtbl.replace macro2utf8 "NotDoubleVerticalBar" "\226\136\166"
-let _ = Hashtbl.replace macro2utf8 "lagran" "\226\132\146"
-let _ = Hashtbl.replace macro2utf8 "NotRightTriangle" "\226\139\171"
-let _ = Hashtbl.replace macro2utf8 "dscy" "\209\149"
-let _ = Hashtbl.replace macro2utf8 "rightrightarrows" "\226\135\137"
-let _ = Hashtbl.replace macro2utf8 "seArr" "\226\135\152"
-let _ = Hashtbl.replace macro2utf8 "RightTriangleBar" "\226\167\144"
-let _ = Hashtbl.replace macro2utf8 "coth" "coth"
-let _ = Hashtbl.replace macro2utf8 "swarrow" "\226\134\153"
-let _ = Hashtbl.replace macro2utf8 "semi" ";"
-let _ = Hashtbl.replace macro2utf8 "kscr" "\240\157\147\128"
-let _ = Hashtbl.replace macro2utf8 "NotLessEqual" "\226\137\176\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "cularr" "\226\134\182"
-let _ = Hashtbl.replace macro2utf8 "blacklozenge" "\226\167\171"
-let _ = Hashtbl.replace macro2utf8 "realpart" "\226\132\156"
-let _ = Hashtbl.replace macro2utf8 "LeftTriangleEqual" "\226\138\180"
-let _ = Hashtbl.replace macro2utf8 "bfr" "\240\157\148\159"
-let _ = Hashtbl.replace macro2utf8 "Uuml" "\195\156"
-let _ = Hashtbl.replace macro2utf8 "longleftrightarrow" "????"
-let _ = Hashtbl.replace macro2utf8 "lcedil" "\196\188"
-let _ = Hashtbl.replace macro2utf8 "complement" "\226\136\129"
-let _ = Hashtbl.replace macro2utf8 "rscr" "\240\157\147\135"
-let _ = Hashtbl.replace macro2utf8 "mho" "\226\132\167"
-let _ = Hashtbl.replace macro2utf8 "mcomma" "\226\168\169"
-let _ = Hashtbl.replace macro2utf8 "wedbar" "\226\169\159"
-let _ = Hashtbl.replace macro2utf8 "NotVerticalBar" "\226\136\164"
-let _ = Hashtbl.replace macro2utf8 "Lcy" "\208\155"
-let _ = Hashtbl.replace macro2utf8 "tprime" "\226\128\180"
-let _ = Hashtbl.replace macro2utf8 "precneqq" "\226\170\181"
-let _ = Hashtbl.replace macro2utf8 "Downarrow" "\226\135\147"
-let _ = Hashtbl.replace macro2utf8 "rsh" "\226\134\177"
-let _ = Hashtbl.replace macro2utf8 "mid" "\226\136\163"
-let _ = Hashtbl.replace macro2utf8 "blank" "\226\144\163"
-let _ = Hashtbl.replace macro2utf8 "square" "\226\150\161"
-let _ = Hashtbl.replace macro2utf8 "squarf" "\226\150\170"
-let _ = Hashtbl.replace macro2utf8 "fflig" "\239\172\128"
-let _ = Hashtbl.replace macro2utf8 "downdownarrows" "\226\135\138"
-let _ = Hashtbl.replace macro2utf8 "yscr" "\240\157\147\142"
-let _ = Hashtbl.replace macro2utf8 "subdot" "\226\170\189"
-let _ = Hashtbl.replace macro2utf8 "ShortRightArrow" "\226\134\146\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "NotCongruent" "\226\137\162"
-let _ = Hashtbl.replace macro2utf8 "Gg" "\226\139\153"
-let _ = Hashtbl.replace macro2utf8 "Lstrok" "\197\129"
-let _ = Hashtbl.replace macro2utf8 "min" "max"
-let _ = Hashtbl.replace macro2utf8 "Laplacetrf" "\226\132\146"
-let _ = Hashtbl.replace macro2utf8 "rarrap" "\226\165\181"
-let _ = Hashtbl.replace macro2utf8 "NotLessSlantEqual" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "DoubleRightArrow" "\226\135\146"
-let _ = Hashtbl.replace macro2utf8 "Wfr" "\240\157\148\154"
-let _ = Hashtbl.replace macro2utf8 "subrarr" "\226\165\185"
-let _ = Hashtbl.replace macro2utf8 "numsp" "\226\128\135"
-let _ = Hashtbl.replace macro2utf8 "khcy" "\209\133"
-let _ = Hashtbl.replace macro2utf8 "oint" "\226\136\174"
-let _ = Hashtbl.replace macro2utf8 "vprop" "\226\136\157"
-let _ = Hashtbl.replace macro2utf8 "hardcy" "\209\138"
-let _ = Hashtbl.replace macro2utf8 "boxminus" "\226\138\159"
-let _ = Hashtbl.replace macro2utf8 "GreaterLess" "\226\137\183"
-let _ = Hashtbl.replace macro2utf8 "thetav" "\207\145"
-let _ = Hashtbl.replace macro2utf8 "scE" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "Gt" "\226\137\171"
-let _ = Hashtbl.replace macro2utf8 "Acy" "\208\144"
-let _ = Hashtbl.replace macro2utf8 "backcong" "\226\137\140"
-let _ = Hashtbl.replace macro2utf8 "gtquest" "\226\169\188"
-let _ = Hashtbl.replace macro2utf8 "awint" "\226\168\145"
-let _ = Hashtbl.replace macro2utf8 "profsurf" "\226\140\147"
-let _ = Hashtbl.replace macro2utf8 "capdot" "\226\169\128"
-let _ = Hashtbl.replace macro2utf8 "supdot" "\226\170\190"
-let _ = Hashtbl.replace macro2utf8 "oelig" "\197\147"
-let _ = Hashtbl.replace macro2utf8 "doteqdot" "\226\137\145"
-let _ = Hashtbl.replace macro2utf8 "rharul" "\226\165\172"
-let _ = Hashtbl.replace macro2utf8 "cylcty" "\226\140\173"
-let _ = Hashtbl.replace macro2utf8 "epsi" "\206\181"
-let _ = Hashtbl.replace macro2utf8 "eqcirc" "\226\137\150"
-let _ = Hashtbl.replace macro2utf8 "nLeftarrow" "\226\135\141"
-let _ = Hashtbl.replace macro2utf8 "rtrie" "\226\138\181"
-let _ = Hashtbl.replace macro2utf8 "para" "\194\182"
-let _ = Hashtbl.replace macro2utf8 "Lfr" "\240\157\148\143"
-let _ = Hashtbl.replace macro2utf8 "rtrif" "\226\150\184"
-let _ = Hashtbl.replace macro2utf8 "NotReverseElement" "\226\136\140"
-let _ = Hashtbl.replace macro2utf8 "emptyv" "\226\136\133"
-let _ = Hashtbl.replace macro2utf8 "nldr" "\226\128\165"
-let _ = Hashtbl.replace macro2utf8 "leqq" "\226\137\166"
-let _ = Hashtbl.replace macro2utf8 "CapitalDifferentialD" "\226\133\133"
-let _ = Hashtbl.replace macro2utf8 "supsetneqq" "\226\138\139"
-let _ = Hashtbl.replace macro2utf8 "boxDL" "\226\149\151"
-let _ = Hashtbl.replace macro2utf8 "Im" "\226\132\145"
-let _ = Hashtbl.replace macro2utf8 "sce" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "prsim" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "diams" "\226\153\166"
-let _ = Hashtbl.replace macro2utf8 "gtreqqless" "\226\139\155"
-let _ = Hashtbl.replace macro2utf8 "boxDR" "\226\149\148"
-let _ = Hashtbl.replace macro2utf8 "vartriangleleft" "\226\138\178"
-let _ = Hashtbl.replace macro2utf8 "SupersetEqual" "\226\138\135"
-let _ = Hashtbl.replace macro2utf8 "Omega" "\206\169"
-let _ = Hashtbl.replace macro2utf8 "nsubseteqq" "\226\138\136"
-let _ = Hashtbl.replace macro2utf8 "Subset" "\226\139\144"
-let _ = Hashtbl.replace macro2utf8 "ncongdot" "\226\169\173\204\184"
-let _ = Hashtbl.replace macro2utf8 "minusb" "\226\138\159"
-let _ = Hashtbl.replace macro2utf8 "ltimes" "\226\139\137"
-let _ = Hashtbl.replace macro2utf8 "seswar" "\226\164\169"
-let _ = Hashtbl.replace macro2utf8 "part" "\226\136\130"
-let _ = Hashtbl.replace macro2utf8 "bumpE" "\226\170\174"
-let _ = Hashtbl.replace macro2utf8 "minusd" "\226\136\184"
-let _ = Hashtbl.replace macro2utf8 "Amacr" "\196\128"
-let _ = Hashtbl.replace macro2utf8 "nleq" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "nles" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "NotLess" "\226\137\174"
-let _ = Hashtbl.replace macro2utf8 "scy" "\209\129"
-let _ = Hashtbl.replace macro2utf8 "iinfin" "\226\167\156"
-let _ = Hashtbl.replace macro2utf8 "Afr" "\240\157\148\132"
-let _ = Hashtbl.replace macro2utf8 "isinsv" "\226\139\179"
-let _ = Hashtbl.replace macro2utf8 "prnE" "\226\170\181"
-let _ = Hashtbl.replace macro2utf8 "lesg" "\226\139\154\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "cups" "\226\136\170\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "thickapprox" "\226\137\136\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "RightTeeVector" "\226\165\155"
-let _ = Hashtbl.replace macro2utf8 "LowerLeftArrow" "\226\134\153"
-let _ = Hashtbl.replace macro2utf8 "utdot" "\226\139\176"
-let _ = Hashtbl.replace macro2utf8 "homtht" "\226\136\187"
-let _ = Hashtbl.replace macro2utf8 "ddotseq" "\226\169\183"
-let _ = Hashtbl.replace macro2utf8 "bowtie" "\226\139\136"
-let _ = Hashtbl.replace macro2utf8 "succnsim" "\226\139\169"
-let _ = Hashtbl.replace macro2utf8 "boxDl" "\226\149\150"
-let _ = Hashtbl.replace macro2utf8 "quot" "\""
-let _ = Hashtbl.replace macro2utf8 "lvnE" "\226\137\168\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "CircleDot" "\226\138\153"
-let _ = Hashtbl.replace macro2utf8 "lsime" "\226\170\141"
-let _ = Hashtbl.replace macro2utf8 "Yacute" "\195\157"
-let _ = Hashtbl.replace macro2utf8 "esdot" "\226\137\144"
-let _ = Hashtbl.replace macro2utf8 "Supset" "\226\139\145"
-let _ = Hashtbl.replace macro2utf8 "lsimg" "\226\170\143"
-let _ = Hashtbl.replace macro2utf8 "eDot" "\226\137\145"
-let _ = Hashtbl.replace macro2utf8 "sec" "sec"
-let _ = Hashtbl.replace macro2utf8 "boxDr" "\226\149\147"
-let _ = Hashtbl.replace macro2utf8 "plus" "+"
-let _ = Hashtbl.replace macro2utf8 "ddagger" "\226\128\161"
-let _ = Hashtbl.replace macro2utf8 "Vdashl" "\226\171\166"
-let _ = Hashtbl.replace macro2utf8 "equest" "\226\137\159"
-let _ = Hashtbl.replace macro2utf8 "quest" "?"
-let _ = Hashtbl.replace macro2utf8 "divideontimes" "\226\139\135"
-let _ = Hashtbl.replace macro2utf8 "nsmid" "\226\136\164\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "fnof" "\198\146"
-let _ = Hashtbl.replace macro2utf8 "bumpe" "\226\137\143"
-let _ = Hashtbl.replace macro2utf8 "lhblk" "\226\150\132"
-let _ = Hashtbl.replace macro2utf8 "prnap" "\226\139\168"
-let _ = Hashtbl.replace macro2utf8 "compfn" "\226\136\152"
-let _ = Hashtbl.replace macro2utf8 "nsucceq" "\226\170\176\204\184"
-let _ = Hashtbl.replace macro2utf8 "RightArrowLeftArrow" "\226\135\132"
-let _ = Hashtbl.replace macro2utf8 "sharp" "\226\153\175"
-let _ = Hashtbl.replace macro2utf8 "CHcy" "\208\167"
-let _ = Hashtbl.replace macro2utf8 "dwangle" "\226\166\166"
-let _ = Hashtbl.replace macro2utf8 "angrtvbd" "\226\166\157"
-let _ = Hashtbl.replace macro2utf8 "period" "."
-let _ = Hashtbl.replace macro2utf8 "phone" "\226\152\142"
-let _ = Hashtbl.replace macro2utf8 "Eacute" "\195\137"
-let _ = Hashtbl.replace macro2utf8 "dzigrarr" "\239\150\162"
-let _ = Hashtbl.replace macro2utf8 "Ll" "\226\139\152"
-let _ = Hashtbl.replace macro2utf8 "succapprox" "\226\137\191"
-let _ = Hashtbl.replace macro2utf8 "rarrfs" "\226\164\158"
-let _ = Hashtbl.replace macro2utf8 "dbkarow" "\226\164\143"
-let _ = Hashtbl.replace macro2utf8 "zeta" "\206\182"
-let _ = Hashtbl.replace macro2utf8 "Lt" "\226\137\170"
-let _ = Hashtbl.replace macro2utf8 "triminus" "\226\168\186"
-let _ = Hashtbl.replace macro2utf8 "odiv" "\226\168\184"
-let _ = Hashtbl.replace macro2utf8 "ltrie" "\226\138\180"
-let _ = Hashtbl.replace macro2utf8 "Dagger" "\226\128\161"
-let _ = Hashtbl.replace macro2utf8 "ltrif" "\226\151\130"
-let _ = Hashtbl.replace macro2utf8 "boxHD" "\226\149\166"
-let _ = Hashtbl.replace macro2utf8 "timesb" "\226\138\160"
-let _ = Hashtbl.replace macro2utf8 "check" "\226\156\147"
-let _ = Hashtbl.replace macro2utf8 "urcorn" "\226\140\157"
-let _ = Hashtbl.replace macro2utf8 "timesd" "\226\168\176"
-let _ = Hashtbl.replace macro2utf8 "tshcy" "\209\155"
-let _ = Hashtbl.replace macro2utf8 "sfr" "\240\157\148\176"
-let _ = Hashtbl.replace macro2utf8 "lmoust" "\226\142\176"
-let _ = Hashtbl.replace macro2utf8 "ruluhar" "\226\165\168"
-let _ = Hashtbl.replace macro2utf8 "bne" "=\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "prod" "\226\136\143"
-let _ = Hashtbl.replace macro2utf8 "Eopf" "\240\157\148\188"
-let _ = Hashtbl.replace macro2utf8 "scsim" "\226\137\191"
-let _ = Hashtbl.replace macro2utf8 "GreaterEqualLess" "\226\139\155"
-let _ = Hashtbl.replace macro2utf8 "Igrave" "\195\140"
-let _ = Hashtbl.replace macro2utf8 "Longrightarrow" "\226\135\146"
-let _ = Hashtbl.replace macro2utf8 "bigcap" "\226\139\130"
-let _ = Hashtbl.replace macro2utf8 "boxHU" "\226\149\169"
-let _ = Hashtbl.replace macro2utf8 "uring" "\197\175"
-let _ = Hashtbl.replace macro2utf8 "equivDD" "\226\169\184"
-let _ = Hashtbl.replace macro2utf8 "prop" "\226\136\157"
-let _ = Hashtbl.replace macro2utf8 "Lopf" "\240\157\149\131"
-let _ = Hashtbl.replace macro2utf8 "ldrushar" "\226\165\139"
-let _ = Hashtbl.replace macro2utf8 "rarrhk" "\226\134\170"
-let _ = Hashtbl.replace macro2utf8 "Leftarrow" "\226\135\144"
-let _ = Hashtbl.replace macro2utf8 "lltri" "\226\151\186"
-let _ = Hashtbl.replace macro2utf8 "NestedGreaterGreater" "\226\137\171"
-let _ = Hashtbl.replace macro2utf8 "GreaterFullEqual" "\226\137\167"
-let _ = Hashtbl.replace macro2utf8 "robrk" "\227\128\155"
-let _ = Hashtbl.replace macro2utf8 "larrsim" "\226\165\179"
-let _ = Hashtbl.replace macro2utf8 "boxHd" "\226\149\164"
-let _ = Hashtbl.replace macro2utf8 "vDash" "\226\138\168"
-let _ = Hashtbl.replace macro2utf8 "hfr" "\240\157\148\165"
-let _ = Hashtbl.replace macro2utf8 "Edot" "\196\150"
-let _ = Hashtbl.replace macro2utf8 "Vvdash" "\226\138\170"
-let _ = Hashtbl.replace macro2utf8 "Sopf" "\240\157\149\138"
-let _ = Hashtbl.replace macro2utf8 "upuparrows" "\226\135\136"
-let _ = Hashtbl.replace macro2utf8 "RightUpTeeVector" "\226\165\156"
-let _ = Hashtbl.replace macro2utf8 "DownLeftVector" "\226\134\189"
-let _ = Hashtbl.replace macro2utf8 "xhArr" "\239\149\187"
-let _ = Hashtbl.replace macro2utf8 "triplus" "\226\168\185"
-let _ = Hashtbl.replace macro2utf8 "bot" "\226\138\165"
-let _ = Hashtbl.replace macro2utf8 "Rcy" "\208\160"
-let _ = Hashtbl.replace macro2utf8 "eDDot" "\226\169\183"
-let _ = Hashtbl.replace macro2utf8 "subseteqq" "\226\138\134"
-let _ = Hashtbl.replace macro2utf8 "cirfnint" "\226\168\144"
-let _ = Hashtbl.replace macro2utf8 "spadesuit" "\226\153\160"
-let _ = Hashtbl.replace macro2utf8 "nacute" "\197\132"
-let _ = Hashtbl.replace macro2utf8 "Zopf" "\226\132\164"
-let _ = Hashtbl.replace macro2utf8 "upharpoonleft" "\226\134\191"
-let _ = Hashtbl.replace macro2utf8 "shy" "\194\173"
-let _ = Hashtbl.replace macro2utf8 "nparsl" "\226\136\165\239\184\128\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "boxHu" "\226\149\167"
-let _ = Hashtbl.replace macro2utf8 "ThickSpace" "\226\128\137\226\128\138\226\128\138"
-let _ = Hashtbl.replace macro2utf8 "Or" "\226\169\148"
-let _ = Hashtbl.replace macro2utf8 "raemptyv" "\226\166\179"
-let _ = Hashtbl.replace macro2utf8 "Aogon" "\196\132"
-let _ = Hashtbl.replace macro2utf8 "IEcy" "\208\149"
-let _ = Hashtbl.replace macro2utf8 "sim" "\226\136\188"
-let _ = Hashtbl.replace macro2utf8 "sin" "sin"
-let _ = Hashtbl.replace macro2utf8 "copysr" "\226\132\151"
-let _ = Hashtbl.replace macro2utf8 "scnap" "\226\139\169"
-let _ = Hashtbl.replace macro2utf8 "rdquo" "\226\128\157"
-let _ = Hashtbl.replace macro2utf8 "aopf" "\240\157\149\146"
-let _ = Hashtbl.replace macro2utf8 "Pi" "\206\160"
-let _ = Hashtbl.replace macro2utf8 "Udblac" "\197\176"
-let _ = Hashtbl.replace macro2utf8 "expectation" "\226\132\176"
-let _ = Hashtbl.replace macro2utf8 "Zacute" "\197\185"
-let _ = Hashtbl.replace macro2utf8 "urtri" "\226\151\185"
-let _ = Hashtbl.replace macro2utf8 "NotTildeEqual" "\226\137\132"
-let _ = Hashtbl.replace macro2utf8 "ncedil" "\197\134"
-let _ = Hashtbl.replace macro2utf8 "Gamma" "\206\147"
-let _ = Hashtbl.replace macro2utf8 "ecirc" "\195\170"
-let _ = Hashtbl.replace macro2utf8 "dsol" "\226\167\182"
-let _ = Hashtbl.replace macro2utf8 "Gcy" "\208\147"
-let _ = Hashtbl.replace macro2utf8 "Pr" "Pr"
-let _ = Hashtbl.replace macro2utf8 "Zdot" "\197\187"
-let _ = Hashtbl.replace macro2utf8 "mnplus" "\226\136\147"
-let _ = Hashtbl.replace macro2utf8 "hopf" "\240\157\149\153"
-let _ = Hashtbl.replace macro2utf8 "blacktriangledown" "\226\150\190"
-let _ = Hashtbl.replace macro2utf8 "LeftCeiling" "\226\140\136"
-let _ = Hashtbl.replace macro2utf8 "ulcorn" "\226\140\156"
-let _ = Hashtbl.replace macro2utf8 "searrow" "\226\134\152"
-let _ = Hashtbl.replace macro2utf8 "GreaterGreater" "\226\170\162"
-let _ = Hashtbl.replace macro2utf8 "Fscr" "\226\132\177"
-let _ = Hashtbl.replace macro2utf8 "cupcup" "\226\169\138"
-let _ = Hashtbl.replace macro2utf8 "NotEqual" "\226\137\160"
-let _ = Hashtbl.replace macro2utf8 "sext" "\226\156\182"
-let _ = Hashtbl.replace macro2utf8 "CirclePlus" "\226\138\149"
-let _ = Hashtbl.replace macro2utf8 "erarr" "\226\165\177"
-let _ = Hashtbl.replace macro2utf8 "dArr" "\226\135\147"
-let _ = Hashtbl.replace macro2utf8 "PrecedesSlantEqual" "\226\137\188"
-let _ = Hashtbl.replace macro2utf8 "Itilde" "\196\168"
-let _ = Hashtbl.replace macro2utf8 "gesdoto" "\226\170\130"
-let _ = Hashtbl.replace macro2utf8 "Rang" "\227\128\139"
-let _ = Hashtbl.replace macro2utf8 "nwarhk" "\226\164\163"
-let _ = Hashtbl.replace macro2utf8 "minusdu" "\226\168\170"
-let _ = Hashtbl.replace macro2utf8 "oopf" "\240\157\149\160"
-let _ = Hashtbl.replace macro2utf8 "Mscr" "\226\132\179"
-let _ = Hashtbl.replace macro2utf8 "Rfr" "\226\132\156"
-let _ = Hashtbl.replace macro2utf8 "langle" "\226\140\169"
-let _ = Hashtbl.replace macro2utf8 "And" "\226\169\147"
-let _ = Hashtbl.replace macro2utf8 "bprime" "\226\128\181"
-let _ = Hashtbl.replace macro2utf8 "nLeftrightarrow" "\226\135\142"
-let _ = Hashtbl.replace macro2utf8 "Re" "\226\132\156"
-let _ = Hashtbl.replace macro2utf8 "OpenCurlyQuote" "\226\128\152"
-let _ = Hashtbl.replace macro2utf8 "vopf" "\240\157\149\167"
-let _ = Hashtbl.replace macro2utf8 "ulcorner" "\226\140\156"
-let _ = Hashtbl.replace macro2utf8 "nap" "\226\137\137"
-let _ = Hashtbl.replace macro2utf8 "Tscr" "\240\157\146\175"
-let _ = Hashtbl.replace macro2utf8 "gtreqless" "\226\139\155"
-let _ = Hashtbl.replace macro2utf8 "rarrlp" "\226\134\172"
-let _ = Hashtbl.replace macro2utf8 "Lambda" "\206\155"
-let _ = Hashtbl.replace macro2utf8 "lobrk" "\227\128\154"
-let _ = Hashtbl.replace macro2utf8 "rbrace" "}"
-let _ = Hashtbl.replace macro2utf8 "rArr" "\226\135\146"
-let _ = Hashtbl.replace macro2utf8 "coloneq" "\226\137\148"
-let _ = Hashtbl.replace macro2utf8 "UpArrow" "\226\134\145"
-let _ = Hashtbl.replace macro2utf8 "odot" "\226\138\153"
-let _ = Hashtbl.replace macro2utf8 "LeftDownTeeVector" "\226\165\161"
-let _ = Hashtbl.replace macro2utf8 "complexes" "\226\132\130"
-let _ = Hashtbl.replace macro2utf8 "rbrack" "]"
-let _ = Hashtbl.replace macro2utf8 "DownTeeArrow" "\226\134\167"
-let _ = Hashtbl.replace macro2utf8 "sqcap" "\226\138\147"
-let _ = Hashtbl.replace macro2utf8 "Sc" "\226\170\188"
-let _ = Hashtbl.replace macro2utf8 "ycy" "\209\139"
-let _ = Hashtbl.replace macro2utf8 "Prime" "\226\128\179"
-let _ = Hashtbl.replace macro2utf8 "Gfr" "\240\157\148\138"
-let _ = Hashtbl.replace macro2utf8 "trianglerighteq" "\226\138\181"
-let _ = Hashtbl.replace macro2utf8 "rangd" "\226\166\146"
-let _ = Hashtbl.replace macro2utf8 "gtrdot" "\226\139\151"
-let _ = Hashtbl.replace macro2utf8 "range" "\226\166\165"
-let _ = Hashtbl.replace macro2utf8 "rsqb" "]"
-let _ = Hashtbl.replace macro2utf8 "Euml" "\195\139"
-let _ = Hashtbl.replace macro2utf8 "Therefore" "\226\136\180"
-let _ = Hashtbl.replace macro2utf8 "nesim" "\226\137\130\204\184"
-let _ = Hashtbl.replace macro2utf8 "order" "\226\132\180"
-let _ = Hashtbl.replace macro2utf8 "vsupnE" "\226\138\139\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "awconint" "\226\136\179"
-let _ = Hashtbl.replace macro2utf8 "bscr" "\240\157\146\183"
-let _ = Hashtbl.replace macro2utf8 "lesseqqgtr" "\226\139\154"
-let _ = Hashtbl.replace macro2utf8 "cap" "\226\136\169"
-let _ = Hashtbl.replace macro2utf8 "ldquo" "\226\128\156"
-let _ = Hashtbl.replace macro2utf8 "nsubseteq" "\226\138\136"
-let _ = Hashtbl.replace macro2utf8 "rhov" "\207\177"
-let _ = Hashtbl.replace macro2utf8 "xvee" "\226\139\129"
-let _ = Hashtbl.replace macro2utf8 "olarr" "\226\134\186"
-let _ = Hashtbl.replace macro2utf8 "nang" "\226\136\160\204\184"
-let _ = Hashtbl.replace macro2utf8 "uwangle" "\226\166\167"
-let _ = Hashtbl.replace macro2utf8 "nlsim" "\226\137\180"
-let _ = Hashtbl.replace macro2utf8 "smt" "\226\170\170"
-let _ = Hashtbl.replace macro2utf8 "nVdash" "\226\138\174"
-let _ = Hashtbl.replace macro2utf8 "napE" "\226\169\176\204\184"
-let _ = Hashtbl.replace macro2utf8 "ngeq" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "iscr" "\240\157\146\190"
-let _ = Hashtbl.replace macro2utf8 "GJcy" "\208\131"
-let _ = Hashtbl.replace macro2utf8 "nges" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "exist" "\226\136\131"
-let _ = Hashtbl.replace macro2utf8 "cent" "\194\162"
-let _ = Hashtbl.replace macro2utf8 "oacute" "\195\179"
-let _ = Hashtbl.replace macro2utf8 "Darr" "\226\134\161"
-let _ = Hashtbl.replace macro2utf8 "yen" "\194\165"
-let _ = Hashtbl.replace macro2utf8 "bigcirc" "\226\151\175"
-let _ = Hashtbl.replace macro2utf8 "ncy" "\208\189"
-let _ = Hashtbl.replace macro2utf8 "midast" "*"
-let _ = Hashtbl.replace macro2utf8 "UpperRightArrow" "\226\134\151"
-let _ = Hashtbl.replace macro2utf8 "precnapprox" "\226\139\168"
-let _ = Hashtbl.replace macro2utf8 "OElig" "\197\146"
-let _ = Hashtbl.replace macro2utf8 "hybull" "\226\129\131"
-let _ = Hashtbl.replace macro2utf8 "cupbrcap" "\226\169\136"
-let _ = Hashtbl.replace macro2utf8 "rationals" "\226\132\154"
-let _ = Hashtbl.replace macro2utf8 "VerticalTilde" "\226\137\128"
-let _ = Hashtbl.replace macro2utf8 "pscr" "\240\157\147\133"
-let _ = Hashtbl.replace macro2utf8 "NJcy" "\208\138"
-let _ = Hashtbl.replace macro2utf8 "NotSucceedsTilde" "\226\137\191\204\184"
-let _ = Hashtbl.replace macro2utf8 "vsupne" "\226\138\139\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Updownarrow" "\226\135\149"
-let _ = Hashtbl.replace macro2utf8 "Lsh" "\226\134\176"
-let _ = Hashtbl.replace macro2utf8 "rAarr" "\226\135\155"
-let _ = Hashtbl.replace macro2utf8 "precapprox" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "rsquor" "\226\128\153"
-let _ = Hashtbl.replace macro2utf8 "pound" "\194\163"
-let _ = Hashtbl.replace macro2utf8 "lbrksld" "\226\166\143"
-let _ = Hashtbl.replace macro2utf8 "gesdot" "\226\170\128"
-let _ = Hashtbl.replace macro2utf8 "Element" "\226\136\136"
-let _ = Hashtbl.replace macro2utf8 "xcirc" "\226\151\175"
-let _ = Hashtbl.replace macro2utf8 "wscr" "\240\157\147\140"
-let _ = Hashtbl.replace macro2utf8 "toea" "\226\164\168"
-let _ = Hashtbl.replace macro2utf8 "setmn" "\226\136\150"
-let _ = Hashtbl.replace macro2utf8 "neg" "\194\172"
-let _ = Hashtbl.replace macro2utf8 "sol" "/"
-let _ = Hashtbl.replace macro2utf8 "yfr" "\240\157\148\182"
-let _ = Hashtbl.replace macro2utf8 "DoubleDownArrow" "\226\135\147"
-let _ = Hashtbl.replace macro2utf8 "Rarr" "\226\134\160"
-let _ = Hashtbl.replace macro2utf8 "ngE" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "Upsi" "\207\146"
-let _ = Hashtbl.replace macro2utf8 "opar" "\226\166\183"
-let _ = Hashtbl.replace macro2utf8 "rarrpl" "\226\165\133"
-let _ = Hashtbl.replace macro2utf8 "auml" "\195\164"
-let _ = Hashtbl.replace macro2utf8 "bmod" "mod"
-let _ = Hashtbl.replace macro2utf8 "SquareSuperset" "\226\138\144"
-let _ = Hashtbl.replace macro2utf8 "neq" "\226\137\160"
-let _ = Hashtbl.replace macro2utf8 "circleddash" "\226\138\157"
-let _ = Hashtbl.replace macro2utf8 "xrarr" "\239\149\183"
-let _ = Hashtbl.replace macro2utf8 "barwed" "\226\138\188"
-let _ = Hashtbl.replace macro2utf8 "lbrkslu" "\226\166\141"
-let _ = Hashtbl.replace macro2utf8 "planckh" "\226\132\142"
-let _ = Hashtbl.replace macro2utf8 "ldrdhar" "\226\165\167"
-let _ = Hashtbl.replace macro2utf8 "circledcirc" "\226\138\154"
-let _ = Hashtbl.replace macro2utf8 "ctdot" "\226\139\175"
-let _ = Hashtbl.replace macro2utf8 "fallingdotseq" "\226\137\146"
-let _ = Hashtbl.replace macro2utf8 "Map" "\226\164\133"
-let _ = Hashtbl.replace macro2utf8 "VerticalBar" "\226\136\163"
-let _ = Hashtbl.replace macro2utf8 "succeq" "\226\137\189"
-let _ = Hashtbl.replace macro2utf8 "tint" "\226\136\173"
-let _ = Hashtbl.replace macro2utf8 "imof" "\226\138\183"
-let _ = Hashtbl.replace macro2utf8 "diam" "\226\139\132"
-let _ = Hashtbl.replace macro2utf8 "twixt" "\226\137\172"
-let _ = Hashtbl.replace macro2utf8 "NoBreak" "\239\187\191"
-let _ = Hashtbl.replace macro2utf8 "langd" "\226\166\145"
-let _ = Hashtbl.replace macro2utf8 "Bernoullis" "\226\132\172"
-let _ = Hashtbl.replace macro2utf8 "rcaron" "\197\153"
-let _ = Hashtbl.replace macro2utf8 "hom" "hom"
-let _ = Hashtbl.replace macro2utf8 "nfr" "\240\157\148\171"
-let _ = Hashtbl.replace macro2utf8 "backsimeq" "\226\139\141"
-let _ = Hashtbl.replace macro2utf8 "target" "\226\140\150"
-let _ = Hashtbl.replace macro2utf8 "ouml" "\195\182"
-let _ = Hashtbl.replace macro2utf8 "nge" "\226\137\177\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "LeftTriangleBar" "\226\167\143"
-let _ = Hashtbl.replace macro2utf8 "subplus" "\226\170\191"
-let _ = Hashtbl.replace macro2utf8 "parsim" "\226\171\179"
-let _ = Hashtbl.replace macro2utf8 "Gcedil" "\196\162"
-let _ = Hashtbl.replace macro2utf8 "bnequiv" "\226\137\161\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "ubreve" "\197\173"
-let _ = Hashtbl.replace macro2utf8 "iexcl" "\194\161"
-let _ = Hashtbl.replace macro2utf8 "Xi" "\206\158"
-let _ = Hashtbl.replace macro2utf8 "omega" "\207\137"
-let _ = Hashtbl.replace macro2utf8 "elsdot" "\226\170\151"
-let _ = Hashtbl.replace macro2utf8 "propto" "\226\136\157"
-let _ = Hashtbl.replace macro2utf8 "squ" "\226\150\161"
-let _ = Hashtbl.replace macro2utf8 "Ycirc" "\197\182"
-let _ = Hashtbl.replace macro2utf8 "amacr" "\196\129"
-let _ = Hashtbl.replace macro2utf8 "curlyeqprec" "\226\139\158"
-let _ = Hashtbl.replace macro2utf8 "ngt" "\226\137\175"
-let _ = Hashtbl.replace macro2utf8 "plusdo" "\226\136\148"
-let _ = Hashtbl.replace macro2utf8 "ngeqslant" "\226\137\177"
-let _ = Hashtbl.replace macro2utf8 "LongRightArrow" "\239\149\183"
-let _ = Hashtbl.replace macro2utf8 "LeftUpVector" "\226\134\191"
-let _ = Hashtbl.replace macro2utf8 "asymp" "\226\137\141"
-let _ = Hashtbl.replace macro2utf8 "imped" "\240\157\149\131"
-let _ = Hashtbl.replace macro2utf8 "tritime" "\226\168\187"
-let _ = Hashtbl.replace macro2utf8 "rpargt" "\226\166\148"
-let _ = Hashtbl.replace macro2utf8 "DDotrahd" "\226\164\145"
-let _ = Hashtbl.replace macro2utf8 "prnsim" "\226\139\168"
-let _ = Hashtbl.replace macro2utf8 "plusdu" "\226\168\165"
-let _ = Hashtbl.replace macro2utf8 "cfr" "\240\157\148\160"
-let _ = Hashtbl.replace macro2utf8 "abreve" "\196\131"
-let _ = Hashtbl.replace macro2utf8 "suphsol" "\226\138\131/"
-let _ = Hashtbl.replace macro2utf8 "NegativeThickSpace" "\226\128\133\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Mcy" "\208\156"
-let _ = Hashtbl.replace macro2utf8 "uarr" "\226\134\145"
-let _ = Hashtbl.replace macro2utf8 "LeftRightVector" "\226\165\142"
-let _ = Hashtbl.replace macro2utf8 "lAarr" "\226\135\154"
-let _ = Hashtbl.replace macro2utf8 "bsim" "\226\136\189"
-let _ = Hashtbl.replace macro2utf8 "simrarr" "\226\165\178"
-let _ = Hashtbl.replace macro2utf8 "otimes" "\226\138\151"
-let _ = Hashtbl.replace macro2utf8 "NotSucceeds" "\226\138\129"
-let _ = Hashtbl.replace macro2utf8 "Cross" "\226\168\175"
-let _ = Hashtbl.replace macro2utf8 "downarrow" "\226\134\147"
-let _ = Hashtbl.replace macro2utf8 "blacktriangle" "\226\150\180"
-let _ = Hashtbl.replace macro2utf8 "TripleDot" "\226\131\155"
-let _ = Hashtbl.replace macro2utf8 "smallsetminus" "\226\136\150\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "supedot" "\226\171\132"
-let _ = Hashtbl.replace macro2utf8 "NotPrecedesSlantEqual" "\226\139\160"
-let _ = Hashtbl.replace macro2utf8 "neArr" "\226\135\151"
-let _ = Hashtbl.replace macro2utf8 "rarrtl" "\226\134\163"
-let _ = Hashtbl.replace macro2utf8 "isin" "\226\136\136"
-let _ = Hashtbl.replace macro2utf8 "rrarr" "\226\135\137"
-let _ = Hashtbl.replace macro2utf8 "Upsilon" "\207\146"
-let _ = Hashtbl.replace macro2utf8 "sqsub" "\226\138\143"
-let _ = Hashtbl.replace macro2utf8 "boxUL" "\226\149\157"
-let _ = Hashtbl.replace macro2utf8 "LessTilde" "\226\137\178"
-let _ = Hashtbl.replace macro2utf8 "Xfr" "\240\157\148\155"
-let _ = Hashtbl.replace macro2utf8 "nis" "\226\139\188"
-let _ = Hashtbl.replace macro2utf8 "chi" "\207\135"
-let _ = Hashtbl.replace macro2utf8 "DownRightVector" "\226\135\129"
-let _ = Hashtbl.replace macro2utf8 "niv" "\226\136\139"
-let _ = Hashtbl.replace macro2utf8 "boxUR" "\226\149\154"
-let _ = Hashtbl.replace macro2utf8 "nlArr" "\226\135\141"
-let _ = Hashtbl.replace macro2utf8 "Bcy" "\208\145"
-let _ = Hashtbl.replace macro2utf8 "tan" "tan"
-let _ = Hashtbl.replace macro2utf8 "EmptyVerySmallSquare" "\239\150\156"
-let _ = Hashtbl.replace macro2utf8 "dstrok" "\196\145"
-let _ = Hashtbl.replace macro2utf8 "rfisht" "\226\165\189"
-let _ = Hashtbl.replace macro2utf8 "easter" "\226\137\155"
-let _ = Hashtbl.replace macro2utf8 "nlE" "\226\137\176"
-let _ = Hashtbl.replace macro2utf8 "Mellintrf" "\226\132\179"
-let _ = Hashtbl.replace macro2utf8 "lotimes" "\226\168\180"
-let _ = Hashtbl.replace macro2utf8 "sqsup" "\226\138\144"
-let _ = Hashtbl.replace macro2utf8 "boxVH" "\226\149\172"
-let _ = Hashtbl.replace macro2utf8 "bbrk" "\226\142\181"
-let _ = Hashtbl.replace macro2utf8 "tau" "\207\132"
-let _ = Hashtbl.replace macro2utf8 "UpTee" "\226\138\165"
-let _ = Hashtbl.replace macro2utf8 "NotLeftTriangleBar" "\226\167\143\204\184"
-let _ = Hashtbl.replace macro2utf8 "boxVL" "\226\149\163"
-let _ = Hashtbl.replace macro2utf8 "Proportion" "\226\136\183"
-let _ = Hashtbl.replace macro2utf8 "equiv" "\226\137\161"
-let _ = Hashtbl.replace macro2utf8 "blk12" "\226\150\146"
-let _ = Hashtbl.replace macro2utf8 "blk14" "\226\150\145"
-let _ = Hashtbl.replace macro2utf8 "fpartint" "\226\168\141"
-let _ = Hashtbl.replace macro2utf8 "boxVR" "\226\149\160"
-let _ = Hashtbl.replace macro2utf8 "starf" "\226\152\133"
-let _ = Hashtbl.replace macro2utf8 "risingdotseq" "\226\137\147"
-let _ = Hashtbl.replace macro2utf8 "Equilibrium" "\226\135\140"
-let _ = Hashtbl.replace macro2utf8 "ijlig" "\196\179"
-let _ = Hashtbl.replace macro2utf8 "yicy" "\209\151"
-let _ = Hashtbl.replace macro2utf8 "sum" "\226\136\145"
-let _ = Hashtbl.replace macro2utf8 "cir" "\226\151\139"
-let _ = Hashtbl.replace macro2utf8 "telrec" "\226\140\149"
-let _ = Hashtbl.replace macro2utf8 "Mfr" "\240\157\148\144"
-let _ = Hashtbl.replace macro2utf8 "dHar" "\226\165\165"
-let _ = Hashtbl.replace macro2utf8 "boxUl" "\226\149\156"
-let _ = Hashtbl.replace macro2utf8 "apid" "\226\137\139"
-let _ = Hashtbl.replace macro2utf8 "nleftarrow" "\226\134\154"
-let _ = Hashtbl.replace macro2utf8 "curarrm" "\226\164\188"
-let _ = Hashtbl.replace macro2utf8 "Scirc" "\197\156"
-let _ = Hashtbl.replace macro2utf8 "Copf" "\226\132\130"
-let _ = Hashtbl.replace macro2utf8 "RightTriangleEqual" "\226\138\181"
-let _ = Hashtbl.replace macro2utf8 "boxUr" "\226\149\153"
-let _ = Hashtbl.replace macro2utf8 "loplus" "\226\168\173"
-let _ = Hashtbl.replace macro2utf8 "varsupsetneq" "\226\138\139\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "scaron" "\197\161"
-let _ = Hashtbl.replace macro2utf8 "Diamond" "\226\139\132"
-let _ = Hashtbl.replace macro2utf8 "lowast" "\226\136\151"
-let _ = Hashtbl.replace macro2utf8 "nle" "\226\137\176\226\131\165"
-let _ = Hashtbl.replace macro2utf8 "phiv" "\207\149"
-let _ = Hashtbl.replace macro2utf8 "gesdotol" "\226\170\132"
-let _ = Hashtbl.replace macro2utf8 "boxVh" "\226\149\171"
-let _ = Hashtbl.replace macro2utf8 "nleftrightarrow" "\226\134\174"
-let _ = Hashtbl.replace macro2utf8 "Jopf" "\240\157\149\129"
-let _ = Hashtbl.replace macro2utf8 "boxVl" "\226\149\162"
-let _ = Hashtbl.replace macro2utf8 "nearhk" "\226\164\164"
-let _ = Hashtbl.replace macro2utf8 "vBarv" "\226\171\169"
-let _ = Hashtbl.replace macro2utf8 "rHar" "\226\165\164"
-let _ = Hashtbl.replace macro2utf8 "boxVr" "\226\149\159"
-let _ = Hashtbl.replace macro2utf8 "lessdot" "\226\139\150"
-let _ = Hashtbl.replace macro2utf8 "LeftDoubleBracket" "\227\128\154"
-let _ = Hashtbl.replace macro2utf8 "Delta" "\206\148"
-let _ = Hashtbl.replace macro2utf8 "limsup" "limsup"
-let _ = Hashtbl.replace macro2utf8 "tcy" "\209\130"
-let _ = Hashtbl.replace macro2utf8 "nlt" "\226\137\174"
-let _ = Hashtbl.replace macro2utf8 "Cdot" "\196\138"
-let _ = Hashtbl.replace macro2utf8 "blk34" "\226\150\147"
-let _ = Hashtbl.replace macro2utf8 "Bfr" "\240\157\148\133"
-let _ = Hashtbl.replace macro2utf8 "lowbar" "_"
-let _ = Hashtbl.replace macro2utf8 "lneqq" "\226\137\168"
-let _ = Hashtbl.replace macro2utf8 "TildeEqual" "\226\137\131"
-let _ = Hashtbl.replace macro2utf8 "shortmid" "\226\136\163\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "Qopf" "\226\132\154"
-let _ = Hashtbl.replace macro2utf8 "drcorn" "\226\140\159"
-let _ = Hashtbl.replace macro2utf8 "ZeroWidthSpace" "\226\128\139"
-let _ = Hashtbl.replace macro2utf8 "aogon" "\196\133"
-let _ = Hashtbl.replace macro2utf8 "Rsh" "\226\134\177"
-let _ = Hashtbl.replace macro2utf8 "lrarr" "\226\135\134"
-let _ = Hashtbl.replace macro2utf8 "cupdot" "\226\138\141"
-let _ = Hashtbl.replace macro2utf8 "Xopf" "\240\157\149\143"
-let _ = Hashtbl.replace macro2utf8 "Backslash" "\226\136\150"
-let _ = Hashtbl.replace macro2utf8 "Union" "\226\139\131"
-let _ = Hashtbl.replace macro2utf8 "ratio" "\226\136\182"
-let _ = Hashtbl.replace macro2utf8 "duarr" "\226\135\181"
-let _ = Hashtbl.replace macro2utf8 "lates" "\226\170\173\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "suphsub" "\226\171\151"
-let _ = Hashtbl.replace macro2utf8 "squf" "\226\150\170"
-let _ = Hashtbl.replace macro2utf8 "gamma" "\206\179"
-let _ = Hashtbl.replace macro2utf8 "lrhard" "\226\165\173"
-let _ = Hashtbl.replace macro2utf8 "intprod" "\226\168\188"
-let _ = Hashtbl.replace macro2utf8 "ReverseUpEquilibrium" "\226\165\175"
-let _ = Hashtbl.replace macro2utf8 "icy" "\208\184"
-let _ = Hashtbl.replace macro2utf8 "quatint" "\226\168\150"
-let _ = Hashtbl.replace macro2utf8 "nbump" "\226\137\142\204\184"
-let _ = Hashtbl.replace macro2utf8 "downharpoonleft" "\226\135\131"
-let _ = Hashtbl.replace macro2utf8 "otimesas" "\226\168\182"
-let _ = Hashtbl.replace macro2utf8 "nvHarr" "\226\135\142"
-let _ = Hashtbl.replace macro2utf8 "ContourIntegral" "\226\136\174"
-let _ = Hashtbl.replace macro2utf8 "bsol" "\\"
-let _ = Hashtbl.replace macro2utf8 "DoubleUpDownArrow" "\226\135\149"
-let _ = Hashtbl.replace macro2utf8 "disin" "\226\139\178"
-let _ = Hashtbl.replace macro2utf8 "Breve" "\203\152"
-let _ = Hashtbl.replace macro2utf8 "YAcy" "\208\175"
-let _ = Hashtbl.replace macro2utf8 "precsim" "\226\137\190"
-let _ = Hashtbl.replace macro2utf8 "NotGreaterGreater" "\226\137\171\204\184\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "fopf" "\240\157\149\151"
-let _ = Hashtbl.replace macro2utf8 "SquareSupersetEqual" "\226\138\146"
-let _ = Hashtbl.replace macro2utf8 "Dscr" "\240\157\146\159"
-let _ = Hashtbl.replace macro2utf8 "gsime" "\226\170\142"
-let _ = Hashtbl.replace macro2utf8 "PartialD" "\226\136\130"
-let _ = Hashtbl.replace macro2utf8 "Umacr" "\197\170"
-let _ = Hashtbl.replace macro2utf8 "tfr" "\240\157\148\177"
-let _ = Hashtbl.replace macro2utf8 "cularrp" "\226\164\189"
-let _ = Hashtbl.replace macro2utf8 "UnderBracket" "\226\142\181"
-let _ = Hashtbl.replace macro2utf8 "ugrave" "\195\185"
-let _ = Hashtbl.replace macro2utf8 "mopf" "\240\157\149\158"
-let _ = Hashtbl.replace macro2utf8 "gsiml" "\226\170\144"
-let _ = Hashtbl.replace macro2utf8 "iquest" "\194\191"
-let _ = Hashtbl.replace macro2utf8 "nmid" "\226\136\164"
-let _ = Hashtbl.replace macro2utf8 "leftarrowtail" "\226\134\162"
-let _ = Hashtbl.replace macro2utf8 "not" "\194\172"
-let _ = Hashtbl.replace macro2utf8 "Kscr" "\240\157\146\166"
-let _ = Hashtbl.replace macro2utf8 "xsqcup" "\226\138\148"
-let _ = Hashtbl.replace macro2utf8 "triangleleft" "\226\151\131"
-let _ = Hashtbl.replace macro2utf8 "amalg" "\226\168\191"
-let _ = Hashtbl.replace macro2utf8 "prcue" "\226\137\188"
-let _ = Hashtbl.replace macro2utf8 "ac" "\226\164\143"
-let _ = Hashtbl.replace macro2utf8 "nharr" "\226\134\174"
-let _ = Hashtbl.replace macro2utf8 "dzcy" "\209\159"
-let _ = Hashtbl.replace macro2utf8 "topf" "\240\157\149\165"
-let _ = Hashtbl.replace macro2utf8 "iff" "\226\135\148"
-let _ = Hashtbl.replace macro2utf8 "af" "\226\129\161"
-let _ = Hashtbl.replace macro2utf8 "Uparrow" "\226\135\145"
-let _ = Hashtbl.replace macro2utf8 "Iacute" "\195\141"
-let _ = Hashtbl.replace macro2utf8 "Rscr" "\226\132\155"
-let _ = Hashtbl.replace macro2utf8 "vrtri" "\226\138\179"
-let _ = Hashtbl.replace macro2utf8 "multimap" "\226\138\184"
-let _ = Hashtbl.replace macro2utf8 "Hat" "\204\130"
-let _ = Hashtbl.replace macro2utf8 "rtriltri" "\226\167\142"
-let _ = Hashtbl.replace macro2utf8 "npr" "\226\138\128"
-let _ = Hashtbl.replace macro2utf8 "agrave" "\195\160"
-let _ = Hashtbl.replace macro2utf8 "UnderBar" "\204\178"
-let _ = Hashtbl.replace macro2utf8 "prime" "\226\128\178"
-let _ = Hashtbl.replace macro2utf8 "plusmn" "\194\177"
-let _ = Hashtbl.replace macro2utf8 "eplus" "\226\169\177"
-let _ = Hashtbl.replace macro2utf8 "ap" "\226\137\136"
-let _ = Hashtbl.replace macro2utf8 "dlcorn" "\226\140\158"
-let _ = Hashtbl.replace macro2utf8 "backsim" "\226\136\189"
-let _ = Hashtbl.replace macro2utf8 "ifr" "\240\157\148\166"
-let _ = Hashtbl.replace macro2utf8 "bigcup" "\226\139\131"
-let _ = Hashtbl.replace macro2utf8 "tcaron" "\197\165"
-let _ = Hashtbl.replace macro2utf8 "sqcaps" "\226\138\147\239\184\128"
-let _ = Hashtbl.replace macro2utf8 "equals" "="
-let _ = Hashtbl.replace macro2utf8 "curlywedge" "\226\139\143"
-let _ = Hashtbl.replace macro2utf8 "Yscr" "\240\157\146\180"
-let _ = Hashtbl.replace macro2utf8 "longrightarrow" "????"
-let _ = Hashtbl.replace macro2utf8 "fork" "\226\139\148"
-let _ = Hashtbl.replace macro2utf8 "cos" "cos"
-let _ = Hashtbl.replace macro2utf8 "cot" "cot"
-let _ = Hashtbl.replace macro2utf8 "ImaginaryI" "\226\133\136"
-let _ = Hashtbl.replace macro2utf8 "Scy" "\208\161"
-let _ = Hashtbl.replace macro2utf8 "mapsto" "\226\134\166"
-let _ = Hashtbl.replace macro2utf8 "tdot" "\226\131\155"
-let _ = Hashtbl.replace macro2utf8 "vellip" "\226\139\174"
-let _ = Hashtbl.replace macro2utf8 "sqsupseteq" "\226\138\146"
-let _ = Hashtbl.replace macro2utf8 "nvdash" "\226\138\172"
-let _ = Hashtbl.replace macro2utf8 "NotSuperset" "\226\138\133"
-let _ = Hashtbl.replace macro2utf8 "DoubleUpArrow" "\226\135\145"
-let _ = Hashtbl.replace macro2utf8 "land" "\226\136\167"
-let _ = Hashtbl.replace macro2utf8 "topfork" "\226\171\154"
-let _ = Hashtbl.replace macro2utf8 "llhard" "\226\165\171"
-let _ = Hashtbl.replace macro2utf8 "apos" "'"
-let _ = Hashtbl.replace macro2utf8 "oslash" "\195\184"
-let _ = Hashtbl.replace macro2utf8 "lang" "\226\140\169"
-let _ = Hashtbl.replace macro2utf8 "bernou" "\226\132\172"
-let _ = Hashtbl.replace macro2utf8 "varrho" "\207\177"
-let _ = Hashtbl.replace macro2utf8 "rcub" "}"
-let _ = Hashtbl.replace macro2utf8 "Cedilla" "\194\184"
-let _ = Hashtbl.replace macro2utf8 "ApplyFunction" "\226\129\161"
-let _ = Hashtbl.replace macro2utf8 "nsce" "\226\170\176\204\184"
-let _ = Hashtbl.replace macro2utf8 "gscr" "\226\132\138"
-let _ = Hashtbl.replace macro2utf8 "imagpart" "\226\132\145"
-let _ = Hashtbl.replace macro2utf8 "ngtr" "\226\137\175"
-let _ = Hashtbl.replace macro2utf8 "nsc" "\226\138\129"
-let _ = Hashtbl.replace macro2utf8 "Barv" "\226\171\167"
-let _ = Hashtbl.replace macro2utf8 "tosa" "\226\164\169"
-let _ = Hashtbl.replace macro2utf8 "nwnear" "\226\164\167"
-let _ = Hashtbl.replace macro2utf8 "ltlarr" "\226\165\182"
-let _ = Hashtbl.replace macro2utf8 "PrecedesEqual" "\226\170\175"
-let _ = Hashtbl.replace macro2utf8 "lessapprox" "\226\137\178"
-let _ = Hashtbl.replace macro2utf8 "Lcaron" "\196\189"
-let _ = Hashtbl.replace utf82macro "\204\130" "Hat"
-let _ = Hashtbl.replace utf82macro "\t" "Tab"
-let _ = Hashtbl.replace utf82macro "\203\152" "Breve"
-let _ = Hashtbl.replace utf82macro "\n" "NewLine"
-let _ = Hashtbl.replace utf82macro "\203\153" "dot"
-let _ = Hashtbl.replace utf82macro "\203\154" "ring"
-let _ = Hashtbl.replace utf82macro "\203\155" "ogon"
-let _ = Hashtbl.replace utf82macro "\203\156" "tilde"
-let _ = Hashtbl.replace utf82macro "\203\157" "DiacriticalDoubleAcute"
-let _ = Hashtbl.replace utf82macro "\226\137\171\204\184" "nGt"
-let _ = Hashtbl.replace utf82macro "\204\145" "DownBreve"
-let _ = Hashtbl.replace utf82macro "csc" "csc"
-let _ = Hashtbl.replace utf82macro "\239\187\191" "NoBreak"
-let _ = Hashtbl.replace utf82macro "!" "excl"
-let _ = Hashtbl.replace utf82macro "\"" "quot"
-let _ = Hashtbl.replace utf82macro "#" "num"
-let _ = Hashtbl.replace utf82macro "$" "dollar"
-let _ = Hashtbl.replace utf82macro "%" "percnt"
-let _ = Hashtbl.replace utf82macro "&" "amp"
-let _ = Hashtbl.replace utf82macro "'" "apos"
-let _ = Hashtbl.replace utf82macro "(" "lpar"
-let _ = Hashtbl.replace utf82macro ")" "rpar"
-let _ = Hashtbl.replace utf82macro "\226\139\155\239\184\128" "gesl"
-let _ = Hashtbl.replace utf82macro "*" "ast"
-let _ = Hashtbl.replace utf82macro "+" "plus"
-let _ = Hashtbl.replace utf82macro "\226\167\144\204\184" "NotRightTriangleBar"
-let _ = Hashtbl.replace utf82macro "," "comma"
-let _ = Hashtbl.replace utf82macro "." "period"
-let _ = Hashtbl.replace utf82macro "/" "sol"
-let _ = Hashtbl.replace utf82macro "\204\178" "UnderBar"
-let _ = Hashtbl.replace utf82macro ":" "colon"
-let _ = Hashtbl.replace utf82macro ";" "semi"
-let _ = Hashtbl.replace utf82macro "<" "lt"
-let _ = Hashtbl.replace utf82macro "\207\128" "pi"
-let _ = Hashtbl.replace utf82macro "\206\147" "Gamma"
-let _ = Hashtbl.replace utf82macro "=" "equals"
-let _ = Hashtbl.replace utf82macro "\207\129" "rho"
-let _ = Hashtbl.replace utf82macro ">" "gt"
-let _ = Hashtbl.replace utf82macro "\206\148" "Delta"
-let _ = Hashtbl.replace utf82macro "\207\130" "varsigma"
-let _ = Hashtbl.replace utf82macro "?" "quest"
-let _ = Hashtbl.replace utf82macro "\207\131" "sigma"
-let _ = Hashtbl.replace utf82macro "@" "commat"
-let _ = Hashtbl.replace utf82macro "\207\132" "tau"
-let _ = Hashtbl.replace utf82macro "\207\133" "upsilon"
-let _ = Hashtbl.replace utf82macro "\206\152" "Theta"
-let _ = Hashtbl.replace utf82macro "\207\134" "varphi"
-let _ = Hashtbl.replace utf82macro "\207\135" "chi"
-let _ = Hashtbl.replace utf82macro "\207\136" "psi"
-let _ = Hashtbl.replace utf82macro "\206\155" "Lambda"
-let _ = Hashtbl.replace utf82macro "\207\137" "omega"
-let _ = Hashtbl.replace utf82macro "\206\158" "Xi"
-let _ = Hashtbl.replace utf82macro "\206\160" "Pi"
-let _ = Hashtbl.replace utf82macro "\206\163" "Sigma"
-let _ = Hashtbl.replace utf82macro "\207\145" "vartheta"
-let _ = Hashtbl.replace utf82macro "\207\146" "Upsilon"
-let _ = Hashtbl.replace utf82macro "\206\166" "Phi"
-let _ = Hashtbl.replace utf82macro "\208\129" "IOcy"
-let _ = Hashtbl.replace utf82macro "\206\168" "Psi"
-let _ = Hashtbl.replace utf82macro "\207\149" "phi"
-let _ = Hashtbl.replace utf82macro "\208\130" "DJcy"
-let _ = Hashtbl.replace utf82macro "\207\150" "varpi"
-let _ = Hashtbl.replace utf82macro "\206\169" "Omega"
-let _ = Hashtbl.replace utf82macro "\208\131" "GJcy"
-let _ = Hashtbl.replace utf82macro "\208\132" "Jukcy"
-let _ = Hashtbl.replace utf82macro "\208\133" "DScy"
-let _ = Hashtbl.replace utf82macro "\208\134" "Iukcy"
-let _ = Hashtbl.replace utf82macro "\208\135" "YIcy"
-let _ = Hashtbl.replace utf82macro "\208\136" "Jsercy"
-let _ = Hashtbl.replace utf82macro "\208\137" "LJcy"
-let _ = Hashtbl.replace utf82macro "\207\156" "Gammad"
-let _ = Hashtbl.replace utf82macro "\208\138" "NJcy"
-let _ = Hashtbl.replace utf82macro "\208\139" "TSHcy"
-let _ = Hashtbl.replace utf82macro "[" "lbrack"
-let _ = Hashtbl.replace utf82macro "\206\177" "alpha"
-let _ = Hashtbl.replace utf82macro "\208\140" "KJcy"
-let _ = Hashtbl.replace utf82macro "\\" "backslash"
-let _ = Hashtbl.replace utf82macro "\206\178" "beta"
-let _ = Hashtbl.replace utf82macro "]" "rbrack"
-let _ = Hashtbl.replace utf82macro "\206\179" "gamma"
-let _ = Hashtbl.replace utf82macro "\208\142" "Ubrcy"
-let _ = Hashtbl.replace utf82macro "\206\180" "delta"
-let _ = Hashtbl.replace utf82macro "^" "circ"
-let _ = Hashtbl.replace utf82macro "_" "lowbar"
-let _ = Hashtbl.replace utf82macro "\206\181" "varepsilon"
-let _ = Hashtbl.replace utf82macro "\208\143" "DZcy"
-let _ = Hashtbl.replace utf82macro "\206\182" "zeta"
-let _ = Hashtbl.replace utf82macro "`" "grave"
-let _ = Hashtbl.replace utf82macro "\208\144" "Acy"
-let _ = Hashtbl.replace utf82macro "inf" "inf"
-let _ = Hashtbl.replace utf82macro "\206\183" "eta"
-let _ = Hashtbl.replace utf82macro "\208\145" "Bcy"
-let _ = Hashtbl.replace utf82macro "\208\146" "Vcy"
-let _ = Hashtbl.replace utf82macro "\206\184" "theta"
-let _ = Hashtbl.replace utf82macro "\209\128" "rcy"
-let _ = Hashtbl.replace utf82macro "\226\139\172\204\184" "nvltrie"
-let _ = Hashtbl.replace utf82macro "\206\185" "iota"
-let _ = Hashtbl.replace utf82macro "\208\147" "Gcy"
-let _ = Hashtbl.replace utf82macro "\209\129" "scy"
-let _ = Hashtbl.replace utf82macro "\206\186" "kappa"
-let _ = Hashtbl.replace utf82macro "\208\148" "Dcy"
-let _ = Hashtbl.replace utf82macro "\209\130" "tcy"
-let _ = Hashtbl.replace utf82macro "\226\164\179\204\184" "nrarrc"
-let _ = Hashtbl.replace utf82macro "\206\187" "lambda"
-let _ = Hashtbl.replace utf82macro "\208\149" "IEcy"
-let _ = Hashtbl.replace utf82macro "\208\150" "ZHcy"
-let _ = Hashtbl.replace utf82macro "\209\131" "ucy"
-let _ = Hashtbl.replace utf82macro "\206\188" "mu"
-let _ = Hashtbl.replace utf82macro "\208\151" "Zcy"
-let _ = Hashtbl.replace utf82macro "\206\189" "nu"
-let _ = Hashtbl.replace utf82macro "\209\132" "fcy"
-let _ = Hashtbl.replace utf82macro "\206\190" "xi"
-let _ = Hashtbl.replace utf82macro "\209\133" "khcy"
-let _ = Hashtbl.replace utf82macro "\208\152" "Icy"
-let _ = Hashtbl.replace utf82macro "\206\191" "o"
-let _ = Hashtbl.replace utf82macro "\209\134" "tscy"
-let _ = Hashtbl.replace utf82macro "\208\153" "Jcy"
-let _ = Hashtbl.replace utf82macro "\208\154" "Kcy"
-let _ = Hashtbl.replace utf82macro "\209\135" "chcy"
-let _ = Hashtbl.replace utf82macro "\209\136" "shcy"
-let _ = Hashtbl.replace utf82macro "\208\155" "Lcy"
-let _ = Hashtbl.replace utf82macro "\209\137" "shchcy"
-let _ = Hashtbl.replace utf82macro "\208\156" "Mcy"
-let _ = Hashtbl.replace utf82macro "\208\157" "Ncy"
-let _ = Hashtbl.replace utf82macro "\207\176" "varkappa"
-let _ = Hashtbl.replace utf82macro "\209\138" "hardcy"
-let _ = Hashtbl.replace utf82macro "\209\139" "ycy"
-let _ = Hashtbl.replace utf82macro "\207\177" "varrho"
-let _ = Hashtbl.replace utf82macro "\208\158" "Ocy"
-let _ = Hashtbl.replace utf82macro "\209\140" "softcy"
-let _ = Hashtbl.replace utf82macro "\208\159" "Pcy"
-let _ = Hashtbl.replace utf82macro "\208\160" "Rcy"
-let _ = Hashtbl.replace utf82macro "\209\141" "ecy"
-let _ = Hashtbl.replace utf82macro "\209\142" "yucy"
-let _ = Hashtbl.replace utf82macro "\208\161" "Scy"
-let _ = Hashtbl.replace utf82macro "\207\181" "epsilon"
-let _ = Hashtbl.replace utf82macro "\209\143" "yacy"
-let _ = Hashtbl.replace utf82macro "\208\162" "Tcy"
-let _ = Hashtbl.replace utf82macro "\208\163" "Ucy"
-let _ = Hashtbl.replace utf82macro "\207\182" "bepsi"
-let _ = Hashtbl.replace utf82macro "\209\145" "iocy"
-let _ = Hashtbl.replace utf82macro "\208\164" "Fcy"
-let _ = Hashtbl.replace utf82macro "\208\165" "KHcy"
-let _ = Hashtbl.replace utf82macro "\209\146" "djcy"
-let _ = Hashtbl.replace utf82macro "\208\166" "TScy"
-let _ = Hashtbl.replace utf82macro "\209\147" "gjcy"
-let _ = Hashtbl.replace utf82macro "\209\148" "jukcy"
-let _ = Hashtbl.replace utf82macro "\208\167" "CHcy"
-let _ = Hashtbl.replace utf82macro "????" "longmapsto"
-let _ = Hashtbl.replace utf82macro "\208\168" "SHcy"
-let _ = Hashtbl.replace utf82macro "\209\149" "dscy"
-let _ = Hashtbl.replace utf82macro "\208\169" "SHCHcy"
-let _ = Hashtbl.replace utf82macro "\209\150" "iukcy"
-let _ = Hashtbl.replace utf82macro "deg" "deg"
-let _ = Hashtbl.replace utf82macro "\209\151" "yicy"
-let _ = Hashtbl.replace utf82macro "\208\170" "HARDcy"
-let _ = Hashtbl.replace utf82macro "\208\171" "Ycy"
-let _ = Hashtbl.replace utf82macro "{" "{"
-let _ = Hashtbl.replace utf82macro "\209\152" "jsercy"
-let _ = Hashtbl.replace utf82macro "|" "vert"
-let _ = Hashtbl.replace utf82macro "\208\172" "SOFTcy"
-let _ = Hashtbl.replace utf82macro "\209\153" "ljcy"
-let _ = Hashtbl.replace utf82macro "liminf" "liminf"
-let _ = Hashtbl.replace utf82macro "}" "}"
-let _ = Hashtbl.replace utf82macro "\209\154" "njcy"
-let _ = Hashtbl.replace utf82macro "\208\173" "Ecy"
-let _ = Hashtbl.replace utf82macro "\208\174" "YUcy"
-let _ = Hashtbl.replace utf82macro "\209\155" "tshcy"
-let _ = Hashtbl.replace utf82macro "\208\175" "YAcy"
-let _ = Hashtbl.replace utf82macro "\209\156" "kjcy"
-let _ = Hashtbl.replace utf82macro "\208\176" "acy"
-let _ = Hashtbl.replace utf82macro "\209\158" "ubrcy"
-let _ = Hashtbl.replace utf82macro "\208\177" "bcy"
-let _ = Hashtbl.replace utf82macro "\208\178" "vcy"
-let _ = Hashtbl.replace utf82macro "\209\159" "dzcy"
-let _ = Hashtbl.replace utf82macro "\208\179" "gcy"
-let _ = Hashtbl.replace utf82macro "\208\180" "dcy"
-let _ = Hashtbl.replace utf82macro "\208\181" "iecy"
-let _ = Hashtbl.replace utf82macro "\208\182" "zhcy"
-let _ = Hashtbl.replace utf82macro "det" "det"
-let _ = Hashtbl.replace utf82macro "\208\183" "zcy"
-let _ = Hashtbl.replace utf82macro "\208\184" "icy"
-let _ = Hashtbl.replace utf82macro "\208\185" "jcy"
-let _ = Hashtbl.replace utf82macro "\208\186" "kcy"
-let _ = Hashtbl.replace utf82macro "\208\187" "lcy"
-let _ = Hashtbl.replace utf82macro "\208\188" "mcy"
-let _ = Hashtbl.replace utf82macro "\226\146\161\204\184" "NotNestedLessLess"
-let _ = Hashtbl.replace utf82macro "\208\189" "ncy"
-let _ = Hashtbl.replace utf82macro "\208\190" "ocy"
-let _ = Hashtbl.replace utf82macro "\208\191" "pcy"
-let _ = Hashtbl.replace utf82macro "\226\128\130" "ensp"
-let _ = Hashtbl.replace utf82macro "\226\128\131" "emsp"
-let _ = Hashtbl.replace utf82macro "\226\128\132" "emsp13"
-let _ = Hashtbl.replace utf82macro "\226\128\133" "emsp14"
-let _ = Hashtbl.replace utf82macro "\226\128\135" "numsp"
-let _ = Hashtbl.replace utf82macro "\226\128\136" "puncsp"
-let _ = Hashtbl.replace utf82macro "lg" "lg"
-let _ = Hashtbl.replace utf82macro "\226\128\137" "ThinSpace"
-let _ = Hashtbl.replace utf82macro "\226\128\138" "VeryThinSpace"
-let _ = Hashtbl.replace utf82macro "\226\128\139" "ZeroWidthSpace"
-let _ = Hashtbl.replace utf82macro "ln" "ln"
-let _ = Hashtbl.replace utf82macro "\226\128\144" "hyphen"
-let _ = Hashtbl.replace utf82macro "\226\128\147" "ndash"
-let _ = Hashtbl.replace utf82macro "\226\128\148" "mdash"
-let _ = Hashtbl.replace utf82macro "\226\129\129" "caret"
-let _ = Hashtbl.replace utf82macro "\226\128\149" "horbar"
-let _ = Hashtbl.replace utf82macro "\226\128\150" "Vert"
-let _ = Hashtbl.replace utf82macro "\226\129\131" "hybull"
-let _ = Hashtbl.replace utf82macro "\226\128\152" "OpenCurlyQuote"
-let _ = Hashtbl.replace utf82macro "\226\128\153" "rsquor"
-let _ = Hashtbl.replace utf82macro "\226\170\176\204\184" "nsucceq"
-let _ = Hashtbl.replace utf82macro "\226\128\154" "lsquor"
-let _ = Hashtbl.replace utf82macro "\226\128\156" "OpenCurlyDoubleQuote"
-let _ = Hashtbl.replace utf82macro "\226\128\157" "rdquor"
-let _ = Hashtbl.replace utf82macro "\226\128\158" "ldquor"
-let _ = Hashtbl.replace utf82macro "\226\128\160" "dagger"
-let _ = Hashtbl.replace utf82macro "\226\128\161" "ddagger"
-let _ = Hashtbl.replace utf82macro "\226\136\133\239\184\128" "emptyset"
-let _ = Hashtbl.replace utf82macro "\226\128\162" "bullet"
-let _ = Hashtbl.replace utf82macro "\226\129\143" "bsemi"
-let _ = Hashtbl.replace utf82macro "\226\128\165" "nldr"
-let _ = Hashtbl.replace utf82macro "\226\128\166" "ldots"
-let _ = Hashtbl.replace utf82macro "\226\129\151" "qprime"
-let _ = Hashtbl.replace utf82macro "\226\128\176" "permil"
-let _ = Hashtbl.replace utf82macro "\226\128\177" "pertenk"
-let _ = Hashtbl.replace utf82macro "\226\128\178" "prime"
-let _ = Hashtbl.replace utf82macro "\226\129\159" "MediumSpace"
-let _ = Hashtbl.replace utf82macro "\226\128\179" "Prime"
-let _ = Hashtbl.replace utf82macro "\226\128\180" "tprime"
-let _ = Hashtbl.replace utf82macro "\226\129\161" "ApplyFunction"
-let _ = Hashtbl.replace utf82macro "\226\129\162" "it"
-let _ = Hashtbl.replace utf82macro "\226\128\181" "bprime"
-let _ = Hashtbl.replace utf82macro "dim" "dim"
-let _ = Hashtbl.replace utf82macro "\226\132\130" "Copf"
-let _ = Hashtbl.replace utf82macro "\226\132\133" "incare"
-let _ = Hashtbl.replace utf82macro "\226\131\155" "TripleDot"
-let _ = Hashtbl.replace utf82macro "\226\169\173\204\184" "ncongdot"
-let _ = Hashtbl.replace utf82macro "\226\131\156" "DotDot"
-let _ = Hashtbl.replace utf82macro "\226\132\138" "gscr"
-let _ = Hashtbl.replace utf82macro "\226\132\139" "Hscr"
-let _ = Hashtbl.replace utf82macro "\226\132\140" "Poincareplane"
-let _ = Hashtbl.replace utf82macro "\226\132\141" "quaternions"
-let _ = Hashtbl.replace utf82macro "\226\132\142" "planckh"
-let _ = Hashtbl.replace utf82macro "\226\132\143" "plankv"
-let _ = Hashtbl.replace utf82macro "\226\132\144" "Iscr"
-let _ = Hashtbl.replace utf82macro "\226\132\145" "Im"
-let _ = Hashtbl.replace utf82macro "\226\132\146" "Lscr"
-let _ = Hashtbl.replace utf82macro "\226\132\147" "ell"
-let _ = Hashtbl.replace utf82macro "\226\132\149" "Nopf"
-let _ = Hashtbl.replace utf82macro "\226\132\150" "numero"
-let _ = Hashtbl.replace utf82macro "\226\132\151" "copysr"
-let _ = Hashtbl.replace utf82macro "\226\132\152" "wp"
-let _ = Hashtbl.replace utf82macro "\226\133\133" "DD"
-let _ = Hashtbl.replace utf82macro "\226\132\153" "primes"
-let _ = Hashtbl.replace utf82macro "\226\133\134" "DifferentialD"
-let _ = Hashtbl.replace utf82macro "\226\132\154" "rationals"
-let _ = Hashtbl.replace utf82macro "\226\133\135" "ExponentialE"
-let _ = Hashtbl.replace utf82macro "\226\132\155" "Rscr"
-let _ = Hashtbl.replace utf82macro "\226\133\136" "ImaginaryI"
-let _ = Hashtbl.replace utf82macro "\226\132\156" "Re"
-let _ = Hashtbl.replace utf82macro "\226\132\157" "Ropf"
-let _ = Hashtbl.replace utf82macro "\226\132\158" "rx"
-let _ = Hashtbl.replace utf82macro "\226\132\162" "trade"
-let _ = Hashtbl.replace utf82macro "\226\132\164" "Zopf"
-let _ = Hashtbl.replace utf82macro "\226\132\166" "ohm"
-let _ = Hashtbl.replace utf82macro "\226\133\147" "frac13"
-let _ = Hashtbl.replace utf82macro "\226\132\167" "mho"
-let _ = Hashtbl.replace utf82macro "\226\133\148" "frac23"
-let _ = Hashtbl.replace utf82macro "\226\132\168" "Zfr"
-let _ = Hashtbl.replace utf82macro "\226\133\149" "frac15"
-let _ = Hashtbl.replace utf82macro "\226\132\169" "iiota"
-let _ = Hashtbl.replace utf82macro "\226\133\150" "frac25"
-let _ = Hashtbl.replace utf82macro "\226\133\151" "frac35"
-let _ = Hashtbl.replace utf82macro "\226\133\152" "frac45"
-let _ = Hashtbl.replace utf82macro "\226\132\171" "angst"
-let _ = Hashtbl.replace utf82macro "\226\133\153" "frac16"
-let _ = Hashtbl.replace utf82macro "\226\132\172" "Bscr"
-let _ = Hashtbl.replace utf82macro "\226\129\159\239\184\128" "NegativeMediumSpace"
-let _ = Hashtbl.replace utf82macro "\226\133\154" "frac56"
-let _ = Hashtbl.replace utf82macro "\226\132\173" "Cfr"
-let _ = Hashtbl.replace utf82macro "\226\133\155" "frac18"
-let _ = Hashtbl.replace utf82macro "\226\133\156" "frac38"
-let _ = Hashtbl.replace utf82macro "\226\132\175" "escr"
-let _ = Hashtbl.replace utf82macro "\226\133\157" "frac58"
-let _ = Hashtbl.replace utf82macro "\226\132\176" "expectation"
-let _ = Hashtbl.replace utf82macro "\226\133\158" "frac78"
-let _ = Hashtbl.replace utf82macro "\226\132\177" "Fscr"
-let _ = Hashtbl.replace utf82macro "\226\132\179" "phmmat"
-let _ = Hashtbl.replace utf82macro "\226\132\180" "oscr"
-let _ = Hashtbl.replace utf82macro "\226\132\181" "aleph"
-let _ = Hashtbl.replace utf82macro "\226\134\144" "gets"
-let _ = Hashtbl.replace utf82macro "\226\132\182" "beth"
-let _ = Hashtbl.replace utf82macro "\226\134\145" "uparrow"
-let _ = Hashtbl.replace utf82macro "\226\132\183" "gimel"
-let _ = Hashtbl.replace utf82macro "\226\134\146" "to"
-let _ = Hashtbl.replace utf82macro "\226\132\184" "daleth"
-let _ = Hashtbl.replace utf82macro "\226\135\128" "RightVector"
-let _ = Hashtbl.replace utf82macro "\226\134\147" "downarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\148" "leftrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\129" "rightharpoondown"
-let _ = Hashtbl.replace utf82macro "\226\134\149" "updownarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\130" "RightDownVector"
-let _ = Hashtbl.replace utf82macro "\226\134\150" "nwarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\131" "LeftDownVector"
-let _ = Hashtbl.replace utf82macro "\226\135\132" "rlarr"
-let _ = Hashtbl.replace utf82macro "\226\134\151" "nearrow"
-let _ = Hashtbl.replace utf82macro "\226\135\133" "UpArrowDownArrow"
-let _ = Hashtbl.replace utf82macro "\226\134\152" "searrow"
-let _ = Hashtbl.replace utf82macro "\226\134\153" "swarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\134" "lrarr"
-let _ = Hashtbl.replace utf82macro "\226\134\154" "nleftarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\135" "llarr"
-let _ = Hashtbl.replace utf82macro "\226\135\136" "uuarr"
-let _ = Hashtbl.replace utf82macro "\226\134\155" "nrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\137" "rrarr"
-let _ = Hashtbl.replace utf82macro "\226\134\157" "rightsquigarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\138" "downdownarrows"
-let _ = Hashtbl.replace utf82macro "\226\135\139" "ReverseEquilibrium"
-let _ = Hashtbl.replace utf82macro "\226\134\158" "twoheadleftarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\159" "Uarr"
-let _ = Hashtbl.replace utf82macro "\226\135\140" "rlhar"
-let _ = Hashtbl.replace utf82macro "\226\134\160" "twoheadrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\141" "nvlArr"
-let _ = Hashtbl.replace utf82macro "\226\135\142" "nvHarr"
-let _ = Hashtbl.replace utf82macro "\226\134\161" "Darr"
-let _ = Hashtbl.replace utf82macro "\226\135\143" "nvrArr"
-let _ = Hashtbl.replace utf82macro "\226\134\162" "leftarrowtail"
-let _ = Hashtbl.replace utf82macro "\226\134\163" "rightarrowtail"
-let _ = Hashtbl.replace utf82macro "\226\135\144" "Leftarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\164" "mapstoleft"
-let _ = Hashtbl.replace utf82macro "\226\135\145" "Uparrow"
-let _ = Hashtbl.replace utf82macro "\226\134\165" "UpTeeArrow"
-let _ = Hashtbl.replace utf82macro "\226\135\146" "Longrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\166" "mapsto"
-let _ = Hashtbl.replace utf82macro "\226\136\128" "forall"
-let _ = Hashtbl.replace utf82macro "\226\135\147" "Downarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\167" "mapstodown"
-let _ = Hashtbl.replace utf82macro "\226\135\148" "Leftrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\136\129" "complement"
-let _ = Hashtbl.replace utf82macro "\226\136\130" "partial"
-let _ = Hashtbl.replace utf82macro "\226\135\149" "vArr"
-let _ = Hashtbl.replace utf82macro "\226\135\150" "nwArr"
-let _ = Hashtbl.replace utf82macro "\226\134\169" "hookleftarrow"
-let _ = Hashtbl.replace utf82macro "\226\136\131" "exists"
-let _ = Hashtbl.replace utf82macro "\226\136\132" "NotExists"
-let _ = Hashtbl.replace utf82macro "\226\135\151" "neArr"
-let _ = Hashtbl.replace utf82macro "\226\134\170" "hookrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\135\152" "seArr"
-let _ = Hashtbl.replace utf82macro "\226\134\171" "looparrowleft"
-let _ = Hashtbl.replace utf82macro "\226\136\133" "varnothing"
-let _ = Hashtbl.replace utf82macro "\226\135\153" "swArr"
-let _ = Hashtbl.replace utf82macro "\226\134\172" "rarrlp"
-let _ = Hashtbl.replace utf82macro "\226\135\154" "Lleftarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\173" "leftrightsquigarrow"
-let _ = Hashtbl.replace utf82macro "\226\136\135" "nabla"
-let _ = Hashtbl.replace utf82macro "\226\135\155" "Rrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\134\174" "nleftrightarrow"
-let _ = Hashtbl.replace utf82macro "\226\136\136" "in"
-let _ = Hashtbl.replace utf82macro "\226\136\137" "notin"
-let _ = Hashtbl.replace utf82macro "\226\135\157" "zigrarr"
-let _ = Hashtbl.replace utf82macro "\226\134\176" "Lsh"
-let _ = Hashtbl.replace utf82macro "\226\134\177" "Rsh"
-let _ = Hashtbl.replace utf82macro "\226\136\139" "owns"
-let _ = Hashtbl.replace utf82macro "\226\136\140" "NotReverseElement"
-let _ = Hashtbl.replace utf82macro "\226\134\178" "ldsh"
-let _ = Hashtbl.replace utf82macro "\226\134\179" "rdsh"
-let _ = Hashtbl.replace utf82macro "\226\136\143" "prod"
-let _ = Hashtbl.replace utf82macro "\226\134\182" "curvearrowleft"
-let _ = Hashtbl.replace utf82macro "\226\136\144" "coprod"
-let _ = Hashtbl.replace utf82macro "\226\136\145" "sum"
-let _ = Hashtbl.replace utf82macro "\226\135\164" "LeftArrowBar"
-let _ = Hashtbl.replace utf82macro "\226\134\183" "curvearrowright"
-let _ = Hashtbl.replace utf82macro "\226\135\165" "RightArrowBar"
-let _ = Hashtbl.replace utf82macro "\226\136\146" "minus"
-let _ = Hashtbl.replace utf82macro "\226\137\128" "wr"
-let _ = Hashtbl.replace utf82macro "\226\136\147" "mp"
-let _ = Hashtbl.replace utf82macro "\226\137\129" "nsim"
-let _ = Hashtbl.replace utf82macro "\226\136\148" "plusdo"
-let _ = Hashtbl.replace utf82macro "\226\134\186" "olarr"
-let _ = Hashtbl.replace utf82macro "\226\137\130" "esim"
-let _ = Hashtbl.replace utf82macro "\226\134\187" "orarr"
-let _ = Hashtbl.replace utf82macro "\226\137\131" "simeq"
-let _ = Hashtbl.replace utf82macro "\226\134\188" "lharu"
-let _ = Hashtbl.replace utf82macro "\226\136\150" "setminus"
-let _ = Hashtbl.replace utf82macro "\226\137\132" "nsimeq"
-let _ = Hashtbl.replace utf82macro "\226\136\151" "lowast"
-let _ = Hashtbl.replace utf82macro "\226\134\189" "lhard"
-let _ = Hashtbl.replace utf82macro "\226\134\190" "upharpoonright"
-let _ = Hashtbl.replace utf82macro "\226\137\133" "cong"
-let _ = Hashtbl.replace utf82macro "\226\136\152" "circ"
-let _ = Hashtbl.replace utf82macro "\226\137\134" "simne"
-let _ = Hashtbl.replace utf82macro "\226\134\191" "upharpoonleft"
-let _ = Hashtbl.replace utf82macro "\226\136\154" "Sqrt"
-let _ = Hashtbl.replace utf82macro "\226\137\135" "NotTildeFullEqual"
-let _ = Hashtbl.replace utf82macro "\226\137\136" "approx"
-let _ = Hashtbl.replace utf82macro "\226\137\137" "NotTildeTilde"
-let _ = Hashtbl.replace utf82macro "\226\136\157" "propto"
-let _ = Hashtbl.replace utf82macro "\226\137\138" "approxeq"
-let _ = Hashtbl.replace utf82macro "\226\136\158" "infty"
-let _ = Hashtbl.replace utf82macro "\226\137\139" "apid"
-let _ = Hashtbl.replace utf82macro "\226\137\140" "bcong"
-let _ = Hashtbl.replace utf82macro "\226\136\159" "angrt"
-let _ = Hashtbl.replace utf82macro "\226\137\141" "asymp"
-let _ = Hashtbl.replace utf82macro "\226\136\160" "angle"
-let _ = Hashtbl.replace utf82macro "\226\137\142" "HumpDownHump"
-let _ = Hashtbl.replace utf82macro "\226\136\161" "measuredangle"
-let _ = Hashtbl.replace utf82macro "\226\135\181" "duarr"
-let _ = Hashtbl.replace utf82macro "\226\137\143" "HumpEqual"
-let _ = Hashtbl.replace utf82macro "\226\136\162" "angsph"
-let _ = Hashtbl.replace utf82macro "\226\136\163" "divides"
-let _ = Hashtbl.replace utf82macro "\226\137\144" "doteq"
-let _ = Hashtbl.replace utf82macro "\226\136\164" "ndivides"
-let _ = Hashtbl.replace utf82macro "\226\137\145" "eDot"
-let _ = Hashtbl.replace utf82macro "\226\137\146" "fallingdotseq"
-let _ = Hashtbl.replace utf82macro "\226\136\165" "parallel"
-let _ = Hashtbl.replace utf82macro "\226\138\128" "nprec"
-let _ = Hashtbl.replace utf82macro "\226\136\166" "nparallel"
-let _ = Hashtbl.replace utf82macro "\226\137\147" "risingdotseq"
-let _ = Hashtbl.replace utf82macro "\226\138\129" "nsucc"
-let _ = Hashtbl.replace utf82macro "\226\137\148" "coloneq"
-let _ = Hashtbl.replace utf82macro "\226\136\167" "land"
-let _ = Hashtbl.replace utf82macro "\226\138\130" "subset"
-let _ = Hashtbl.replace utf82macro "\226\136\168" "lor"
-let _ = Hashtbl.replace utf82macro "\226\137\149" "eqcolon"
-let _ = Hashtbl.replace utf82macro "????;" "longleftarrow"
-let _ = Hashtbl.replace utf82macro "\226\138\131" "supset"
-let _ = Hashtbl.replace utf82macro "\226\137\150" "eqcirc"
-let _ = Hashtbl.replace utf82macro "\226\136\169" "cap"
-let _ = Hashtbl.replace utf82macro "\226\138\132" "vnsub"
-let _ = Hashtbl.replace utf82macro "\226\135\189" "loarr"
-let _ = Hashtbl.replace utf82macro "\226\136\170" "cup"
-let _ = Hashtbl.replace utf82macro "\226\137\151" "cire"
-let _ = Hashtbl.replace utf82macro "\226\135\190" "roarr"
-let _ = Hashtbl.replace utf82macro "\226\138\133" "vnsup"
-let _ = Hashtbl.replace utf82macro "\226\136\171" "int"
-let _ = Hashtbl.replace utf82macro "\226\137\153" "wedgeq"
-let _ = Hashtbl.replace utf82macro "\226\138\134" "subseteq"
-let _ = Hashtbl.replace utf82macro "\226\136\172" "Int"
-let _ = Hashtbl.replace utf82macro "\226\135\191" "hoarr"
-let _ = Hashtbl.replace utf82macro "\226\137\154" "veeeq"
-let _ = Hashtbl.replace utf82macro "\226\138\135" "supseteq"
-let _ = Hashtbl.replace utf82macro "\226\136\173" "tint"
-let _ = Hashtbl.replace utf82macro "\226\138\136" "nsubseteqq"
-let _ = Hashtbl.replace utf82macro "\226\137\155" "easter"
-let _ = Hashtbl.replace utf82macro "\226\136\174" "oint"
-let _ = Hashtbl.replace utf82macro "\226\137\156" "trie"
-let _ = Hashtbl.replace utf82macro "\226\138\137" "nsupseteqq"
-let _ = Hashtbl.replace utf82macro "\226\136\175" "DoubleContourIntegral"
-let _ = Hashtbl.replace utf82macro "\226\137\157" "def"
-let _ = Hashtbl.replace utf82macro "\226\138\138" "subsetneqq"
-let _ = Hashtbl.replace utf82macro "\226\136\176" "Cconint"
-let _ = Hashtbl.replace utf82macro "\226\138\139" "supsetneqq"
-let _ = Hashtbl.replace utf82macro "\226\136\177" "cwint"
-let _ = Hashtbl.replace utf82macro "\226\137\159" "questeq"
-let _ = Hashtbl.replace utf82macro "\226\136\178" "cwconint"
-let _ = Hashtbl.replace utf82macro "\226\137\160" "neq"
-let _ = Hashtbl.replace utf82macro "\226\138\141" "cupdot"
-let _ = Hashtbl.replace utf82macro "\226\136\179" "CounterClockwiseContourIntegral"
-let _ = Hashtbl.replace utf82macro "\226\136\180" "Therefore"
-let _ = Hashtbl.replace utf82macro "\226\137\161" "equiv"
-let _ = Hashtbl.replace utf82macro "\226\138\142" "uplus"
-let _ = Hashtbl.replace utf82macro "\226\138\143" "SquareSubset"
-let _ = Hashtbl.replace utf82macro "\226\137\162" "NotCongruent"
-let _ = Hashtbl.replace utf82macro "\226\136\181" "Because"
-let _ = Hashtbl.replace utf82macro "\226\138\144" "SquareSuperset"
-let _ = Hashtbl.replace utf82macro "\226\136\182" "ratio"
-let _ = Hashtbl.replace utf82macro "\226\138\145" "SquareSubsetEqual"
-let _ = Hashtbl.replace utf82macro "\226\137\164" "leq"
-let _ = Hashtbl.replace utf82macro "\226\136\183" "Proportion"
-let _ = Hashtbl.replace utf82macro "\226\138\146" "sqsupseteq"
-let _ = Hashtbl.replace utf82macro "\226\137\165" "geq"
-let _ = Hashtbl.replace utf82macro "\226\136\184" "minusd"
-let _ = Hashtbl.replace utf82macro "\226\138\147" "sqcap"
-let _ = Hashtbl.replace utf82macro "\226\137\166" "LessFullEqual"
-let _ = Hashtbl.replace utf82macro "\226\139\128" "bigwedge"
-let _ = Hashtbl.replace utf82macro "\226\136\186" "mDDot"
-let _ = Hashtbl.replace utf82macro "\226\137\167" "GreaterFullEqual"
-let _ = Hashtbl.replace utf82macro "\226\139\129" "bigvee"
-let _ = Hashtbl.replace utf82macro "\226\138\148" "sqcup"
-let _ = Hashtbl.replace utf82macro "\226\137\168" "lneqq"
-let _ = Hashtbl.replace utf82macro "\226\136\187" "homtht"
-let _ = Hashtbl.replace utf82macro "\226\138\149" "oplus"
-let _ = Hashtbl.replace utf82macro "\226\139\130" "bigcap"
-let _ = Hashtbl.replace utf82macro "\226\136\188" "sim"
-let _ = Hashtbl.replace utf82macro "\226\137\169" "gneqq"
-let _ = Hashtbl.replace utf82macro "\226\138\150" "ominus"
-let _ = Hashtbl.replace utf82macro "\226\139\131" "bigcup"
-let _ = Hashtbl.replace utf82macro "\226\137\170" "ll"
-let _ = Hashtbl.replace utf82macro "\226\139\132" "diamond"
-let _ = Hashtbl.replace utf82macro "\226\138\151" "otimes"
-let _ = Hashtbl.replace utf82macro "\226\136\189" "bsim"
-let _ = Hashtbl.replace utf82macro "\226\139\133" "sdot"
-let _ = Hashtbl.replace utf82macro "\226\138\152" "osol"
-let _ = Hashtbl.replace utf82macro "\226\136\130\204\184" "npart"
-let _ = Hashtbl.replace utf82macro "\226\136\190" "mstpos"
-let _ = Hashtbl.replace utf82macro "\226\137\171" "gg"
-let _ = Hashtbl.replace utf82macro "\226\139\134" "star"
-let _ = Hashtbl.replace utf82macro "\226\138\153" "odot"
-let _ = Hashtbl.replace utf82macro "\226\137\172" "twixt"
-let _ = Hashtbl.replace utf82macro "\226\136\191" "acd"
-let _ = Hashtbl.replace utf82macro "\226\137\173" "NotCupCap"
-let _ = Hashtbl.replace utf82macro "\226\139\135" "divonx"
-let _ = Hashtbl.replace utf82macro "\226\138\154" "ocir"
-let _ = Hashtbl.replace utf82macro "\226\137\174" "nvlt"
-let _ = Hashtbl.replace utf82macro "\226\138\155" "oast"
-let _ = Hashtbl.replace utf82macro "\226\139\136" "bowtie"
-let _ = Hashtbl.replace utf82macro "\226\137\175" "nvgt"
-let _ = Hashtbl.replace utf82macro "\226\139\137" "ltimes"
-let _ = Hashtbl.replace utf82macro "\226\139\138" "rtimes"
-let _ = Hashtbl.replace utf82macro "\226\137\176" "nleq"
-let _ = Hashtbl.replace utf82macro "\226\138\157" "odash"
-let _ = Hashtbl.replace utf82macro "\226\137\177" "ngeq"
-let _ = Hashtbl.replace utf82macro "\226\139\139" "lthree"
-let _ = Hashtbl.replace utf82macro "\226\138\158" "plusb"
-let _ = Hashtbl.replace utf82macro "\226\139\140" "rthree"
-let _ = Hashtbl.replace utf82macro "\226\137\178" "lsim"
-let _ = Hashtbl.replace utf82macro "\226\138\159" "minusb"
-let _ = Hashtbl.replace utf82macro "\226\137\179" "gtrsim"
-let _ = Hashtbl.replace utf82macro "\226\138\160" "timesb"
-let _ = Hashtbl.replace utf82macro "\226\139\141" "bsime"
-let _ = Hashtbl.replace utf82macro "\226\137\180" "NotLessTilde"
-let _ = Hashtbl.replace utf82macro "\226\138\161" "sdotb"
-let _ = Hashtbl.replace utf82macro "\226\139\142" "cuvee"
-let _ = Hashtbl.replace utf82macro "\226\138\162" "vdash"
-let _ = Hashtbl.replace utf82macro "\226\137\181" "NotGreaterTilde"
-let _ = Hashtbl.replace utf82macro "\226\139\143" "cuwed"
-let _ = Hashtbl.replace utf82macro "\226\139\144" "Subset"
-let _ = Hashtbl.replace utf82macro "\226\137\182" "lg"
-let _ = Hashtbl.replace utf82macro "\226\138\163" "dashv"
-let _ = Hashtbl.replace utf82macro "\226\139\145" "Supset"
-let _ = Hashtbl.replace utf82macro "\226\137\183" "gtrless"
-let _ = Hashtbl.replace utf82macro "\226\138\164" "top"
-let _ = Hashtbl.replace utf82macro "\226\137\184" "ntlg"
-let _ = Hashtbl.replace utf82macro "\226\139\146" "Cap"
-let _ = Hashtbl.replace utf82macro "\226\138\165" "perp"
-let _ = Hashtbl.replace utf82macro "\226\137\185" "ntgl"
-let _ = Hashtbl.replace utf82macro "\226\139\147" "Cup"
-let _ = Hashtbl.replace utf82macro "\226\137\186" "prec"
-let _ = Hashtbl.replace utf82macro "\226\138\167" "models"
-let _ = Hashtbl.replace utf82macro "\226\139\148" "pitchfork"
-let _ = Hashtbl.replace utf82macro "\226\137\187" "succ"
-let _ = Hashtbl.replace utf82macro "\226\139\149" "epar"
-let _ = Hashtbl.replace utf82macro "\226\138\168" "vDash"
-let _ = Hashtbl.replace utf82macro "\226\138\169" "Vdash"
-let _ = Hashtbl.replace utf82macro "\226\137\188" "PrecedesSlantEqual"
-let _ = Hashtbl.replace utf82macro "\226\139\150" "ltdot"
-let _ = Hashtbl.replace utf82macro "\226\138\170" "Vvdash"
-let _ = Hashtbl.replace utf82macro "\226\137\189" "succeq"
-let _ = Hashtbl.replace utf82macro "\226\139\151" "gtrdot"
-let _ = Hashtbl.replace utf82macro "\226\138\171" "VDash"
-let _ = Hashtbl.replace utf82macro "\226\137\190" "scE"
-let _ = Hashtbl.replace utf82macro "\226\139\152" "Ll"
-let _ = Hashtbl.replace utf82macro "\226\137\191" "succsim"
-let _ = Hashtbl.replace utf82macro "\226\138\172" "nvdash"
-let _ = Hashtbl.replace utf82macro "\226\139\153" "ggg"
-let _ = Hashtbl.replace utf82macro "\226\140\134" "doublebarwedge"
-let _ = Hashtbl.replace utf82macro "\226\138\173" "nvDash"
-let _ = Hashtbl.replace utf82macro "\226\139\154" "LessEqualGreater"
-let _ = Hashtbl.replace utf82macro "\226\138\174" "nVdash"
-let _ = Hashtbl.replace utf82macro "\226\140\136" "lceil"
-let _ = Hashtbl.replace utf82macro "\226\139\155" "gtreqqless"
-let _ = Hashtbl.replace utf82macro "\226\140\137" "rceil"
-let _ = Hashtbl.replace utf82macro "\226\138\175" "nVDash"
-let _ = Hashtbl.replace utf82macro "\226\139\156" "eqslantless"
-let _ = Hashtbl.replace utf82macro "\226\138\176" "prurel"
-let _ = Hashtbl.replace utf82macro "\226\140\138" "lfloor"
-let _ = Hashtbl.replace utf82macro "\226\139\157" "eqslantgtr"
-let _ = Hashtbl.replace utf82macro "\226\140\139" "rfloor"
-let _ = Hashtbl.replace utf82macro "\226\139\158" "curlyeqprec"
-let _ = Hashtbl.replace utf82macro "\226\138\178" "vltri"
-let _ = Hashtbl.replace utf82macro "\226\140\140" "drcrop"
-let _ = Hashtbl.replace utf82macro "\226\139\159" "curlyeqsucc"
-let _ = Hashtbl.replace utf82macro "\226\138\179" "vrtri"
-let _ = Hashtbl.replace utf82macro "\226\139\160" "nprcue"
-let _ = Hashtbl.replace utf82macro "\226\140\141" "dlcrop"
-let _ = Hashtbl.replace utf82macro "\226\140\142" "urcrop"
-let _ = Hashtbl.replace utf82macro "\226\139\161" "nsccue"
-let _ = Hashtbl.replace utf82macro "\226\138\180" "trianglelefteq"
-let _ = Hashtbl.replace utf82macro "\226\140\143" "ulcrop"
-let _ = Hashtbl.replace utf82macro "\226\138\181" "trianglerighteq"
-let _ = Hashtbl.replace utf82macro "\226\134\157\204\184" "nrarrw"
-let _ = Hashtbl.replace utf82macro "\226\139\162" "nsqsube"
-let _ = Hashtbl.replace utf82macro "\226\138\182" "origof"
-let _ = Hashtbl.replace utf82macro "\226\139\163" "nsqsupe"
-let _ = Hashtbl.replace utf82macro "\226\140\144" "bnot"
-let _ = Hashtbl.replace utf82macro "\226\138\183" "imof"
-let _ = Hashtbl.replace utf82macro "\226\140\146" "profline"
-let _ = Hashtbl.replace utf82macro "\226\138\184" "mumap"
-let _ = Hashtbl.replace utf82macro "\226\140\147" "profsurf"
-let _ = Hashtbl.replace utf82macro "\226\139\166" "lnsim"
-let _ = Hashtbl.replace utf82macro "\226\138\185" "hercon"
-let _ = Hashtbl.replace utf82macro "\226\138\186" "intercal"
-let _ = Hashtbl.replace utf82macro "\226\139\167" "gnsim"
-let _ = Hashtbl.replace utf82macro "\226\138\187" "veebar"
-let _ = Hashtbl.replace utf82macro "\226\140\149" "telrec"
-let _ = Hashtbl.replace utf82macro "\226\139\168" "prnsim"
-let _ = Hashtbl.replace utf82macro "\226\140\150" "target"
-let _ = Hashtbl.replace utf82macro "\226\139\169" "succnsim"
-let _ = Hashtbl.replace utf82macro "\226\138\188" "barwedge"
-let _ = Hashtbl.replace utf82macro "\226\139\170" "ntriangleleft"
-let _ = Hashtbl.replace utf82macro "\226\138\189" "barvee"
-let _ = Hashtbl.replace utf82macro "\226\138\190" "vangrt"
-let _ = Hashtbl.replace utf82macro "\226\139\171" "ntriangleright"
-let _ = Hashtbl.replace utf82macro "\226\139\172" "ntrianglelefteq"
-let _ = Hashtbl.replace utf82macro "\226\138\191" "lrtri"
-let _ = Hashtbl.replace utf82macro "\226\139\173" "ntrianglerighteq"
-let _ = Hashtbl.replace utf82macro "\226\139\174" "vdots"
-let _ = Hashtbl.replace utf82macro "\226\140\156" "ulcorner"
-let _ = Hashtbl.replace utf82macro "\226\139\175" "cdots"
-let _ = Hashtbl.replace utf82macro "\226\139\176" "utdot"
-let _ = Hashtbl.replace utf82macro "\226\140\157" "urcorner"
-let _ = Hashtbl.replace utf82macro "\226\139\177" "ddots"
-let _ = Hashtbl.replace utf82macro "\226\140\158" "llcorner"
-let _ = Hashtbl.replace utf82macro "\226\140\159" "lrcorner"
-let _ = Hashtbl.replace utf82macro "\226\139\178" "disin"
-let _ = Hashtbl.replace utf82macro "\226\139\179" "isinsv"
-let _ = Hashtbl.replace utf82macro "\226\139\180" "isins"
-let _ = Hashtbl.replace utf82macro "\226\139\181" "isindot"
-let _ = Hashtbl.replace utf82macro "\226\140\162" "frown"
-let _ = Hashtbl.replace utf82macro "\226\140\163" "smile"
-let _ = Hashtbl.replace utf82macro "\226\139\182" "notinvc"
-let _ = Hashtbl.replace utf82macro "\226\139\183" "notinvb"
-let _ = Hashtbl.replace utf82macro "\226\139\185" "isinE"
-let _ = Hashtbl.replace utf82macro "\226\139\186" "nisd"
-let _ = Hashtbl.replace utf82macro "\226\139\187" "xnis"
-let _ = Hashtbl.replace utf82macro "\226\139\188" "nis"
-let _ = Hashtbl.replace utf82macro "\226\140\169" "langle"
-let _ = Hashtbl.replace utf82macro "\226\140\170" "rangle"
-let _ = Hashtbl.replace utf82macro "\226\139\189" "notnivc"
-let _ = Hashtbl.replace utf82macro "\226\139\190" "notnivb"
-let _ = Hashtbl.replace utf82macro "\226\140\173" "cylcty"
-let _ = Hashtbl.replace utf82macro "\226\140\174" "profalar"
-let _ = Hashtbl.replace utf82macro "\226\166\157\239\184\128" "angrtvb"
-let _ = Hashtbl.replace utf82macro "\226\140\182" "topbot"
-let _ = Hashtbl.replace utf82macro "\226\140\189" "ovbar"
-let _ = Hashtbl.replace utf82macro "\226\140\191" "solbar"
-let _ = Hashtbl.replace utf82macro "\226\141\188" "angzarr"
-let _ = Hashtbl.replace utf82macro "\226\139\173\204\184" "nvrtrie"
-let _ = Hashtbl.replace utf82macro "\226\142\176" "lmoustache"
-let _ = Hashtbl.replace utf82macro "\226\142\177" "rmoustache"
-let _ = Hashtbl.replace utf82macro "\226\142\180" "tbrk"
-let _ = Hashtbl.replace utf82macro "\226\142\181" "UnderBracket"
-let _ = Hashtbl.replace utf82macro "\226\137\139\204\184" "napid"
-let _ = Hashtbl.replace utf82macro "\226\144\163" "blank"
-let _ = Hashtbl.replace utf82macro "\226\138\131/" "suphsol"
-let _ = Hashtbl.replace utf82macro "\226\146\162\204\184" "NotNestedGreaterGreater"
-let _ = Hashtbl.replace utf82macro "\226\147\136" "oS"
-let _ = Hashtbl.replace utf82macro "\227\128\138" "Lang"
-let _ = Hashtbl.replace utf82macro "\227\128\139" "Rang"
-let _ = Hashtbl.replace utf82macro "\226\148\128" "HorizontalLine"
-let _ = Hashtbl.replace utf82macro "\226\136\166\239\184\128" "nspar"
-let _ = Hashtbl.replace utf82macro "\227\128\148" "lbbrk"
-let _ = Hashtbl.replace utf82macro "\227\128\149" "rbbrk"
-let _ = Hashtbl.replace utf82macro "\226\148\130" "boxv"
-let _ = Hashtbl.replace utf82macro "\227\128\152" "lopar"
-let _ = Hashtbl.replace utf82macro "\227\128\153" "ropar"
-let _ = Hashtbl.replace utf82macro "\227\128\154" "lobrk"
-let _ = Hashtbl.replace utf82macro "\227\128\155" "robrk"
-let _ = Hashtbl.replace utf82macro "\226\148\140" "boxdr"
-let _ = Hashtbl.replace utf82macro "\226\148\144" "boxdl"
-let _ = Hashtbl.replace utf82macro "\226\148\148" "boxur"
-let _ = Hashtbl.replace utf82macro "\226\148\152" "boxul"
-let _ = Hashtbl.replace utf82macro "\226\148\156" "boxvr"
-let _ = Hashtbl.replace utf82macro "\226\149\144" "boxH"
-let _ = Hashtbl.replace utf82macro "\226\148\164" "boxvl"
-let _ = Hashtbl.replace utf82macro "\226\149\145" "boxV"
-let _ = Hashtbl.replace utf82macro "\226\149\146" "boxdR"
-let _ = Hashtbl.replace utf82macro "\226\150\128" "uhblk"
-let _ = Hashtbl.replace utf82macro "\226\149\147" "boxDr"
-let _ = Hashtbl.replace utf82macro "\226\149\148" "boxDR"
-let _ = Hashtbl.replace utf82macro "\226\137\168\239\184\128" "lvnE"
-let _ = Hashtbl.replace utf82macro "\226\149\149" "boxdL"
-let _ = Hashtbl.replace utf82macro "\226\149\150" "boxDl"
-let _ = Hashtbl.replace utf82macro "\226\150\132" "lhblk"
-let _ = Hashtbl.replace utf82macro "\226\149\151" "boxDL"
-let _ = Hashtbl.replace utf82macro "\226\149\152" "boxuR"
-let _ = Hashtbl.replace utf82macro "\226\149\153" "boxUr"
-let _ = Hashtbl.replace utf82macro "\226\148\172" "boxhd"
-let _ = Hashtbl.replace utf82macro "\226\149\154" "boxUR"
-let _ = Hashtbl.replace utf82macro "\226\149\155" "boxuL"
-let _ = Hashtbl.replace utf82macro "\226\150\136" "block"
-let _ = Hashtbl.replace utf82macro "\226\149\156" "boxUl"
-let _ = Hashtbl.replace utf82macro "\226\149\157" "boxUL"
-let _ = Hashtbl.replace utf82macro "\226\149\158" "boxvR"
-let _ = Hashtbl.replace utf82macro "\226\149\159" "boxVr"
-let _ = Hashtbl.replace utf82macro "\226\149\160" "boxVR"
-let _ = Hashtbl.replace utf82macro "\226\149\161" "boxvL"
-let _ = Hashtbl.replace utf82macro "\226\148\180" "boxhu"
-let _ = Hashtbl.replace utf82macro "\226\149\162" "boxVl"
-let _ = Hashtbl.replace utf82macro "\226\149\163" "boxVL"
-let _ = Hashtbl.replace utf82macro "\226\149\164" "boxHd"
-let _ = Hashtbl.replace utf82macro "\226\150\145" "blk14"
-let _ = Hashtbl.replace utf82macro "\226\149\165" "boxhD"
-let _ = Hashtbl.replace utf82macro "\226\150\146" "blk12"
-let _ = Hashtbl.replace utf82macro "\226\149\166" "boxHD"
-let _ = Hashtbl.replace utf82macro "\226\150\147" "blk34"
-let _ = Hashtbl.replace utf82macro "\226\149\167" "boxHu"
-let _ = Hashtbl.replace utf82macro "\226\149\168" "boxhU"
-let _ = Hashtbl.replace utf82macro "\226\151\130" "ltrif"
-let _ = Hashtbl.replace utf82macro "\226\151\131" "triangleleft"
-let _ = Hashtbl.replace utf82macro "\226\148\188" "boxvh"
-let _ = Hashtbl.replace utf82macro "\226\149\169" "boxHU"
-let _ = Hashtbl.replace utf82macro "\226\149\170" "boxvH"
-let _ = Hashtbl.replace utf82macro "\226\149\171" "boxVh"
-let _ = Hashtbl.replace utf82macro "\226\149\172" "boxVH"
-let _ = Hashtbl.replace utf82macro "\226\151\138" "lozenge"
-let _ = Hashtbl.replace utf82macro "\226\151\139" "cir"
-let _ = Hashtbl.replace utf82macro "\226\170\172\239\184\128" "smtes"
-let _ = Hashtbl.replace utf82macro "\226\150\161" "Square"
-let _ = Hashtbl.replace utf82macro "\226\140\132\239\184\128" "ShortDownArrow"
-let _ = Hashtbl.replace utf82macro "\226\150\170" "squf"
-let _ = Hashtbl.replace utf82macro "\226\152\133" "starf"
-let _ = Hashtbl.replace utf82macro "\226\150\173" "rect"
-let _ = Hashtbl.replace utf82macro "\226\150\174" "marker"
-let _ = Hashtbl.replace utf82macro "\226\150\179" "bigtriangleup"
-let _ = Hashtbl.replace utf82macro "\226\152\142" "phone"
-let _ = Hashtbl.replace utf82macro "\226\150\180" "utrif"
-let _ = Hashtbl.replace utf82macro "\226\150\181" "triangle"
-let _ = Hashtbl.replace utf82macro "\226\150\184" "rtrif"
-let _ = Hashtbl.replace utf82macro "\226\150\185" "triangleright"
-let _ = Hashtbl.replace utf82macro "\226\153\128" "female"
-let _ = Hashtbl.replace utf82macro "\226\153\130" "male"
-let _ = Hashtbl.replace utf82macro "\226\150\189" "bigtriangledown"
-let _ = Hashtbl.replace utf82macro "\226\150\190" "dtrif"
-let _ = Hashtbl.replace utf82macro "\226\151\172" "tridot"
-let _ = Hashtbl.replace utf82macro "\226\128\137\226\128\138\226\128\138" "ThickSpace"
-let _ = Hashtbl.replace utf82macro "\226\150\191" "triangledown"
-let _ = Hashtbl.replace utf82macro "\226\151\175" "bigcirc"
-let _ = Hashtbl.replace utf82macro "\226\137\177\226\131\165" "NotGreaterEqual"
-let _ = Hashtbl.replace utf82macro "\226\151\184" "ultri"
-let _ = Hashtbl.replace utf82macro "=\226\131\165" "bne"
-let _ = Hashtbl.replace utf82macro "\226\151\185" "urtri"
-let _ = Hashtbl.replace utf82macro "\226\151\186" "lltri"
-let _ = Hashtbl.replace utf82macro "\226\151\189" "EmptySmallSquare"
-let _ = Hashtbl.replace utf82macro "\226\151\190" "FilledSmallSquare"
-let _ = Hashtbl.replace utf82macro "\226\153\160" "spadesuit"
-let _ = Hashtbl.replace utf82macro "\226\153\161" "heartsuit"
-let _ = Hashtbl.replace utf82macro "\226\153\162" "diamondsuit"
-let _ = Hashtbl.replace utf82macro "\226\153\163" "clubsuit"
-let _ = Hashtbl.replace utf82macro "\226\153\166" "diams"
-let _ = Hashtbl.replace utf82macro "ker" "ker"
-let _ = Hashtbl.replace utf82macro "\226\153\170" "sung"
-let _ = Hashtbl.replace utf82macro "\226\153\173" "flat"
-let _ = Hashtbl.replace utf82macro "\226\153\174" "natural"
-let _ = Hashtbl.replace utf82macro "\226\153\175" "sharp"
-let _ = Hashtbl.replace utf82macro "\226\156\147" "checkmark"
-let _ = Hashtbl.replace utf82macro "\226\156\151" "cross"
-let _ = Hashtbl.replace utf82macro "\226\134\146\239\184\128" "srarr"
-let _ = Hashtbl.replace utf82macro "\226\156\160" "maltese"
-let _ = Hashtbl.replace utf82macro "\226\157\152" "VerticalSeparator"
-let _ = Hashtbl.replace utf82macro "\226\156\182" "sext"
-let _ = Hashtbl.replace utf82macro "\226\138\143\204\184" "NotSquareSubset"
-let _ = Hashtbl.replace utf82macro "\226\136\150\239\184\128" "ssetmn"
-let _ = Hashtbl.replace utf82macro "\226\136\164\239\184\128" "nsmid"
-let _ = Hashtbl.replace utf82macro "\226\164\133" "Map"
-let _ = Hashtbl.replace utf82macro "\226\164\140" "lbarr"
-let _ = Hashtbl.replace utf82macro "\226\164\141" "rbarr"
-let _ = Hashtbl.replace utf82macro "\226\164\142" "lBarr"
-let _ = Hashtbl.replace utf82macro "\226\164\143" "rBarr"
-let _ = Hashtbl.replace utf82macro "\226\164\144" "RBarr"
-let _ = Hashtbl.replace utf82macro "\226\164\145" "DDotrahd"
-let _ = Hashtbl.replace utf82macro "\226\164\146" "UpArrowBar"
-let _ = Hashtbl.replace utf82macro "\226\138\147\239\184\128" "sqcaps"
-let _ = Hashtbl.replace utf82macro "\226\164\147" "DownArrowBar"
-let _ = Hashtbl.replace utf82macro "\226\164\150" "Rarrtl"
-let _ = Hashtbl.replace utf82macro "exp" "exp"
-let _ = Hashtbl.replace utf82macro "\226\165\133" "rarrpl"
-let _ = Hashtbl.replace utf82macro "tanh" "tanh"
-let _ = Hashtbl.replace utf82macro "\226\164\153" "latail"
-let _ = Hashtbl.replace utf82macro "\226\164\155" "lAtail"
-let _ = Hashtbl.replace utf82macro "\226\165\136" "harrcir"
-let _ = Hashtbl.replace utf82macro "arcsin" "arcsin"
-let _ = Hashtbl.replace utf82macro "\226\165\137" "Uarrocir"
-let _ = Hashtbl.replace utf82macro "\226\164\156" "rAtail"
-let _ = Hashtbl.replace utf82macro "\226\137\129\204\184" "nvsim"
-let _ = Hashtbl.replace utf82macro "\226\165\138" "lurdshar"
-let _ = Hashtbl.replace utf82macro "\226\164\157" "larrfs"
-let _ = Hashtbl.replace utf82macro "\226\164\158" "rarrfs"
-let _ = Hashtbl.replace utf82macro "\226\165\139" "ldrushar"
-let _ = Hashtbl.replace utf82macro "\226\164\159" "larrbfs"
-let _ = Hashtbl.replace utf82macro "\226\164\160" "rarrbfs"
-let _ = Hashtbl.replace utf82macro "\226\165\142" "LeftRightVector"
-let _ = Hashtbl.replace utf82macro "\226\165\143" "RightUpDownVector"
-let _ = Hashtbl.replace utf82macro "\226\164\163" "nwarhk"
-let _ = Hashtbl.replace utf82macro "\226\165\144" "DownLeftRightVector"
-let _ = Hashtbl.replace utf82macro "\226\164\164" "nearhk"
-let _ = Hashtbl.replace utf82macro "\226\165\145" "LeftUpDownVector"
-let _ = Hashtbl.replace utf82macro "\226\165\146" "LeftVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\164\165" "searhk"
-let _ = Hashtbl.replace utf82macro "\226\165\147" "RightVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\164\166" "swarhk"
-let _ = Hashtbl.replace utf82macro "\226\165\148" "RightUpVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\164\167" "nwnear"
-let _ = Hashtbl.replace utf82macro "\226\165\149" "RightDownVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\164\168" "toea"
-let _ = Hashtbl.replace utf82macro "\226\164\169" "tosa"
-let _ = Hashtbl.replace utf82macro "\226\165\150" "DownLeftVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\164\170" "swnwar"
-let _ = Hashtbl.replace utf82macro "\226\165\151" "DownRightVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\165\152" "LeftUpVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\165\153" "LeftDownVectorBar"
-let _ = Hashtbl.replace utf82macro "\226\165\154" "LeftTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\165\155" "RightTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\165\156" "RightUpTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\165\157" "RightDownTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\139\152\204\184" "nLl"
-let _ = Hashtbl.replace utf82macro "\226\166\139" "lbrke"
-let _ = Hashtbl.replace utf82macro "\226\165\158" "DownLeftTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\166\140" "rbrke"
-let _ = Hashtbl.replace utf82macro "\226\165\159" "DownRightTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\164\179" "rarrc"
-let _ = Hashtbl.replace utf82macro "\226\165\160" "LeftUpTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\166\141" "lbrkslu"
-let _ = Hashtbl.replace utf82macro "\226\166\142" "rbrksld"
-let _ = Hashtbl.replace utf82macro "\226\165\161" "LeftDownTeeVector"
-let _ = Hashtbl.replace utf82macro "\226\165\162" "lHar"
-let _ = Hashtbl.replace utf82macro "\226\166\143" "lbrksld"
-let _ = Hashtbl.replace utf82macro "\226\164\181" "cudarrr"
-let _ = Hashtbl.replace utf82macro "sinh" "sinh"
-let _ = Hashtbl.replace utf82macro "\226\165\163" "uHar"
-let _ = Hashtbl.replace utf82macro "\226\166\144" "rbrkslu"
-let _ = Hashtbl.replace utf82macro "\226\164\182" "ldca"
-let _ = Hashtbl.replace utf82macro "\226\165\164" "rHar"
-let _ = Hashtbl.replace utf82macro "\226\164\183" "rdca"
-let _ = Hashtbl.replace utf82macro "\226\166\145" "langd"
-let _ = Hashtbl.replace utf82macro "\226\166\146" "rangd"
-let _ = Hashtbl.replace utf82macro "\226\165\165" "dHar"
-let _ = Hashtbl.replace utf82macro "\226\164\184" "cudarrl"
-let _ = Hashtbl.replace utf82macro "\226\167\128" "olt"
-let _ = Hashtbl.replace utf82macro "\226\136\137\204\184" "notinva"
-let _ = Hashtbl.replace utf82macro "\226\165\166" "luruhar"
-let _ = Hashtbl.replace utf82macro "\226\166\147" "lparlt"
-let _ = Hashtbl.replace utf82macro "\226\164\185" "larrpl"
-let _ = Hashtbl.replace utf82macro "\226\166\148" "rpargt"
-let _ = Hashtbl.replace utf82macro "\226\167\129" "ogt"
-let _ = Hashtbl.replace utf82macro "\226\165\167" "ldrdhar"
-let _ = Hashtbl.replace utf82macro "\226\165\168" "ruluhar"
-let _ = Hashtbl.replace utf82macro "\226\166\149" "gtlPar"
-let _ = Hashtbl.replace utf82macro "\226\167\130" "cirscir"
-let _ = Hashtbl.replace utf82macro "\226\165\169" "rdldhar"
-let _ = Hashtbl.replace utf82macro "\226\166\150" "ltrPar"
-let _ = Hashtbl.replace utf82macro "\226\164\188" "curarrm"
-let _ = Hashtbl.replace utf82macro "\226\167\131" "cirE"
-let _ = Hashtbl.replace utf82macro "\226\137\161\226\131\165" "bnequiv"
-let _ = Hashtbl.replace utf82macro "\226\167\132" "solb"
-let _ = Hashtbl.replace utf82macro "\226\165\170" "lharul"
-let _ = Hashtbl.replace utf82macro "\226\164\189" "cularrp"
-let _ = Hashtbl.replace utf82macro "\226\165\171" "llhard"
-let _ = Hashtbl.replace utf82macro "\226\167\133" "bsolb"
-let _ = Hashtbl.replace utf82macro "\226\165\172" "rharul"
-let _ = Hashtbl.replace utf82macro "\226\166\154" "vzigzag"
-let _ = Hashtbl.replace utf82macro "\226\165\173" "lrhard"
-let _ = Hashtbl.replace utf82macro "\226\165\174" "UpEquilibrium"
-let _ = Hashtbl.replace utf82macro "\226\165\175" "ReverseUpEquilibrium"
-let _ = Hashtbl.replace utf82macro "\226\167\137" "boxbox"
-let _ = Hashtbl.replace utf82macro "\226\165\176" "RoundImplies"
-let _ = Hashtbl.replace utf82macro "\226\166\157" "angrtvbd"
-let _ = Hashtbl.replace utf82macro "\226\165\177" "erarr"
-let _ = Hashtbl.replace utf82macro "\226\165\178" "simrarr"
-let _ = Hashtbl.replace utf82macro "\226\167\141" "trisb"
-let _ = Hashtbl.replace utf82macro "\226\165\179" "larrsim"
-let _ = Hashtbl.replace utf82macro "\226\167\142" "rtriltri"
-let _ = Hashtbl.replace utf82macro "\226\165\180" "rarrsim"
-let _ = Hashtbl.replace utf82macro "\226\165\181" "rarrap"
-let _ = Hashtbl.replace utf82macro "\226\167\143" "LeftTriangleBar"
-let _ = Hashtbl.replace utf82macro "\226\167\144" "RightTriangleBar"
-let _ = Hashtbl.replace utf82macro "\226\165\182" "ltlarr"
-let _ = Hashtbl.replace utf82macro "\226\166\164" "ange"
-let _ = Hashtbl.replace utf82macro "\226\166\165" "range"
-let _ = Hashtbl.replace utf82macro "\226\165\184" "gtrarr"
-let _ = Hashtbl.replace utf82macro "\226\165\185" "subrarr"
-let _ = Hashtbl.replace utf82macro "\226\166\166" "dwangle"
-let _ = Hashtbl.replace utf82macro "\226\166\167" "uwangle"
-let _ = Hashtbl.replace utf82macro "\226\165\187" "suplarr"
-let _ = Hashtbl.replace utf82macro "\226\166\168" "angmsdaa"
-let _ = Hashtbl.replace utf82macro "\226\165\188" "lfisht"
-let _ = Hashtbl.replace utf82macro "\226\166\169" "angmsdab"
-let _ = Hashtbl.replace utf82macro "\226\165\189" "rfisht"
-let _ = Hashtbl.replace utf82macro "\226\166\170" "angmsdac"
-let _ = Hashtbl.replace utf82macro "\226\165\190" "ufisht"
-let _ = Hashtbl.replace utf82macro "\226\166\171" "angmsdad"
-let _ = Hashtbl.replace utf82macro "\226\165\191" "dfisht"
-let _ = Hashtbl.replace utf82macro "\226\166\172" "angmsdae"
-let _ = Hashtbl.replace utf82macro "\226\167\154" "race"
-let _ = Hashtbl.replace utf82macro "\226\166\173" "angmsdaf"
-let _ = Hashtbl.replace utf82macro "\226\166\174" "angmsdag"
-let _ = Hashtbl.replace utf82macro "\226\167\155" "acE"
-let _ = Hashtbl.replace utf82macro "\226\167\156" "iinfin"
-let _ = Hashtbl.replace utf82macro "\226\166\175" "angmsdah"
-let _ = Hashtbl.replace utf82macro "\226\166\176" "bemptyv"
-let _ = Hashtbl.replace utf82macro "\226\167\158" "nvinfin"
-let _ = Hashtbl.replace utf82macro "\226\166\177" "demptyv"
-let _ = Hashtbl.replace utf82macro "\226\168\140" "qint"
-let _ = Hashtbl.replace utf82macro "\226\166\178" "cemptyv"
-let _ = Hashtbl.replace utf82macro "\226\166\179" "raemptyv"
-let _ = Hashtbl.replace utf82macro "\226\168\141" "fpartint"
-let _ = Hashtbl.replace utf82macro "\226\166\180" "laemptyv"
-let _ = Hashtbl.replace utf82macro "\226\166\181" "ohbar"
-let _ = Hashtbl.replace utf82macro "\226\166\182" "omid"
-let _ = Hashtbl.replace utf82macro "\226\167\163" "eparsl"
-let _ = Hashtbl.replace utf82macro "\226\168\144" "cirfnint"
-let _ = Hashtbl.replace utf82macro "\226\167\164" "smeparsl"
-let _ = Hashtbl.replace utf82macro "\226\166\183" "opar"
-let _ = Hashtbl.replace utf82macro "\226\168\145" "awint"
-let _ = Hashtbl.replace utf82macro "\226\168\146" "rppolint"
-let _ = Hashtbl.replace utf82macro "\226\167\165" "eqvparsl"
-let _ = Hashtbl.replace utf82macro "\226\168\147" "scpolint"
-let _ = Hashtbl.replace utf82macro "\226\166\185" "operp"
-let _ = Hashtbl.replace utf82macro "\226\169\128" "capdot"
-let _ = Hashtbl.replace utf82macro "\226\168\148" "npolint"
-let _ = Hashtbl.replace utf82macro "\226\168\149" "pointint"
-let _ = Hashtbl.replace utf82macro "\226\166\187" "olcross"
-let _ = Hashtbl.replace utf82macro "\226\169\130" "ncup"
-let _ = Hashtbl.replace utf82macro "\226\168\150" "quatint"
-let _ = Hashtbl.replace utf82macro "\226\166\188" "odsold"
-let _ = Hashtbl.replace utf82macro "\226\169\131" "ncap"
-let _ = Hashtbl.replace utf82macro "\226\168\151" "intlarhk"
-let _ = Hashtbl.replace utf82macro "\226\169\132" "capand"
-let _ = Hashtbl.replace utf82macro "\226\166\190" "olcir"
-let _ = Hashtbl.replace utf82macro "\226\169\133" "cupor"
-let _ = Hashtbl.replace utf82macro "\226\167\171" "lozf"
-let _ = Hashtbl.replace utf82macro "\226\166\191" "ofcir"
-let _ = Hashtbl.replace utf82macro "\226\169\134" "cupcap"
-let _ = Hashtbl.replace utf82macro "\226\169\135" "capcup"
-let _ = Hashtbl.replace utf82macro "\226\169\136" "cupbrcap"
-let _ = Hashtbl.replace utf82macro "\226\169\137" "capbrcup"
-let _ = Hashtbl.replace utf82macro "\226\169\138" "cupcup"
-let _ = Hashtbl.replace utf82macro "\226\169\139" "capcap"
-let _ = Hashtbl.replace utf82macro "\226\169\140" "ccups"
-let _ = Hashtbl.replace utf82macro "\226\169\141" "ccaps"
-let _ = Hashtbl.replace utf82macro "\226\167\180" "RuleDelayed"
-let _ = Hashtbl.replace utf82macro "\226\168\162" "pluscir"
-let _ = Hashtbl.replace utf82macro "\226\168\163" "plusacir"
-let _ = Hashtbl.replace utf82macro "\226\167\182" "dsol"
-let _ = Hashtbl.replace utf82macro "\226\169\144" "ccupssm"
-let _ = Hashtbl.replace utf82macro "\226\168\164" "simplus"
-let _ = Hashtbl.replace utf82macro "\226\168\165" "plusdu"
-let _ = Hashtbl.replace utf82macro "\226\168\166" "plussim"
-let _ = Hashtbl.replace utf82macro "\226\170\128" "gesdot"
-let _ = Hashtbl.replace utf82macro "\226\169\147" "And"
-let _ = Hashtbl.replace utf82macro "\226\168\167" "plustwo"
-let _ = Hashtbl.replace utf82macro "\226\169\148" "Or"
-let _ = Hashtbl.replace utf82macro "\226\170\129" "lesdoto"
-let _ = Hashtbl.replace utf82macro "\226\170\130" "gesdoto"
-let _ = Hashtbl.replace utf82macro "\226\169\149" "andand"
-let _ = Hashtbl.replace utf82macro "\226\169\150" "oror"
-let _ = Hashtbl.replace utf82macro "\226\168\169" "mcomma"
-let _ = Hashtbl.replace utf82macro "\226\170\131" "lesdotor"
-let _ = Hashtbl.replace utf82macro "\226\169\151" "orslope"
-let _ = Hashtbl.replace utf82macro "\226\168\170" "minusdu"
-let _ = Hashtbl.replace utf82macro "\226\170\132" "gesdotol"
-let _ = Hashtbl.replace utf82macro "\226\169\152" "andslope"
-let _ = Hashtbl.replace utf82macro "\226\168\173" "loplus"
-let _ = Hashtbl.replace utf82macro "\226\169\154" "andv"
-let _ = Hashtbl.replace utf82macro "\226\168\174" "roplus"
-let _ = Hashtbl.replace utf82macro "\226\169\155" "orv"
-let _ = Hashtbl.replace utf82macro "\226\170\137" "lnapprox"
-let _ = Hashtbl.replace utf82macro "\226\168\175" "Cross"
-let _ = Hashtbl.replace utf82macro "\226\169\156" "andd"
-let _ = Hashtbl.replace utf82macro "\226\168\176" "timesd"
-let _ = Hashtbl.replace utf82macro "\226\169\157" "ord"
-let _ = Hashtbl.replace utf82macro "\226\170\138" "gnapprox"
-let _ = Hashtbl.replace utf82macro "\226\168\177" "timesbar"
-let _ = Hashtbl.replace utf82macro "\226\169\159" "wedbar"
-let _ = Hashtbl.replace utf82macro "\226\168\179" "smashp"
-let _ = Hashtbl.replace utf82macro "\226\170\141" "lsime"
-let _ = Hashtbl.replace utf82macro "j\239\184\128" "jmath"
-let _ = Hashtbl.replace utf82macro "\226\168\180" "lotimes"
-let _ = Hashtbl.replace utf82macro "\226\170\142" "gsime"
-let _ = Hashtbl.replace utf82macro "\226\168\181" "rotimes"
-let _ = Hashtbl.replace utf82macro "\226\170\143" "lsimg"
-let _ = Hashtbl.replace utf82macro "\226\168\182" "otimesas"
-let _ = Hashtbl.replace utf82macro "\226\170\144" "gsiml"
-let _ = Hashtbl.replace utf82macro "\226\168\183" "Otimes"
-let _ = Hashtbl.replace utf82macro "\226\170\145" "lgE"
-let _ = Hashtbl.replace utf82macro "\226\168\184" "odiv"
-let _ = Hashtbl.replace utf82macro "\226\170\146" "glE"
-let _ = Hashtbl.replace utf82macro "\226\168\185" "triplus"
-let _ = Hashtbl.replace utf82macro "\226\171\128" "supplus"
-let _ = Hashtbl.replace utf82macro "\226\169\166" "sdote"
-let _ = Hashtbl.replace utf82macro "\226\170\147" "lesges"
-let _ = Hashtbl.replace utf82macro "\226\168\186" "triminus"
-let _ = Hashtbl.replace utf82macro "\226\171\129" "submult"
-let _ = Hashtbl.replace utf82macro "\226\170\148" "gesles"
-let _ = Hashtbl.replace utf82macro "\226\168\187" "tritime"
-let _ = Hashtbl.replace utf82macro "\226\171\130" "supmult"
-let _ = Hashtbl.replace utf82macro "\226\171\131" "subedot"
-let _ = Hashtbl.replace utf82macro "\226\168\188" "iprod"
-let _ = Hashtbl.replace utf82macro "\226\171\132" "supedot"
-let _ = Hashtbl.replace utf82macro "\226\169\170" "simdot"
-let _ = Hashtbl.replace utf82macro "\226\170\151" "elsdot"
-let _ = Hashtbl.replace utf82macro "\226\170\152" "egsdot"
-let _ = Hashtbl.replace utf82macro "\226\170\153" "el"
-let _ = Hashtbl.replace utf82macro "\226\168\191" "amalg"
-let _ = Hashtbl.replace utf82macro "\226\171\135" "subsim"
-let _ = Hashtbl.replace utf82macro "\226\170\154" "eg"
-let _ = Hashtbl.replace utf82macro "\226\169\173" "congdot"
-let _ = Hashtbl.replace utf82macro "\226\171\136" "supsim"
-let _ = Hashtbl.replace utf82macro "\226\169\175" "apacir"
-let _ = Hashtbl.replace utf82macro "\226\170\157" "siml"
-let _ = Hashtbl.replace utf82macro "\226\170\158" "simg"
-let _ = Hashtbl.replace utf82macro "\226\169\177" "eplus"
-let _ = Hashtbl.replace utf82macro "\226\170\159" "simlE"
-let _ = Hashtbl.replace utf82macro "\226\169\178" "pluse"
-let _ = Hashtbl.replace utf82macro "\226\170\160" "simgE"
-let _ = Hashtbl.replace utf82macro "\226\169\179" "Esim"
-let _ = Hashtbl.replace utf82macro "\226\170\161" "LessLess"
-let _ = Hashtbl.replace utf82macro "\226\169\180" "Colone"
-let _ = Hashtbl.replace utf82macro "\226\170\162" "GreaterGreater"
-let _ = Hashtbl.replace utf82macro "\226\169\181" "Equal"
-let _ = Hashtbl.replace utf82macro "\226\171\143" "csub"
-let _ = Hashtbl.replace utf82macro "\226\171\144" "csup"
-let _ = Hashtbl.replace utf82macro "\226\170\164" "glj"
-let _ = Hashtbl.replace utf82macro "\226\169\183" "eDDot"
-let _ = Hashtbl.replace utf82macro "\226\171\145" "csube"
-let _ = Hashtbl.replace utf82macro "\226\170\165" "gla"
-let _ = Hashtbl.replace utf82macro "\226\169\184" "equivDD"
-let _ = Hashtbl.replace utf82macro "\226\171\146" "csupe"
-let _ = Hashtbl.replace utf82macro "\226\171\147" "subsup"
-let _ = Hashtbl.replace utf82macro "\226\169\185" "ltcir"
-let _ = Hashtbl.replace utf82macro "\226\170\166" "ltcc"
-let _ = Hashtbl.replace utf82macro "\226\171\148" "supsub"
-let _ = Hashtbl.replace utf82macro "\226\169\186" "gtcir"
-let _ = Hashtbl.replace utf82macro "\226\170\167" "gtcc"
-let _ = Hashtbl.replace utf82macro "\226\171\149" "subsub"
-let _ = Hashtbl.replace utf82macro "\226\169\187" "ltquest"
-let _ = Hashtbl.replace utf82macro "\226\170\168" "lescc"
-let _ = Hashtbl.replace utf82macro "\226\171\150" "supsup"
-let _ = Hashtbl.replace utf82macro "\226\169\188" "gtquest"
-let _ = Hashtbl.replace utf82macro "\226\170\169" "gescc"
-let _ = Hashtbl.replace utf82macro "\226\171\151" "suphsub"
-let _ = Hashtbl.replace utf82macro "\226\170\170" "smt"
-let _ = Hashtbl.replace utf82macro "\226\169\189" "LessSlantEqual"
-let _ = Hashtbl.replace utf82macro "\226\171\152" "supdsub"
-let _ = Hashtbl.replace utf82macro "\226\134\144\239\184\128" "slarr"
-let _ = Hashtbl.replace utf82macro "\226\170\171" "lat"
-let _ = Hashtbl.replace utf82macro "\226\169\190" "GreaterSlantEqual"
-let _ = Hashtbl.replace utf82macro "\226\170\172" "smte"
-let _ = Hashtbl.replace utf82macro "\226\169\191" "lesdot"
-let _ = Hashtbl.replace utf82macro "\226\171\153" "forkv"
-let _ = Hashtbl.replace utf82macro "\226\171\154" "topfork"
-let _ = Hashtbl.replace utf82macro "\226\170\173" "late"
-let _ = Hashtbl.replace utf82macro "\226\171\155" "mlcp"
-let _ = Hashtbl.replace utf82macro "\226\170\174" "bumpE"
-let _ = Hashtbl.replace utf82macro "\226\170\175" "preceq"
-let _ = Hashtbl.replace utf82macro "\226\170\181" "prnE"
-let _ = Hashtbl.replace utf82macro "\226\170\182" "succneqq"
-let _ = Hashtbl.replace utf82macro "\226\171\164" "DoubleLeftTee"
-let _ = Hashtbl.replace utf82macro "\226\171\166" "Vdashl"
-let _ = Hashtbl.replace utf82macro "\226\171\167" "Barv"
-let _ = Hashtbl.replace utf82macro "\226\171\168" "vBar"
-let _ = Hashtbl.replace utf82macro "\226\170\187" "Pr"
-let _ = Hashtbl.replace utf82macro "\226\171\169" "vBarv"
-let _ = Hashtbl.replace utf82macro "\226\170\188" "Sc"
-let _ = Hashtbl.replace utf82macro "\226\170\189" "subdot"
-let _ = Hashtbl.replace utf82macro "\226\171\171" "Vbar"
-let _ = Hashtbl.replace utf82macro "\226\170\190" "supdot"
-let _ = Hashtbl.replace utf82macro "\226\170\191" "subplus"
-let _ = Hashtbl.replace utf82macro "\226\171\172" "Not"
-let _ = Hashtbl.replace utf82macro "\226\171\173" "bNot"
-let _ = Hashtbl.replace utf82macro "\226\171\174" "rnmid"
-let _ = Hashtbl.replace utf82macro "\226\171\175" "cirmid"
-let _ = Hashtbl.replace utf82macro "\226\171\176" "midcir"
-let _ = Hashtbl.replace utf82macro "\226\171\177" "topcir"
-let _ = Hashtbl.replace utf82macro "\226\171\178" "nhpar"
-let _ = Hashtbl.replace utf82macro "\226\171\179" "parsim"
-let _ = Hashtbl.replace utf82macro "\226\128\137\239\184\128" "NegativeThinSpace"
-let _ = Hashtbl.replace utf82macro "arctan" "arctan"
-let _ = Hashtbl.replace utf82macro "\226\137\136\239\184\128" "thkap"
-let _ = Hashtbl.replace utf82macro "lim" "lim"
-let _ = Hashtbl.replace utf82macro "\226\136\169\239\184\128" "caps"
-let _ = Hashtbl.replace utf82macro "\226\138\138\239\184\128" "vsubnE"
-let _ = Hashtbl.replace utf82macro "\226\137\170\204\184\239\184\128" "NotLessLess"
-let _ = Hashtbl.replace utf82macro "\226\138\144\204\184" "NotSquareSuperset"
-let _ = Hashtbl.replace utf82macro "gcd" "gcd"
-let _ = Hashtbl.replace utf82macro "\226\139\154\239\184\128" "lesg"
-let _ = Hashtbl.replace utf82macro "\226\136\160\204\184" "nang"
-let _ = Hashtbl.replace utf82macro "log" "log"
-let _ = Hashtbl.replace utf82macro "arccos" "arccos"
-let _ = Hashtbl.replace utf82macro "\226\137\130\204\184" "NotEqualTilde"
-let _ = Hashtbl.replace utf82macro "\226\137\171\204\184\239\184\128" "NotGreaterGreater"
-let _ = Hashtbl.replace utf82macro "\226\139\182\239\184\128" "notindot"
-let _ = Hashtbl.replace utf82macro "\226\137\191\204\184" "NotSucceedsTilde"
-let _ = Hashtbl.replace utf82macro "\226\139\153\204\184" "nGg"
-let _ = Hashtbl.replace utf82macro "\239\149\152" "loang"
-let _ = Hashtbl.replace utf82macro "\239\149\153" "roang"
-let _ = Hashtbl.replace utf82macro "\239\150\155" "FilledVerySmallSquare"
-let _ = Hashtbl.replace utf82macro "\239\150\156" "EmptyVerySmallSquare"
-let _ = Hashtbl.replace utf82macro "arg" "arg"
-let _ = Hashtbl.replace utf82macro "\239\150\162" "dzigrarr"
-let _ = Hashtbl.replace utf82macro "\239\149\182" "xlarr"
-let _ = Hashtbl.replace utf82macro "\239\149\183" "xrarr"
-let _ = Hashtbl.replace utf82macro "\239\149\184" "xharr"
-let _ = Hashtbl.replace utf82macro "\239\149\185" "xlArr"
-let _ = Hashtbl.replace utf82macro "\239\149\186" "xrArr"
-let _ = Hashtbl.replace utf82macro "\239\149\187" "xhArr"
-let _ = Hashtbl.replace utf82macro "\239\149\189" "xmap"
-let _ = Hashtbl.replace utf82macro "max" "min"
-let _ = Hashtbl.replace utf82macro "\226\169\176\204\184" "napE"
-let _ = Hashtbl.replace utf82macro "\\\226\138\130" "bsolhsub"
-let _ = Hashtbl.replace utf82macro "\226\136\165\239\184\128\226\131\165" "nparsl"
-let _ = Hashtbl.replace utf82macro "cosh" "cosh"
-let _ = Hashtbl.replace utf82macro "coth" "coth"
-let _ = Hashtbl.replace utf82macro "\226\136\188\239\184\128" "thksim"
-let _ = Hashtbl.replace utf82macro "\226\137\169\239\184\128" "gvnE"
-let _ = Hashtbl.replace utf82macro "\226\170\173\239\184\128" "lates"
-let _ = Hashtbl.replace utf82macro "\226\132\143\239\184\128" "hbar"
-let _ = Hashtbl.replace utf82macro "sec" "sec"
-let _ = Hashtbl.replace utf82macro "\226\137\142\204\184" "NotHumpDownHump"
-let _ = Hashtbl.replace utf82macro "mod" "bmod"
-let _ = Hashtbl.replace utf82macro "\226\128\133\239\184\128" "NegativeThickSpace"
-let _ = Hashtbl.replace utf82macro "sin" "sin"
-let _ = Hashtbl.replace utf82macro "Pr" "Pr"
-let _ = Hashtbl.replace utf82macro "\226\137\170\204\184" "nLt"
-let _ = Hashtbl.replace utf82macro "\226\136\165\239\184\128" "spar"
-let _ = Hashtbl.replace utf82macro "\239\172\128" "fflig"
-let _ = Hashtbl.replace utf82macro "\239\172\129" "filig"
-let _ = Hashtbl.replace utf82macro "\239\172\130" "fllig"
-let _ = Hashtbl.replace utf82macro "\239\172\131" "ffilig"
-let _ = Hashtbl.replace utf82macro "\239\172\132" "ffllig"
-let _ = Hashtbl.replace utf82macro "\226\167\143\204\184" "NotLeftTriangleBar"
-let _ = Hashtbl.replace utf82macro "\226\137\160\239\184\128" "nedot"
-let _ = Hashtbl.replace utf82macro "\226\138\148\239\184\128" "sqcups"
-let _ = Hashtbl.replace utf82macro "\226\140\131\239\184\128" "ShortUpArrow"
-let _ = Hashtbl.replace utf82macro "\226\137\137\204\184" "nvap"
-let _ = Hashtbl.replace utf82macro "\240\157\147\128" "kscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\130" "mscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\131" "nscr"
-let _ = Hashtbl.replace utf82macro "hom" "hom"
-let _ = Hashtbl.replace utf82macro "\240\157\147\133" "pscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\134" "qscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\135" "rscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\136" "sscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\137" "tscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\156" "Ascr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\138" "uscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\139" "vscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\158" "Cscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\140" "wscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\159" "Dscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\141" "xscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\142" "yscr"
-let _ = Hashtbl.replace utf82macro "\240\157\147\143" "zscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\162" "Gscr"
-let _ = Hashtbl.replace utf82macro "\226\137\176\226\131\165" "NotLessEqual"
-let _ = Hashtbl.replace utf82macro "\240\157\146\165" "Jscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\166" "Kscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\169" "Nscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\170" "Oscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\132" "Afr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\171" "Pscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\133" "Bfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\172" "Qscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\135" "Dfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\174" "Sscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\136" "Efr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\175" "Tscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\137" "Ffr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\176" "Uscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\138" "Gfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\177" "Vscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\178" "Wscr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\179" "Xscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\141" "Jfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\180" "Yscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\142" "Kfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\181" "Zscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\143" "Lfr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\144" "Mfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\182" "ascr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\145" "Nfr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\183" "bscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\146" "Ofr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\184" "cscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\147" "Pfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\128" "Iopf"
-let _ = Hashtbl.replace utf82macro "\240\157\146\185" "dscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\148" "Qfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\129" "Jopf"
-let _ = Hashtbl.replace utf82macro "\240\157\149\130" "Kopf"
-let _ = Hashtbl.replace utf82macro "\240\157\146\187" "fscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\150" "Sfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\131" "Lopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\151" "Tfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\132" "Mopf"
-let _ = Hashtbl.replace utf82macro "\240\157\146\189" "hscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\152" "Ufr"
-let _ = Hashtbl.replace utf82macro "\240\157\146\190" "iscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\153" "Vfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\134" "Oopf"
-let _ = Hashtbl.replace utf82macro "\240\157\146\191" "jscr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\154" "Wfr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\155" "Xfr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\156" "Yfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\138" "Sopf"
-let _ = Hashtbl.replace utf82macro "\240\157\149\139" "Topf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\158" "afr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\140" "Uopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\159" "bfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\141" "Vopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\160" "cfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\142" "Wopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\161" "dfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\143" "Xopf"
-let _ = Hashtbl.replace utf82macro "\226\170\175\204\184" "npreceq"
-let _ = Hashtbl.replace utf82macro "\240\157\148\162" "efr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\144" "Yopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\163" "ffr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\164" "gfr"
-let _ = Hashtbl.replace utf82macro "\240\157\148\165" "hfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\146" "aopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\166" "ifr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\147" "bopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\167" "jfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\148" "copf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\168" "kfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\149" "dopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\169" "lfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\150" "eopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\170" "mfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\151" "fopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\171" "nfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\152" "gopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\172" "ofr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\153" "hopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\173" "pfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\154" "iopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\174" "qfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\155" "jopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\175" "rfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\156" "kopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\176" "sfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\157" "lopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\177" "tfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\158" "mopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\178" "ufr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\159" "nopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\179" "vfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\160" "oopf"
-let _ = Hashtbl.replace utf82macro "tan" "tan"
-let _ = Hashtbl.replace utf82macro "\240\157\148\180" "wfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\161" "popf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\181" "xfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\162" "qopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\182" "yfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\163" "ropf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\183" "zfr"
-let _ = Hashtbl.replace utf82macro "\240\157\149\164" "sopf"
-let _ = Hashtbl.replace utf82macro "\240\157\149\165" "topf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\184" "Aopf"
-let _ = Hashtbl.replace utf82macro "\195\128" "Agrave"
-let _ = Hashtbl.replace utf82macro "\240\157\149\166" "uopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\185" "Bopf"
-let _ = Hashtbl.replace utf82macro "\195\129" "Aacute"
-let _ = Hashtbl.replace utf82macro "\240\157\149\167" "vopf"
-let _ = Hashtbl.replace utf82macro "\195\130" "Acirc"
-let _ = Hashtbl.replace utf82macro "\240\157\149\168" "wopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\187" "Dopf"
-let _ = Hashtbl.replace utf82macro "\195\131" "Atilde"
-let _ = Hashtbl.replace utf82macro "\240\157\149\169" "xopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\188" "Eopf"
-let _ = Hashtbl.replace utf82macro "\195\132" "Auml"
-let _ = Hashtbl.replace utf82macro "\240\157\149\170" "yopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\189" "Fopf"
-let _ = Hashtbl.replace utf82macro "\195\133" "Aring"
-let _ = Hashtbl.replace utf82macro "\240\157\149\171" "zopf"
-let _ = Hashtbl.replace utf82macro "\240\157\148\190" "Gopf"
-let _ = Hashtbl.replace utf82macro "\195\134" "AElig"
-let _ = Hashtbl.replace utf82macro "\195\135" "Ccedil"
-let _ = Hashtbl.replace utf82macro "\195\136" "Egrave"
-let _ = Hashtbl.replace utf82macro "\195\137" "Eacute"
-let _ = Hashtbl.replace utf82macro "\195\138" "Ecirc"
-let _ = Hashtbl.replace utf82macro "\195\139" "Euml"
-let _ = Hashtbl.replace utf82macro "\195\140" "Igrave"
-let _ = Hashtbl.replace utf82macro "\194\160" "NonBreakingSpace"
-let _ = Hashtbl.replace utf82macro "\195\141" "Iacute"
-let _ = Hashtbl.replace utf82macro "\194\161" "iexcl"
-let _ = Hashtbl.replace utf82macro "\195\142" "Icirc"
-let _ = Hashtbl.replace utf82macro "\195\143" "Iuml"
-let _ = Hashtbl.replace utf82macro "\194\162" "cent"
-let _ = Hashtbl.replace utf82macro "\194\163" "pound"
-let _ = Hashtbl.replace utf82macro "\195\144" "ETH"
-let _ = Hashtbl.replace utf82macro "\195\145" "Ntilde"
-let _ = Hashtbl.replace utf82macro "\194\164" "curren"
-let _ = Hashtbl.replace utf82macro "\194\165" "yen"
-let _ = Hashtbl.replace utf82macro "\195\146" "Ograve"
-let _ = Hashtbl.replace utf82macro "\195\147" "Oacute"
-let _ = Hashtbl.replace utf82macro "\194\166" "brvbar"
-let _ = Hashtbl.replace utf82macro "\196\128" "Amacr"
-let _ = Hashtbl.replace utf82macro "\194\167" "sect"
-let _ = Hashtbl.replace utf82macro "\195\148" "Ocirc"
-let _ = Hashtbl.replace utf82macro "\196\129" "amacr"
-let _ = Hashtbl.replace utf82macro "\195\149" "Otilde"
-let _ = Hashtbl.replace utf82macro "\194\168" "uml"
-let _ = Hashtbl.replace utf82macro "\196\130" "Abreve"
-let _ = Hashtbl.replace utf82macro "\195\150" "Ouml"
-let _ = Hashtbl.replace utf82macro "\194\169" "copy"
-let _ = Hashtbl.replace utf82macro "\196\131" "abreve"
-let _ = Hashtbl.replace utf82macro "\195\151" "times"
-let _ = Hashtbl.replace utf82macro "\194\170" "ordf"
-let _ = Hashtbl.replace utf82macro "\196\132" "Aogon"
-let _ = Hashtbl.replace utf82macro "\195\152" "Oslash"
-let _ = Hashtbl.replace utf82macro "\194\171" "laquo"
-let _ = Hashtbl.replace utf82macro "\196\133" "aogon"
-let _ = Hashtbl.replace utf82macro "\195\153" "Ugrave"
-let _ = Hashtbl.replace utf82macro "\194\172" "lnot"
-let _ = Hashtbl.replace utf82macro "\196\134" "Cacute"
-let _ = Hashtbl.replace utf82macro "\195\154" "Uacute"
-let _ = Hashtbl.replace utf82macro "\194\173" "shy"
-let _ = Hashtbl.replace utf82macro "\196\135" "cacute"
-let _ = Hashtbl.replace utf82macro "\195\155" "Ucirc"
-let _ = Hashtbl.replace utf82macro "\194\174" "reg"
-let _ = Hashtbl.replace utf82macro "\196\136" "Ccirc"
-let _ = Hashtbl.replace utf82macro "\195\156" "Uuml"
-let _ = Hashtbl.replace utf82macro "\194\175" "OverBar"
-let _ = Hashtbl.replace utf82macro "\196\137" "ccirc"
-let _ = Hashtbl.replace utf82macro "\195\157" "Yacute"
-let _ = Hashtbl.replace utf82macro "\194\176" "deg"
-let _ = Hashtbl.replace utf82macro "\196\138" "Cdot"
-let _ = Hashtbl.replace utf82macro "\195\158" "THORN"
-let _ = Hashtbl.replace utf82macro "\194\177" "pm"
-let _ = Hashtbl.replace utf82macro "\196\139" "cdot"
-let _ = Hashtbl.replace utf82macro "\195\159" "szlig"
-let _ = Hashtbl.replace utf82macro "\194\178" "sup2"
-let _ = Hashtbl.replace utf82macro "\196\140" "Ccaron"
-let _ = Hashtbl.replace utf82macro "\194\179" "sup3"
-let _ = Hashtbl.replace utf82macro "\196\141" "ccaron"
-let _ = Hashtbl.replace utf82macro "\195\160" "agrave"
-let _ = Hashtbl.replace utf82macro "\196\142" "Dcaron"
-let _ = Hashtbl.replace utf82macro "\194\180" "DiacriticalAcute"
-let _ = Hashtbl.replace utf82macro "\195\161" "aacute"
-let _ = Hashtbl.replace utf82macro "\194\181" "micro"
-let _ = Hashtbl.replace utf82macro "\196\143" "dcaron"
-let _ = Hashtbl.replace utf82macro "\195\162" "acirc"
-let _ = Hashtbl.replace utf82macro "\194\182" "para"
-let _ = Hashtbl.replace utf82macro "\196\144" "Dstrok"
-let _ = Hashtbl.replace utf82macro "\195\163" "atilde"
-let _ = Hashtbl.replace utf82macro "\196\145" "dstrok"
-let _ = Hashtbl.replace utf82macro "\194\183" "middot"
-let _ = Hashtbl.replace utf82macro "\195\164" "auml"
-let _ = Hashtbl.replace utf82macro "\196\146" "Emacr"
-let _ = Hashtbl.replace utf82macro "\194\184" "Cedilla"
-let _ = Hashtbl.replace utf82macro "\195\165" "aring"
-let _ = Hashtbl.replace utf82macro "\194\185" "sup1"
-let _ = Hashtbl.replace utf82macro "\197\128" "lmidot"
-let _ = Hashtbl.replace utf82macro "\196\147" "emacr"
-let _ = Hashtbl.replace utf82macro "\195\166" "aelig"
-let _ = Hashtbl.replace utf82macro "\194\186" "ordm"
-let _ = Hashtbl.replace utf82macro "\197\129" "Lstrok"
-let _ = Hashtbl.replace utf82macro "\195\167" "ccedil"
-let _ = Hashtbl.replace utf82macro "\194\187" "raquo"
-let _ = Hashtbl.replace utf82macro "\197\130" "lstrok"
-let _ = Hashtbl.replace utf82macro "\195\168" "egrave"
-let _ = Hashtbl.replace utf82macro "\197\131" "Nacute"
-let _ = Hashtbl.replace utf82macro "\194\188" "frac14"
-let _ = Hashtbl.replace utf82macro "\196\150" "Edot"
-let _ = Hashtbl.replace utf82macro "\195\169" "eacute"
-let _ = Hashtbl.replace utf82macro "\197\132" "nacute"
-let _ = Hashtbl.replace utf82macro "\194\189" "half"
-let _ = Hashtbl.replace utf82macro "\196\151" "edot"
-let _ = Hashtbl.replace utf82macro "\195\170" "ecirc"
-let _ = Hashtbl.replace utf82macro "\197\133" "Ncedil"
-let _ = Hashtbl.replace utf82macro "\194\190" "frac34"
-let _ = Hashtbl.replace utf82macro "\195\171" "euml"
-let _ = Hashtbl.replace utf82macro "\196\152" "Eogon"
-let _ = Hashtbl.replace utf82macro "\197\134" "ncedil"
-let _ = Hashtbl.replace utf82macro "\194\191" "iquest"
-let _ = Hashtbl.replace utf82macro "\195\172" "igrave"
-let _ = Hashtbl.replace utf82macro "\196\153" "eogon"
-let _ = Hashtbl.replace utf82macro "limsup" "limsup"
-let _ = Hashtbl.replace utf82macro "\197\135" "Ncaron"
-let _ = Hashtbl.replace utf82macro "\195\173" "iacute"
-let _ = Hashtbl.replace utf82macro "\196\154" "Ecaron"
-let _ = Hashtbl.replace utf82macro "\197\136" "ncaron"
-let _ = Hashtbl.replace utf82macro "\195\174" "icirc"
-let _ = Hashtbl.replace utf82macro "\196\155" "ecaron"
-let _ = Hashtbl.replace utf82macro "\197\137" "napos"
-let _ = Hashtbl.replace utf82macro "\195\175" "iuml"
-let _ = Hashtbl.replace utf82macro "\196\156" "Gcirc"
-let _ = Hashtbl.replace utf82macro "\196\157" "gcirc"
-let _ = Hashtbl.replace utf82macro "\195\176" "eth"
-let _ = Hashtbl.replace utf82macro "\197\138" "ENG"
-let _ = Hashtbl.replace utf82macro "\195\177" "ntilde"
-let _ = Hashtbl.replace utf82macro "\196\158" "Gbreve"
-let _ = Hashtbl.replace utf82macro "\197\139" "eng"
-let _ = Hashtbl.replace utf82macro "\197\140" "Omacr"
-let _ = Hashtbl.replace utf82macro "\195\178" "ograve"
-let _ = Hashtbl.replace utf82macro "\196\159" "gbreve"
-let _ = Hashtbl.replace utf82macro "\197\141" "omacr"
-let _ = Hashtbl.replace utf82macro "\195\179" "oacute"
-let _ = Hashtbl.replace utf82macro "\196\160" "Gdot"
-let _ = Hashtbl.replace utf82macro "\195\180" "ocirc"
-let _ = Hashtbl.replace utf82macro "\196\161" "gdot"
-let _ = Hashtbl.replace utf82macro "\195\181" "otilde"
-let _ = Hashtbl.replace utf82macro "\196\162" "Gcedil"
-let _ = Hashtbl.replace utf82macro "\195\182" "ouml"
-let _ = Hashtbl.replace utf82macro "\197\144" "Odblac"
-let _ = Hashtbl.replace utf82macro "\197\145" "odblac"
-let _ = Hashtbl.replace utf82macro "\196\164" "Hcirc"
-let _ = Hashtbl.replace utf82macro "\195\183" "div"
-let _ = Hashtbl.replace utf82macro "\195\184" "oslash"
-let _ = Hashtbl.replace utf82macro "\197\146" "OElig"
-let _ = Hashtbl.replace utf82macro "\196\165" "hcirc"
-let _ = Hashtbl.replace utf82macro "\195\185" "ugrave"
-let _ = Hashtbl.replace utf82macro "\197\147" "oelig"
-let _ = Hashtbl.replace utf82macro "\196\166" "Hstrok"
-let _ = Hashtbl.replace utf82macro "\195\186" "uacute"
-let _ = Hashtbl.replace utf82macro "\197\148" "Racute"
-let _ = Hashtbl.replace utf82macro "\196\167" "hstrok"
-let _ = Hashtbl.replace utf82macro "\195\187" "ucirc"
-let _ = Hashtbl.replace utf82macro "\197\149" "racute"
-let _ = Hashtbl.replace utf82macro "\196\168" "Itilde"
-let _ = Hashtbl.replace utf82macro "\195\188" "uuml"
-let _ = Hashtbl.replace utf82macro "\197\150" "Rcedil"
-let _ = Hashtbl.replace utf82macro "\196\169" "itilde"
-let _ = Hashtbl.replace utf82macro "\195\189" "yacute"
-let _ = Hashtbl.replace utf82macro "\197\151" "rcedil"
-let _ = Hashtbl.replace utf82macro "\196\170" "Imacr"
-let _ = Hashtbl.replace utf82macro "\195\190" "thorn"
-let _ = Hashtbl.replace utf82macro "\197\152" "Rcaron"
-let _ = Hashtbl.replace utf82macro "\196\171" "imacr"
-let _ = Hashtbl.replace utf82macro "\195\191" "yuml"
-let _ = Hashtbl.replace utf82macro "\197\153" "rcaron"
-let _ = Hashtbl.replace utf82macro "\197\154" "Sacute"
-let _ = Hashtbl.replace utf82macro "\197\155" "sacute"
-let _ = Hashtbl.replace utf82macro "\196\174" "Iogon"
-let _ = Hashtbl.replace utf82macro "\197\156" "Scirc"
-let _ = Hashtbl.replace utf82macro "\196\175" "iogon"
-let _ = Hashtbl.replace utf82macro "\197\157" "scirc"
-let _ = Hashtbl.replace utf82macro "\196\176" "Idot"
-let _ = Hashtbl.replace utf82macro "\197\158" "Scedil"
-let _ = Hashtbl.replace utf82macro "\196\177" "imath"
-let _ = Hashtbl.replace utf82macro "\197\159" "scedil"
-let _ = Hashtbl.replace utf82macro "\196\178" "IJlig"
-let _ = Hashtbl.replace utf82macro "\197\160" "Scaron"
-let _ = Hashtbl.replace utf82macro "\196\179" "ijlig"
-let _ = Hashtbl.replace utf82macro "\197\161" "scaron"
-let _ = Hashtbl.replace utf82macro "\196\180" "Jcirc"
-let _ = Hashtbl.replace utf82macro "\197\162" "Tcedil"
-let _ = Hashtbl.replace utf82macro "\196\181" "jcirc"
-let _ = Hashtbl.replace utf82macro "\197\163" "tcedil"
-let _ = Hashtbl.replace utf82macro "\196\182" "Kcedil"
-let _ = Hashtbl.replace utf82macro "\197\164" "Tcaron"
-let _ = Hashtbl.replace utf82macro "\226\128\138\239\184\128" "NegativeVeryThinSpace"
-let _ = Hashtbl.replace utf82macro "\196\183" "kcedil"
-let _ = Hashtbl.replace utf82macro "\197\165" "tcaron"
-let _ = Hashtbl.replace utf82macro "\196\184" "kgreen"
-let _ = Hashtbl.replace utf82macro "\198\146" "fnof"
-let _ = Hashtbl.replace utf82macro "\197\166" "Tstrok"
-let _ = Hashtbl.replace utf82macro "\196\185" "Lacute"
-let _ = Hashtbl.replace utf82macro "\197\167" "tstrok"
-let _ = Hashtbl.replace utf82macro "\196\186" "lacute"
-let _ = Hashtbl.replace utf82macro "\197\168" "Utilde"
-let _ = Hashtbl.replace utf82macro "\196\187" "Lcedil"
-let _ = Hashtbl.replace utf82macro "\197\169" "utilde"
-let _ = Hashtbl.replace utf82macro "\226\137\143\204\184" "NotHumpEqual"
-let _ = Hashtbl.replace utf82macro "\196\188" "lcedil"
-let _ = Hashtbl.replace utf82macro "\197\170" "Umacr"
-let _ = Hashtbl.replace utf82macro "\196\189" "Lcaron"
-let _ = Hashtbl.replace utf82macro "\197\171" "umacr"
-let _ = Hashtbl.replace utf82macro "\196\190" "lcaron"
-let _ = Hashtbl.replace utf82macro "\197\172" "Ubreve"
-let _ = Hashtbl.replace utf82macro "\196\191" "Lmidot"
-let _ = Hashtbl.replace utf82macro "\197\173" "ubreve"
-let _ = Hashtbl.replace utf82macro "\197\174" "Uring"
-let _ = Hashtbl.replace utf82macro "\197\175" "uring"
-let _ = Hashtbl.replace utf82macro "\197\176" "Udblac"
-let _ = Hashtbl.replace utf82macro "\197\177" "udblac"
-let _ = Hashtbl.replace utf82macro "\197\178" "Uogon"
-let _ = Hashtbl.replace utf82macro "\197\179" "uogon"
-let _ = Hashtbl.replace utf82macro "\197\180" "Wcirc"
-let _ = Hashtbl.replace utf82macro "\197\181" "wcirc"
-let _ = Hashtbl.replace utf82macro "\197\182" "Ycirc"
-let _ = Hashtbl.replace utf82macro "\197\183" "ycirc"
-let _ = Hashtbl.replace utf82macro "\197\184" "Yuml"
-let _ = Hashtbl.replace utf82macro "\197\185" "Zacute"
-let _ = Hashtbl.replace utf82macro "\197\186" "zacute"
-let _ = Hashtbl.replace utf82macro "\197\187" "Zdot"
-let _ = Hashtbl.replace utf82macro "\197\188" "zdot"
-let _ = Hashtbl.replace utf82macro "\197\189" "Zcaron"
-let _ = Hashtbl.replace utf82macro "\197\190" "zcaron"
-let _ = Hashtbl.replace utf82macro "\226\136\163\239\184\128" "smid"
-let _ = Hashtbl.replace utf82macro "\239\184\181" "OverParenthesis"
-let _ = Hashtbl.replace utf82macro "\239\184\182" "UnderParenthesis"
-let _ = Hashtbl.replace utf82macro "\239\184\183" "OverBrace"
-let _ = Hashtbl.replace utf82macro "\239\184\184" "UnderBrace"
-let _ = Hashtbl.replace utf82macro "\199\181" "gacute"
-let _ = Hashtbl.replace utf82macro "cos" "cos"
-let _ = Hashtbl.replace utf82macro "\226\136\170\239\184\128" "cups"
-let _ = Hashtbl.replace utf82macro "cot" "cot"
-let _ = Hashtbl.replace utf82macro "\201\155" "varepsilon"
-let _ = Hashtbl.replace utf82macro "\226\138\139\239\184\128" "vsupnE"
-let _ = Hashtbl.replace utf82macro "\203\135" "Hacek"
+++ /dev/null
-*.cm[iaox] *.cmxa
-test
-test.opt
+++ /dev/null
-xml.cmo: xml.cmi
-xml.cmx: xml.cmi
-xmlPushParser.cmo: xmlPushParser.cmi
-xmlPushParser.cmx: xmlPushParser.cmi
+++ /dev/null
-PACKAGE = xml
-REQUIRES = zip expat helm-extlib
-PREDICATES =
-
-INTERFACE_FILES = \
- xml.mli \
- xmlPushParser.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-
-(* Parsing test:
- * - XmlPushParser version *)
-open Printf
-open XmlPushParser
-
-let print s = print_endline s; flush stdout
-
-let callbacks =
- { default_callbacks with
- start_element =
- Some (fun tag attrs ->
- let length = List.length attrs in
- print (sprintf "opening %s [%s]"
- tag (String.concat ";" (List.map fst attrs))));
- end_element = Some (fun tag -> print ("closing " ^ tag));
- character_data = Some (fun data -> print "character data ...");
- }
-
-let xml_parser = create_parser callbacks
-
-let is_gzip f =
- try
- let len = String.length f in
- String.sub f (len - 3) 3 = ".gz"
- with Invalid_argument _ -> false
-
-let _ =
- let xml_source =
- if is_gzip Sys.argv.(1) then
- `Gzip_file Sys.argv.(1)
- else
- `File Sys.argv.(1)
- in
- parse xml_parser xml_source
-
-(* Parsing test:
- * - Pure expat version (without XmlPushParser mediation).
- * Originally written only to test if XmlPushParser mediation caused overhead.
- * That was not the case. *)
-
-(*let _ =*)
-(* let ic = open_in Sys.argv.(1) in*)
-(* let expat_parser = Expat.parser_create ~encoding:None in*)
-(* Expat.set_start_element_handler expat_parser*)
-(* (fun tag attrs ->*)
-(* let length = List.length attrs in*)
-(* print (sprintf "opening %s [%d attribute%s]"*)
-(* tag length (if length = 1 then "" else "s")));*)
-(* Expat.set_end_element_handler expat_parser*)
-(* (fun tag -> print ("closing " ^ tag));*)
-(* Expat.set_character_data_handler expat_parser*)
-(* (fun data -> print "character data ...");*)
-(* try*)
-(* while true do*)
-(* Expat.parse expat_parser (input_line ic ^ "\n")*)
-(* done*)
-(* with End_of_file -> Expat.final expat_parser*)
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* A tactic to print Coq objects in XML *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 18/10/2000 *)
-(* *)
-(* This module defines a pretty-printer and the stream of commands to the pp *)
-(* *)
-(******************************************************************************)
-
-
-(* the type token for XML cdata, empty elements and not-empty elements *)
-(* Usage: *)
-(* Str cdata *)
-(* Empty (prefix, element_name, *)
-(* [prefix1, attrname1, value1 ; ... ; prefixn, attrnamen, valuen] *)
-(* NEmpty (prefix, element_name, *)
-(* [prefix1, attrname1, value1 ; ... ; prefixn, attrnamen, valuen], *)
-(* content *)
-type token =
- Str of string
- | Empty of string option * string * (string option * string * string) list
- | NEmpty of string option * string * (string option * string * string) list *
- token Stream.t
-;;
-
-(* currified versions of the constructors make the code more readable *)
-let xml_empty ?prefix name attrs =
- [< 'Empty(prefix,name,attrs) >]
-let xml_nempty ?prefix name attrs content =
- [< 'NEmpty(prefix,name,attrs,content) >]
-let xml_cdata str =
- [< 'Str str >]
-
-(** low level for other PPs: pretty print each token of strm applying 'f' to a
-canonical string representation of each token *)
-let pp_gen f strm =
- let pprefix =
- function
- None -> ""
- | Some p -> p ^ ":" in
- let rec pp_r m =
- parser
- | [< 'Str a ; s >] ->
- print_spaces m ;
- f (a ^ "\n") ;
- pp_r m s
- | [< 'Empty(p,n,l) ; s >] ->
- print_spaces m ;
- f ("<" ^ (pprefix p) ^ n) ;
- List.iter (fun (p,n,v) -> f (" " ^ (pprefix p) ^ n ^ "=\"" ^ v ^ "\"")) l;
- f "/>\n" ;
- pp_r m s
- | [< 'NEmpty(p,n,l,c) ; s >] ->
- print_spaces m ;
- f ("<" ^ (pprefix p) ^ n) ;
- List.iter (fun (p,n,v) -> f (" " ^ (pprefix p) ^ n ^ "=\"" ^ v ^ "\"")) l;
- f ">\n" ;
- pp_r (m+1) c ;
- print_spaces m ;
- f ("</" ^ (pprefix p) ^ n ^ ">\n") ;
- pp_r m s
- | [< >] -> ()
- and print_spaces m =
- for i = 1 to m do f " " done
- in
- pp_r 0 strm
-;;
-
-(** pretty printer on output channels *)
-let pp_to_outchan strm oc =
- pp_gen (fun s -> output_string oc s) strm;
- flush oc
-;;
-
-let pp_to_gzipchan strm oc =
- pp_gen (fun s -> Gzip.output oc s 0 (String.length s)) strm
-;;
-
-(** pretty printer to string *)
-let pp_to_string strm =
- let buf = Buffer.create 10240 in
- pp_gen (Buffer.add_string buf) strm;
- Buffer.contents buf
-;;
-
-(** pretty printer to file *)
-(* Usage: *)
-(* pp tokens None pretty prints the output on stdout *)
-(* pp tokens (Some filename) pretty prints the output on the file filename *)
-let pp ?(gzip=false) strm fn =
- if gzip then
- match fn with
- | Some filename ->
- let outchan = Gzip.open_out filename in
- (try
- pp_to_gzipchan strm outchan;
- with e ->
- Gzip.close_out outchan;
- raise e);
- Gzip.close_out outchan
- | None -> failwith "Can't sent gzipped output to stdout"
- else
- match fn with
- | Some filename ->
- let outchan = open_out filename in
- (try
- pp_to_outchan strm outchan;
- with e ->
- close_out outchan;
- raise e);
- close_out outchan
- | None -> pp_to_outchan strm stdout
-;;
-
-let pp =
- let profiler = HExtlib.profile "Xml.pp" in
- fun ?gzip strm fn ->
- profiler.HExtlib.profile (pp ?gzip strm) fn
-;;
-
-let add_xml_declaration stream =
- let box_prefix = "b" in
- [<
- xml_cdata "<?xml version=\"1.0\" ?>\n" ;
- xml_cdata "\n";
- xml_nempty ~prefix:box_prefix "box"
- [ Some "xmlns","m","http://www.w3.org/1998/Math/MathML" ;
- Some "xmlns","b","http://helm.cs.unibo.it/2003/BoxML" ;
- Some "xmlns","helm","http://www.cs.unibo.it/helm" ;
- Some "xmlns","xlink","http://www.w3.org/1999/xlink"
- ] stream
- >]
-
+++ /dev/null
-(* Copyright (C) 2000, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-(******************************************************************************)
-(* *)
-(* PROJECT HELM *)
-(* *)
-(* A tactic to print Coq objects in XML *)
-(* *)
-(* Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> *)
-(* 18/10/2000 *)
-(* *)
-(* This module defines a pretty-printer and the stream of commands to the pp *)
-(* *)
-(******************************************************************************)
-
-(* Tokens for XML cdata, empty elements and not-empty elements *)
-(* Usage: *)
-(* Str cdata *)
-(* Empty (prefix, element_name, *)
-(* [prefix1, attrname1, value1 ; ... ; prefixn, attrnamen, valuen] *)
-(* NEmpty (prefix, element_name, *)
-(* [prefix1, attrname1, value1 ; ... ; prefixn, attrnamen, valuen], *)
-(* content *)
-type token =
- Str of string
- | Empty of string option * string * (string option * string * string) list
- | NEmpty of string option * string * (string option * string * string) list *
- token Stream.t
-;;
-
-(* currified versions of the token constructors make the code more readable *)
-val xml_empty :
- ?prefix:string -> string -> (string option * string * string) list ->
- token Stream.t
-val xml_nempty :
- ?prefix:string -> string -> (string option * string * string) list ->
- token Stream.t -> token Stream.t
-val xml_cdata : string -> token Stream.t
-
-(* The pretty printer for streams of token *)
-(* Usage: *)
-(* pp tokens None pretty prints the output on stdout *)
-(* pp tokens (Some filename) pretty prints the output on the file filename
-* @param gzip if set to true files are gzipped. Defaults to false *)
-val pp : ?gzip:bool -> token Stream.t -> string option -> unit
-val pp_to_outchan : token Stream.t -> out_channel -> unit
-val pp_to_string : token Stream.t -> string
-
-val add_xml_declaration: token Stream.t -> token Stream.t
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-let gzip_bufsize = 10240
-
-type callbacks = {
- start_element: (string -> (string * string) list -> unit) option;
- end_element: (string -> unit) option;
- character_data: (string -> unit) option;
- processing_instruction: (string -> string -> unit) option;
- comment: (string -> unit) option;
-}
-
-let default_callbacks = {
- start_element = None;
- end_element = None;
- character_data = None;
- processing_instruction = None;
- comment = None;
-}
-
-type xml_source =
- [ `Channel of in_channel
- | `File of string
- | `Gzip_channel of Gzip.in_channel
- | `Gzip_file of string
- | `String of string
- ]
-
-type position = int * int
-
-type xml_parser = Expat.expat_parser
-
-exception Parse_error of string
-
-let create_parser callbacks =
- let expat_parser = Expat.parser_create ~encoding:None in
- (match callbacks.start_element with
- | Some f -> Expat.set_start_element_handler expat_parser f
- | _ -> ());
- (match callbacks.end_element with
- | Some f -> Expat.set_end_element_handler expat_parser f
- | _ -> ());
- (match callbacks.character_data with
- | Some f -> Expat.set_character_data_handler expat_parser f
- | _ -> ());
- (match callbacks.processing_instruction with
- | Some f -> Expat.set_processing_instruction_handler expat_parser f
- | _ -> ());
- (match callbacks.comment with
- | Some f -> Expat.set_comment_handler expat_parser f
- | _ -> ());
- expat_parser
-
-let final = Expat.final
-
-let get_position expat_parser =
- (Expat.get_current_line_number expat_parser,
- Expat.get_current_column_number expat_parser)
-
-let parse expat_parser =
- let parse_fun = Expat.parse expat_parser in
- let rec aux = function
- | `Channel ic ->
- (try
- while true do parse_fun (input_line ic ^ "\n") done
- with End_of_file -> final expat_parser)
- | `File fname ->
- let ic = open_in fname in
- aux (`Channel ic);
- close_in ic
- | `Gzip_channel ic ->
- let buf = String.create gzip_bufsize in
- (try
- while true do
- let bytes = Gzip.input ic buf 0 gzip_bufsize in
- if bytes = 0 then raise End_of_file;
- parse_fun (String.sub buf 0 bytes)
- done
- with End_of_file -> final expat_parser)
- | `Gzip_file fname ->
- let ic = Gzip.open_in fname in
- aux (`Gzip_channel ic);
- Gzip.close_in ic
- | `String s -> parse_fun s
- in
- aux
-
-let parse expat_parser xml_source =
- try
- parse expat_parser xml_source
- with Expat.Expat_error xml_error ->
- raise (Parse_error (Expat.xml_error_to_string xml_error))
-
+++ /dev/null
-(* Copyright (C) 2004-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-(** {2 XLM push parser generic interface}
- * Do not depend on CIC *)
-
- (** callbacks needed to instantiate a parser *)
-type callbacks = {
- start_element:
- (string -> (string * string) list -> unit) option; (* tag, attr list *)
- end_element: (string -> unit) option; (* tag *)
- character_data: (string -> unit) option; (* data *)
- processing_instruction:
- (string -> string -> unit) option; (* target, value *)
- comment: (string -> unit) option; (* value *)
-}
-
- (** do nothing callbacks (all set to None) *)
-val default_callbacks: callbacks
-
- (** source from which parse an XML file *)
-type xml_source =
- [ `Channel of in_channel
- | `File of string
- | `Gzip_channel of Gzip.in_channel
- | `Gzip_file of string
- | `String of string
- ]
-
- (** source position in a XML source.
- * A position is a pair <line, column> *)
-type position = int * int
-
-type xml_parser
-
- (** raised when a parse error occurs, argument is an error message.
- * This exception carries no position information, but it should be get using
- * get_position below *)
-exception Parse_error of string
-
- (** Create a push parser which invokes the given callbacks *)
-val create_parser: callbacks -> xml_parser
-
- (** Parse XML data from a given source with a given parser
- * @raise Parse_error *)
-val parse: xml_parser -> xml_source -> unit
-
- (** Inform the parser that parsing is completed, needed only when source is
- * `String, for other sources it is automatically invoked when the end of file
- * is reached
- * @raise Parse_error *)
-val final: xml_parser -> unit
-
- (** @return current <line, column> pair *)
-val get_position: xml_parser -> position
-
+++ /dev/null
-*.cm[iaox] *.cmxa
+++ /dev/null
-xmlDiff.cmo: xmlDiff.cmi
-xmlDiff.cmx: xmlDiff.cmi
+++ /dev/null
-PACKAGE = xmldiff
-REQUIRES = gdome2
-PREDICATES =
-
-INTERFACE_FILES = xmlDiff.mli
-IMPLEMENTATION_FILES = $(INTERFACE_FILES:%.mli=%.ml)
-EXTRA_OBJECTS_TO_INSTALL =
-EXTRA_OBJECTS_TO_CLEAN =
-
-include ../Makefile.common
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-let mathmlns = "http://www.w3.org/1998/Math/MathML";;
-let xmldiffns = "http://helm.cs.unibo.it/XmlDiff";;
-let helmns = "http://www.cs.unibo.it/helm";;
-
-let ds_selection = Gdome.domString "selection";;
-let ds_2 = Gdome.domString "2";;
-let ds_mathmlns = Gdome.domString mathmlns;;
-let ds_m_style = Gdome.domString "m:mstyle";;
-let ds_mathbackground = Gdome.domString "mathbackground";;
-let ds_xmldiffns = Gdome.domString xmldiffns;;
-let ds_xmldiff_type = Gdome.domString "xmldiff:type";;
-let ds_fake = Gdome.domString "fake";;
-let ds_helmns = Gdome.domString helmns;;
-let ds_xref = Gdome.domString "xref";;
-let ds_type = Gdome.domString "type";;
-let ds_yellow = Gdome.domString "yellow";;
-let ds_green = Gdome.domString "#00ff00";;
-let ds_maction = Gdome.domString "maction";;
-let ds_mtr = Gdome.domString "mtr";;
-let ds_mtd = Gdome.domString "mtd";;
-
-type highlighted_nodes = Gdome.node list;;
-
-let rec make_visible (n: Gdome.node) =
- match n#get_parentNode with
- None -> ()
- | Some p ->
- match p#get_namespaceURI, p#get_localName with
- Some nu, Some ln when
- nu#equals ds_mathmlns && ln#equals ds_maction ->
- (new Gdome.element_of_node p)#setAttribute
- ~name:ds_selection
- ~value:ds_2 ;
- make_visible p
- | _,_ -> make_visible p
-;;
-
-let highlight_node_total_time = ref 0.0;;
-
-let highlight_node ?(color=ds_yellow) (doc: Gdome.document) (n: Gdome.node) =
- let highlight (n: Gdome.node) =
- let highlighter =
- doc#createElementNS
- ~namespaceURI:(Some ds_mathmlns)
- ~qualifiedName:ds_m_style
- in
- highlighter#setAttribute ~name:ds_mathbackground ~value:color ;
- highlighter#setAttributeNS
- ~namespaceURI:(Some ds_xmldiffns)
- ~qualifiedName:ds_xmldiff_type
- ~value:ds_fake ;
- let parent =
- match n#get_parentNode with
- None -> assert false
- | Some p -> p
- in
- ignore
- (parent#replaceChild ~oldChild:n ~newChild:(highlighter :> Gdome.node)) ;
- ignore (highlighter#appendChild n) ;
- (highlighter :> Gdome.node)
- in
- let rec find_mstylable_node n =
- match n#get_namespaceURI, n#get_localName with
- Some nu, Some ln when
- nu#equals ds_mathmlns &&
- (not (ln#equals ds_mtr)) && (not (ln#equals ds_mtd)) -> n
- | Some nu, Some ln when
- nu#equals ds_mathmlns &&
- ln#equals ds_mtr || ln#equals ds_mtd ->
- let true_child =
- match n#get_firstChild with
- None -> assert false
- | Some n -> n
- in
- find_mstylable_node true_child
- | _,_ ->
- match n#get_parentNode with
- None -> assert false
- | Some p -> find_mstylable_node p
- in
- let highlighter = highlight (find_mstylable_node n) in
- make_visible highlighter ;
- highlighter
-;;
-
-let iter_children ~f (n:Gdome.node) =
- let rec aux =
- function
- None -> ()
- | Some n ->
- let sibling = n#get_nextSibling in
- (f n) ;
- aux sibling
- in
- aux n#get_firstChild
-;;
-
-let highlight_nodes ~xrefs (doc:Gdome.document) =
- let highlighted = ref [] in
- let rec aux (n:Gdome.element) =
- let attributeNS =
- (n#getAttributeNS ~namespaceURI:ds_helmns
- ~localName:ds_xref)#to_string in
- if List.mem attributeNS xrefs then
- highlighted :=
- (highlight_node ~color:ds_green doc (n :> Gdome.node))::
- !highlighted ;
- iter_children (n :> Gdome.node)
- ~f:(function n ->
- if n#get_nodeType = GdomeNodeTypeT.ELEMENT_NODE then
- aux (new Gdome.element_of_node n))
- in
- aux doc#get_documentElement ;
- !highlighted
-;;
-
-let dim_nodes =
- List.iter
- (function (n : Gdome.node) ->
- assert
- (n#get_nodeType = GdomeNodeTypeT.ELEMENT_NODE &&
- ((new Gdome.element_of_node n)#getAttributeNS
- ~namespaceURI:ds_xmldiffns
- ~localName:ds_type)#equals ds_fake) ;
- let true_child =
- match n#get_firstChild with
- None -> assert false
- | Some n -> n in
- let p =
- match n#get_parentNode with
- None -> assert false
- | Some n -> n
- in
- ignore (p#replaceChild ~oldChild:n ~newChild:true_child)
- )
-;;
-
-let update_dom ~(from : Gdome.document) (d : Gdome.document) =
- let rec aux (p: Gdome.node) (f: Gdome.node) (t: Gdome.node) =
- let replace t1 =
- if
- t1 = GdomeNodeTypeT.ELEMENT_NODE &&
- ((new Gdome.element_of_node f)#getAttributeNS
- ~namespaceURI:ds_xmldiffns
- ~localName:ds_type)#equals ds_fake
- then
- let true_child =
- match f#get_firstChild with
- None -> assert false
- | Some n -> n
- in
- begin
- ignore (p#replaceChild ~oldChild:f ~newChild:true_child) ;
- aux p true_child t
- end
- else
- let t' = from#importNode t true in
- ignore (p#replaceChild ~newChild:t' ~oldChild:f) ;
- (* ignore (highlight_node from t') *)
- in
- match
- f#get_nodeType,t#get_nodeType
- with
- GdomeNodeTypeT.TEXT_NODE,GdomeNodeTypeT.TEXT_NODE ->
- (match f#get_nodeValue, t#get_nodeValue with
- Some v, Some v' when v#equals v' -> ()
- | Some _, (Some _ as v') -> f#set_nodeValue v'
- | _,_ -> assert false)
- | GdomeNodeTypeT.ELEMENT_NODE as t1,GdomeNodeTypeT.ELEMENT_NODE ->
- (match
- f#get_namespaceURI,t#get_namespaceURI,f#get_localName,t#get_localName
- with
- Some nu, Some nu', Some ln, Some ln' when
- ln#equals ln' && nu#equals nu' ->
- begin
- match f#get_attributes, t#get_attributes with
- Some fattrs, Some tattrs ->
- let flen = fattrs#get_length in
- let tlen = tattrs#get_length in
- let processed = ref [] in
- for i = 0 to flen -1 do
- match fattrs#item i with
- None -> () (* CSC: sigh, togliere un nodo rompe fa decrescere la lunghezza ==> passare a un while *)
- | Some attr ->
- match attr#get_namespaceURI with
- None ->
- (* Back to DOM Level 1 ;-( *)
- begin
- let name = attr#get_nodeName in
- match tattrs#getNamedItem ~name with
- None ->
- ignore (fattrs#removeNamedItem ~name)
- | Some attr' ->
- processed :=
- (None,Some name)::!processed ;
- match attr#get_nodeValue, attr'#get_nodeValue with
- Some v1, Some v2 when
- v1#equals v2
- || (name#equals ds_selection &&
- nu#equals ds_mathmlns &&
- ln#equals ds_maction)
- ->
- ()
- | Some v1, Some v2 ->
- let attr'' = from#importNode attr' true in
- ignore (fattrs#setNamedItem attr'')
- | _,_ -> assert false
- end
- | Some namespaceURI ->
- let localName =
- match attr#get_localName with
- Some v -> v
- | None -> assert false
- in
- match
- tattrs#getNamedItemNS ~namespaceURI ~localName
- with
- None ->
- ignore
- (fattrs#removeNamedItemNS
- ~namespaceURI ~localName)
- | Some attr' ->
- processed :=
- (Some namespaceURI,Some localName)::!processed ;
- match attr#get_nodeValue, attr'#get_nodeValue with
- Some v1, Some v2 when
- v1#equals v2 ->
- ()
- | Some _, Some _ ->
- let attr'' = from#importNode attr' true in
- ignore (fattrs#setNamedItem attr'')
- | _,_ -> assert false
- done ;
- for i = 0 to tlen -1 do
- match tattrs#item i with
- None -> assert false
- | Some attr ->
- let namespaceURI,localName =
- match attr#get_namespaceURI with
- None ->
- None,attr#get_nodeName
- | Some namespaceURI as v ->
- v, match attr#get_localName with
- None -> assert false
- | Some v -> v
- in
- if
- not
- (List.exists
- (function
- None,Some localName' ->
- (match namespaceURI with
- None ->
- localName#equals localName'
- | Some _ -> false)
- | Some namespaceURI', Some localName' ->
- (match namespaceURI with
- None -> false
- | Some namespaceURI ->
- localName#equals localName' &&
- namespaceURI#equals namespaceURI'
- )
- | _,_ -> assert false
- ) !processed)
- then
- let attr' = from#importNode attr false in
- ignore (fattrs#setNamedItem attr')
- done
- | _,_ -> assert false
- end ;
- let rec dumb_diff =
- function
- [],[] -> ()
- | he1::tl1,he2::tl2 ->
- aux f he1 he2 ;
- dumb_diff (tl1,tl2)
- | [],tl2 ->
- List.iter
- (function n ->
- let n' = from#importNode n true in
- ignore (f#appendChild n') ;
- (* ignore (highlight_node from n') *)
- ()
- ) tl2
- | tl1,[] ->
- List.iter (function n -> ignore (f#removeChild n)) tl1
- in
- let node_list_of_nodeList n =
- let rec aux =
- function
- None -> []
- | Some n when
- n#get_nodeType = GdomeNodeTypeT.ELEMENT_NODE
- or n#get_nodeType = GdomeNodeTypeT.TEXT_NODE ->
- n::(aux n#get_nextSibling)
- | Some n ->
- aux n#get_nextSibling
- in
- aux n#get_firstChild
- in
- dumb_diff
- (node_list_of_nodeList f, node_list_of_nodeList t)
- | _,_,_,_ -> replace t1
- )
- | t1,t2 when
- (t1 = GdomeNodeTypeT.ELEMENT_NODE || t1 = GdomeNodeTypeT.TEXT_NODE) &&
- (t2 = GdomeNodeTypeT.ELEMENT_NODE || t2 = GdomeNodeTypeT.TEXT_NODE) ->
- replace t1
- | _,_ -> assert false
- in
- try
- aux (d :> Gdome.node)
- (from#get_documentElement :> Gdome.node)
- (d#get_documentElement :> Gdome.node)
- with
- (GdomeInit.DOMException (e,msg) as ex) -> raise ex
- | e -> raise e
-;;
+++ /dev/null
-(* Copyright (C) 2000-2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val update_dom: from: Gdome.document -> Gdome.document -> unit
-
-type highlighted_nodes
-val highlight_nodes: xrefs:(string list) -> Gdome.document -> highlighted_nodes
-val dim_nodes: highlighted_nodes -> unit
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-
-<head>
-
-<style type="text/css">
-#normal { background-color: #e6e6fa; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-ul.control { padding-left: 1em; list-style: none; }
-ul.control2 { font-size: small; padding-left: 2em; }
-div.center { text-align: center }
-h2.uri { margin-top: 0ex; margin-bottom: 0ex }
-</style>
-
-<script>
- var annotations="<subst:annotations/>";
- var CICURI="<subst:CICURI/>";
- var cleanCICURI="<subst:cleanCICURI/>";
- var CICURL = "<subst:CICURL/>";
- var DCRDFURL = "<subst:DCRDFURL/>";
- var DirectRDFURL = "<subst:DirectRDFURL/>";
- var getterURL = "<subst:getterURL/>";
- var HTMLURL = "<subst:HTMLURL/>";
- var ProofTreeURL = "<subst:makeProofTreeURL/>";
- var InverseRDFURL = "<subst:InverseRDFURL/>";
- var MathMLContentURL = "<subst:MathMLContentURL/>";
- var MathMLPresentationURL = "<subst:MathMLPresentationURL/>";
- var interfaceURL = "<subst:interfaceURL/>";
- var mkDirDepURL = "<subst:makeDirectDependencyURL/>";
- var mkInvDepURL = "<subst:makeInverseDirectDependencyURL/>";
- var mkInvRecDepURL = "<subst:makeInverseRecDependencyURL/>";
- var mkRecDepURL = "<subst:makeRecDependencyURL/>";
- var processorURL = "<subst:processorURL/>";
- var profile = "<subst:profile/>";
- var proofcheckerURL = "<subst:proofcheckerURL/>";
- var url = "<subst:url/>";
-</script>
-</head>
-
-<body id="normal">
- <div class="center">
- <small>
- User:
- <uwobo:profileCtrlOptionList xmlns:uwobo="http://helm.cs.unibo.it/uwobo"
- type="cic"/>
- <br />
- [<a href="http://helm.cs.unibo.it" target="_top">HELM home</a>]
- <script>
- document.write('[<a target="_top" href="' + processorURL +
- 'apply?keys=SPK&param.processorURL=' + escape(processorURL) +
- '&param.profile=' + escape(profile) +
- '&xmluri=' + interfaceURL + 'html/configuration.html' +
- '">configuration</a>]');
- </script>
- </small>
- </div>
- <hr />
- <div class="center">
- <script>
- document.write('<a target="result" style="color:black; text-decoration:none" href="' + url + '">');
- document.write('<img style="border-style:none" src="' + interfaceURL + '/icons/object.png" />');
- </script>
- <h2 class="uri"><subst:base_CICURI/></h2>
- <script>document.write('</a>');</script>
- </div>
- <hr />
-<!--
- [Annotations are <script>if (annotations) == 'no') document.write('off'); else document.write('on')</script>]
--->
-<ul class="control">
-<!--
- <li>
- <script>
- var url = "<subst:url/>";
- document.write('<a href="' + url + '" target="_blank">Open object in new window</a>');
- </script>
- </li>
--->
- <li>
- View
- <script>
- document.write('[ <a href="' + HTMLURL + '&param.toplevel=true" target="result"><small>HTML</small></a>');
- document.write(' | ');
- document.write('<a href="' + MathMLPresentationURL + '&param.toplevel=true" target="result"><small>MathML</small></a> ]');
- </script>
- </li>
- <li>
- <script>
- document.write('<a href="' + ProofTreeURL + '&param.toplevel=true" target="result">View proof tree</a>');
- </script>
- </li>
- <li>
- <script>
- var url = processorURL + "apply?keys=MC%2CRT%2CL&xmluri=" +
- getterURL + "getxml%3Furi%3D" + cleanCICURI +
- "&prop.media-type=text/html&prop.encoding=iso-8859-1" +
- "&param.CICURI=" + cleanCICURI + "&param.profile=" + profile +
- "&profile=" + profile;
- document.write(
- '<a target="result" href="' + url + '">View metadata</a>'
- );
- </script>
- </li>
- <li>
- <script>
- url = proofcheckerURL + "proofCheck?uri=" + cleanCICURI;
- document.write(
- '<a target="result" href="' + url + '">Proof check</a>'
- );
- </script>
- </li>
- <li>
- Analyse dependencies
- <ul class="control2">
- <li>
- <script>
- document.write('<a target="result" href="' + mkDirDepURL + '">direct</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a target="result" href="' + mkInvDepURL + '">inverse</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a target="result" href="' + mkRecDepURL + '">recursive direct</a> (graph)');
- </script>
- </li>
- <li>
- <script>
- document.write('<a target="result" href="' + mkInvRecDepURL + '">recursive inverse</a> (graph)');
- </script>
- </li>
- </ul>
- </li>
-</ul>
-<hr />
-<ul class="control">
- <li> Download
- <ul class="control2">
- <li>
- <script>
- document.write('<a href="' + CICURL + '" target="result">CIC XML</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a href="' + MathMLContentURL + '" target="result">MathML Content</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a href="' + MathMLPresentationURL + '" target="result">MathML Presentation</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a href="' + HTMLURL + '" target="result">HTML</a>');
- </script>
- </li>
- </ul>
- </li>
- <li>
- Download metadata
- <ul class="control2">
- <li>
- <script>
- document.write('<a target="result" href="' + DirectRDFURL + '">direct dependencies</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a target="result" href="' + InverseRDFURL + '">inverse dependencies</a>');
- </script>
- </li>
- <li>
- <script>
- document.write('<a target="result" href="' + DCRDFURL + '">Dublin Core</a>');
- </script>
- </li>
- </ul>
- </li>
-</ul>
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-<head>
- <title><subst:CICURI/></title>
-</head>
-<script>
- var processorURL = "<subst:processorURL/>";
- var interfaceURL = "<subst:interfaceURL/>";
- var profile = "<subst:profile/>";
- var CICURI = "<subst:CICURI/>";
- var annotations = "<subst:annotations/>";
- var url = "<subst:makeURL/>";
-<![CDATA[
- document.write('<frameset cols="20%,*" border="1">');
- document.write('<frame src="' + processorURL +
- 'apply?keys=SPK%2CRT&profile=' + profile + '¶m.profile=' + profile +
- '¶m.annotations=' + annotations + '¶m.CICURI=' +
- CICURI + '¶m.url=' + escape(url) + '&xmluri=' +
- escape(interfaceURL + 'html/cic/control.html') +'"/>');
- document.write('<frame src="' + url + '¶m.toplevel=true" name="result"/>');
- document.write('</frameset>');
-]]>
-</script>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:uwobo="http://helm.cs.unibo.it/uwobo">
-
-<head>
-<title>Configuration</title>
-<style type="text/css">
-#normal { background-color: white; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-#centered { text-align: center }
-div.center { text-align: center }
-</style>
-
-<script language="JavaScript" src="http://helm.cs.unibo.it/helm/javascript/defaults.js">
- 
-</script>
-<script language="JavaScript" src="http://helm.cs.unibo.it/helm/javascript/prelude.js">
- 
-</script>
-
-</head>
-
-<body id="normal">
-<a name="top"/>
-<table border="0" width="100%" cellpadding="4">
-<tr><td class="head" align="center"><big><big>HELM Library Configuration</big></big></td></tr>
-</table>
-
-<div id="indent">
-<br />
-When you are done with the changes, please <em>do not forget to click on the Save button</em> at the
-bottom of the page.
-<br />
-<table border="0">
- <tr>
- <th colspan="2" align="left">Profile</th>
- </tr>
- <tr>
- <td>
- <form name="profile">
- <script>
- var defaultValue = '<uwobo:profile/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form name="profileList">
- <script>
- var interfaceURL = '<uwobo:key name="interfaceURL"/>';
- </script>
- <select onChange="selectProfile(this, interfaceURL)">
- <option value="">---</option>
- <uwobo:profileOptionList/>
- </select>
- </form>
- </td>
- <td>
- (changing the profile will update all the fields below)
- </td>
- </tr>
- <tr>
- <td colspan="2" align="left"><b>UWOBO URL</b>
- </td>
- </tr>
- <tr>
- <td>
- <form name="uwoboURL">
- <script>
- var defaultValue = '<uwobo:key name="processorURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectUwoboURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getUwoboURL() + 'help')"/>
-   
- [<a href="http://www.cs.unibo.it/helm/uwobo/panel/index.html">UWOBO panel</a>]
- </form>
- </td>
- </tr>
- <tr>
- <td colspan="2" align="left"><b>Getter URL</b>
- </td>
- </tr>
- <tr>
- <td>
- <form name="getterURL">
- <script>
- var defaultValue = '<uwobo:key name="getterURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectGetterURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getGetterURL() + 'help')"/>
-   
- [<a href="http://www.cs.unibo.it/helm/getter/panel/index.html">Getter panel</a>]
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">URI-Set URL</th>
- </tr>
- <tr>
- <td>
- <form name="uri_set_queueURL">
- <script>
- var defaultValue = '<uwobo:key name="uri_set_queueURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectURISetQueueURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getURISetQueueURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">Graph Drawer URL</th>
- </tr>
- <tr>
- <td>
- <form name="draw_graphURL">
- <script>
- var defaultValue = '<uwobo:key name="draw_graphURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectDrawGraphURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getDrawGraphURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">Proof-Checker URL</th>
- </tr>
- <tr>
- <td>
- <form name="proofcheckerURL">
- <script>
- var defaultValue = '<uwobo:key name="proofcheckerURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectProofCheckerURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getProofCheckerURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">Search Engine URL</th>
- </tr>
- <tr>
- <td>
- <form name="searchengineURL">
- <script>
- var defaultValue = '<uwobo:key name="searchengineURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectSearchEngineURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getSearchEngineURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">RDFly URL</th>
- </tr>
- <tr>
- <td>
- <form name="rdflyURL">
- <script>
- var defaultValue = '<uwobo:key name="rdflyURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectRdflyURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="mowgli.cs.unibo.it">mowgli</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="window.open(getRdflyURL() + 'help')"/>
- </form>
- </td>
- </tr>
- <tr>
- <th colspan="2" align="left">Interface URL</th>
- </tr>
- <tr>
- <td>
- <form name="interfaceURL">
- <script>
- var defaultValue = '<uwobo:key name="interfaceURL"/>';
- document.write('<input type="text" value="' + defaultValue + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectInterfaceURL(this)">
- <option value="">---</option>
- <option value="mowgli">helm</option>
- </select>
- </form>
- </td>
- </tr>
-</table>
-<br />
-<table border="0">
-<tr>
-<td><b style="padding-right: 2em">Natural language rendering</b></td>
-<td>
-<form name="naturalLanguage">
-<script>
-var defaultValue = '<uwobo:key name="naturalLanguage"/>';
-if (defaultValue == 'yes')
- document.write('<input type="checkbox" checked="1" />');
-else
- document.write('<input type="checkbox" />');
-</script>
-</form>
-</td>
-</tr>
-<tr>
-<td><b style="padding-right: 2em">Maximum size of dependency graph</b></td>
-<td>
-<form name="maxGraphSize">
-<script>
-var defaultValue = '<uwobo:key name="uri_set_size"/>';
-document.write('<input type="text" value="' + defaultValue + '" size="3" maxlength="3" />');
-</script>
-</form>
-</td>
-</tr>
-</table>
-<br />
-<table border="0">
- <tr>
- <th colspan="2" align="left">Browser</th>
- </tr>
- <tr>
- <td>
- Only new browsers support UNICODE, that is needed to render
- mathematical documents. Some old browsers, though, can render
- the most common symbols through the "symbol" font.
- </td>
- </tr>
- <tr>
- <td>
- To make us understand what kind of browser you have, please
- select below the symbol for "not belongs to". If both options
- do not show that symbol, then you will be only able to use
- the MathML mode with an external plug-out for MathML presentation.
- </td>
- </tr>
- <tr>
- <td>
- <form name="UNICODEvsSYMBOL">
- <b>Where do you see the "not belongs to" symbol?</b>
- <script>
- var defaultValue = '<uwobo:key name="UNICODEvsSYMBOL"/>';
- if (defaultValue == 'symbol')
- document.write('<input type="radio" name="radioUNICODEvsSYMBOL" value="symbol" checked="" />');
- else
- document.write('<input type="radio" name="radioUNICODEvsSYMBOL" value="symbol" />');
- </script>
- <font face="symbol">Ï</font>
- <script>
- var defaultValue = '<uwobo:key name="UNICODEvsSYMBOL"/>';
- if (defaultValue == 'unicode')
- document.write('<input type="radio" name="radioUNICODEvsSYMBOL" value="unicode" checked="" />');
- else
- document.write('<input type="radio" name="radioUNICODEvsSYMBOL" value="unicode" />');
- </script>
- ∉
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-<div class="center">
- <form name="submit">
- <script>
- var origProfileId = '<uwobo:profile/>';
- </script>
- <input type="button" value="Save" onClick="saveProfile(origProfileId)"/>
- </form>
-</div>
-
-</body>
-</html>
-
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-
-<head>
-
-<style type="text/css">
-#normal { background-color: #e6e6fa; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-#centered { text-align: center }
-li { padding-bottom: 1ex }
-div.center { text-align: center }
-h2.uri { margin-top: 0ex; margin-bottom: 0ex }
-</style>
-
-<script>
- var interfaceURL = "<subst:interfaceURL/>";
- var processorURL = "<subst:processorURL/>";
- var profile = "<subst:profile/>";
- var url = "<subst:url/>";
-</script>
-
-</head>
-
-<body id="normal">
- <div class="center">
- <small>
- User:
- <uwobo:profileCtrlOptionList xmlns:uwobo="http://helm.cs.unibo.it/uwobo"
- type="folder"/>
- <br />
- [<a href="http://helm.cs.unibo.it" target="_top">HELM home</a>]
- <script>
- document.write('[<a target="_top" href="' + processorURL +
- 'apply?keys=SPK&param.processorURL=' + escape(processorURL) +
- '&param.profile=' + escape(profile) +
- '&xmluri=' + interfaceURL + 'html/configuration.html' +
- '">configuration</a>]');
- </script>
- </small>
- </div>
- <hr />
- <div class="center">
- <script>
- document.write('<a target="result" style="color:black; text-decoration:none" href="' + url + '">');
- document.write('<img style="border-style:none" src="' + interfaceURL + '/icons/folder.png" />');
- </script>
- <h2 class="uri"><subst:base_CICURI/></h2>
- <script>document.write('</a>');</script>
- </div>
-<!--
- <ul>
- <li>
- <script>
- var url = "<subst:url/>";
- document.write('<a href="' + url + '" target="_blank">Open theory in new window</a>');
- </script>
- </li>
- </ul>
--->
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-<head>
- <title><subst:CICURI/></title>
-</head>
-<script>
- var processorURL = "<subst:processorURL/>";
- var interfaceURL = "<subst:interfaceURL/>";
- var profile = "<subst:profile/>";
- var CICURI = "<subst:cleanCICURI/>";
- var annotations = "<subst:annotations/>";
- var url = "<subst:makeTheoryURL/>";
-<![CDATA[
- document.write('<frameset cols="20%,*" border="1" >');
- document.write('<frame src="' + processorURL +
- 'apply?keys=SPK%2CRT&profile=' + profile + '¶m.profile=' + profile +
- '¶m.annotations=' + annotations + '¶m.CICURI=' + CICURI +
- '¶m.url=' + escape(url) + '&xmluri=' +
- escape(interfaceURL + 'html/folder/control.html') +'"/>');
- document.write('<frame src="' + url + '¶m.toplevel=true" name="result"/>');
- document.write('</frameset>');
-]]>
-</script>
-</html>
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-
-<head>
-
-<style type="text/css">
-#normal { background-color: #e6e6fa; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-#centered { text-align: center }
-li { padding-bottom: 1ex }
-div.center { text-align: center }
-h2.uri { margin-top: 0ex; margin-bottom: 0ex }
-</style>
-
-<script>
- var interfaceURL = "<subst:interfaceURL/>";
- var processorURL = "<subst:processorURL/>";
- var profile = "<subst:profile/>";
- var url = "<subst:url/>";
-</script>
-
-</head>
-
-<body id="normal">
- <div class="center">
- <small>
- User:
- <uwobo:profileCtrlOptionList xmlns:uwobo="http://helm.cs.unibo.it/uwobo"
- type="theory"/>
- <br />
- [<a href="http://helm.cs.unibo.it" target="_top">HELM home</a>]
- <script>
- document.write('[<a target="_top" href="' + processorURL +
- 'apply?keys=SPK&param.processorURL=' + escape(processorURL) +
- '&param.profile=' + escape(profile) +
- '&xmluri=' + interfaceURL + 'html/configuration.html' +
- '">configuration</a>]');
- </script>
- </small>
- </div>
- <hr />
- <div class="center">
- <script>
- document.write('<a target="result" style="color:black; text-decoration:none" href="' + url + '&param.toplevel=true">');
- document.write('<img style="border-style:none" src="' + interfaceURL + '/icons/theory.png" />');
- </script>
- <h2 class="uri"><subst:base_CICURI/></h2>
- <script>document.write('</a>');</script>
- </div>
-<!--
- <ul>
- <li>
- <script>
- var url = "<subst:url/>";
- document.write('<a href="' + url + '" target="_blank">Open theory in new window</a>');
- </script>
- </li>
- </ul>
--->
-</body>
-</html>
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"
-"http://www.w3.org/TR/REC-html40/loose.dtd">
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:subst="http://www.cs.unibo.it/helm/subst">
-<head>
- <title><subst:CICURI/></title>
-</head>
-<script>
- var processorURL = "<subst:processorURL/>";
- var interfaceURL = "<subst:interfaceURL/>";
- var profile = "<subst:profile/>";
- var CICURI = "<subst:cleanCICURI/>";
- var annotations = "<subst:annotations/>";
- var url = "<subst:makeTheoryURL/>";
-<![CDATA[
- document.write('<frameset cols="20%,*" border="1" >');
- document.write('<frame src="' + processorURL +
- 'apply?keys=SPK%2CRT&profile=' + profile + '¶m.profile=' + profile +
- '¶m.annotations=' + annotations + '¶m.CICURI=' + CICURI +
- '¶m.url=' + escape(url) + '&xmluri=' +
- escape(interfaceURL + 'html/theory/control.html') +'"/>');
- document.write('<frame src="' + url + '" name="result"/>');
- document.write('</frameset>');
-]]>
-</script>
-</html>
+++ /dev/null
-
-TARGETS = helmjsmenu.js_xml
-
-.SUFFIXES:
-.SUFFIXES: .js .js_xml
-
-.js.js_xml:
- @echo "<?xml version='1.0'?>" >$@
- @echo "<script>" >>$@
- @echo "<![CDATA[" >>$@
- @cat $< >>$@
- @echo "]]>" >>$@
- @echo "</script>" >>$@
-
-all: $(TARGETS)
-
-clean:
- rm -rf $(TARGETS)
-
+++ /dev/null
-// Global variables.
-var HJMmenu;
-
-function initializeMenu() {
- HJMmenu =
- document.getElementById ?
- // A DOM browser
- document.getElementById("HJMmenu").style
- : // Probably Netscape Navigator 4.0
- document.HJMmenu;
- HJMmenu.visibility="hidden";
-}
-
-function showMenu() {
- HJMmenu.visibility="visible";
-}
-
-function hideMenu() {
- HJMmenu.visibility="hidden";
-}
-
-function moveMenu(x,y) {
- var y2 = y - 25;
- var x2 = x - 25;
- if (document.getElementById) {
- // Not Netscape Navigator 4.0
- HJMmenu.left = x2 + "px";
- HJMmenu.top = y2 + "px";
- } else {
- // Probably Netscape Navigator 4.0
- HJMmenu.left = x2;
- HJMmenu.top = y2;
- }
-}
-
-function getX(event) {
- if(!event.pageX)
- // Probably Internet Explorer
- return event.clientX + document.body.scrollLeft;
- else
- // Probably Netscape Navigator
- return event.pageX;
-}
-
-function getY(event) {
- if(!event.pageY)
- // Probably Internet Explorer
- return event.clientY + document.body.scrollTop;
- else
- // Probably Netscape Navigator
- return event.pageY;
-}
-
-if (!document.getElementById) {
- // Probably Netscape Navigator
- document.captureEvents(Event.MOUSEDOWN);
- document.onmousedown = hideMenu;
-}
+++ /dev/null
-function getProfileId()
-{
- return document.profile.elements[0].value;
-}
-
-function getUwoboURL()
-{
- return document.uwoboURL.elements[0].value;
-}
-
-function getGetterURL()
-{
- return document.getterURL.elements[0].value;
-}
-
-function getProofCheckerURL()
-{
- return document.proofcheckerURL.elements[0].value;
-}
-
-function getSearchEngineURL()
-{
- return document.searchengineURL.elements[0].value;
-}
-
-function getDrawGraphURL()
-{
- return document.draw_graphURL.elements[0].value;
-}
-
-function getURISetQueueURL()
-{
- return document.uri_set_queueURL.elements[0].value;
-}
-
-function getRdflyURL()
-{
- return document.rdflyURL.elements[0].value;
-}
-
-function getInterfaceURL()
-{
- return document.interfaceURL.elements[0].value;
-}
-
-function getUNICODEvsSYMBOL()
-{
- if (document.UNICODEvsSYMBOL.radioUNICODEvsSYMBOL[0].checked)
- return 'symbol';
- else
- return 'unicode';
-}
-
-function getNaturalLanguage()
-{
- if (document.naturalLanguage.elements[0].checked)
- return 'yes';
- else
- return 'no';
-}
-
-function getMaxGraphSize()
-{
- return document.maxGraphSize.elements[0].value;
-}
-
-function getUpdateURL()
-{
- return '¶m.processorURL=' + escape(getUwoboURL()) +
- '¶m.getterURL=' + escape(getGetterURL()) +
- '¶m.uri_set_queueURL=' + escape(getURISetQueueURL()) +
- '¶m.draw_graphURL=' + escape(getDrawGraphURL()) +
- '¶m.proofcheckerURL=' + escape(getProofCheckerURL()) +
- '¶m.searchengineURL=' + escape(getSearchEngineURL()) +
- '¶m.rdflyURL=' + escape(getRdflyURL()) +
- '¶m.interfaceURL=' + escape(getInterfaceURL()) +
- '¶m.naturalLanguage=' + escape(getNaturalLanguage()) +
- '¶m.uri_set_size=' + escape(getMaxGraphSize()) +
- '¶m.UNICODEvsSYMBOL=' + escape(getUNICODEvsSYMBOL());
-}
-
-function selectUwoboURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.uwoboURL.elements[0].value = "";
- } else {
- document.uwoboURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58080/";
- }
-}
-
-function selectGetterURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.getterURL.elements[0].value = "";
- } else {
- document.getterURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58081/";
- }
-}
-
-function selectProofCheckerURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.proofcheckerURL.elements[0].value = "";
- } else {
- document.proofcheckerURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58084/";
- }
-}
-
-function selectSearchEngineURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.searchengineURL.elements[0].value = "";
- } else {
- document.searchengineURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58085/";
- }
-}
-
-function selectDrawGraphURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.draw_graphURL.elements[0].value = "";
- } else {
- document.draw_graphURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58083/";
- }
-}
-
-function selectURISetQueueURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.uri_set_queueURL.elements[0].value = "";
- } else {
- document.uri_set_queueURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58082/";
- }
-}
-
-function selectRdflyURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.rdflyURL.elements[0].value = "";
- } else {
- document.rdflyURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58086/";
- }
-}
-
-function selectInterfaceURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.interfaceURL.elements[0].value = "";
- } else {
- document.interfaceURL.elements[0].value = "http://helm.cs.unibo.it/helm";
- }
-}
-
-function selectProfile(ss, interfaceURL)
-{
- location = getUwoboURL() +
- 'apply?keys=SPK¶m.processorURL=' + escape(getUwoboURL()) +
- '¶m.profile=' + escape(ss.options[ss.selectedIndex].value) +
- '&xmluri=' + escape(interfaceURL + 'html/configuration.html');
-}
-
-function saveProfile(origProfileId)
-{
- var profileId = getProfileId();
- var exists = false;
- var i;
- var options = document.profileList.elements[0];
- for (i = 0; i < options.length; i++)
- if (profileId == options[i].value) exists = true;
- if (exists) {
- if (confirm('Update the profile \'' + profileId + '\'?'))
- location = getUwoboURL() + 'setparams?id=' + profileId + getUpdateURL();
- } else {
- if (confirm('Create a new profile \'' + profileId + '\' with the current settings?'))
- location = getUwoboURL() + 'createprofile?id=' + profileId + '&orig=' + origProfileId + getUpdateURL();
- }
-}
-
+++ /dev/null
-<?xml version="1.0"?>
-
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:helm="http://www.cs.unibo.it/helm">
-
-<xsl:output
- method="xml"
- encoding="iso-8859-1"
- media-type="text/html"
- doctype-public="-//W3C//DTD XHTML 1.0 Transitional//EN"
- doctype-system="http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd" />
-
-<xsl:param name="uri" select="''"/>
-
-<xsl:template match="helm:getParam">
- <xsl:value-of select="$uri"/>
-</xsl:template>
-
-<xsl:template match = "/|*">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns="http://www.w3.org/1999/xhtml"
->
-
- <xsl:output method="html" encoding="iso-8859-1"/>
-
- <xsl:param name="CICURI" select="''" />
- <xsl:param name="interfaceURL" select="''" />
-
- <xsl:template match="ls">
- <html>
- <head>
- <style>
- li.theory {
- list-style-image:
- url(<xsl:value-of select="$interfaceURL"/>/icons/theory.png)
- }
- li.folder {
- list-style-image:
- url(<xsl:value-of select="$interfaceURL"/>/icons/folder.png)
- }
- li.object {
- list-style-image:
- url(<xsl:value-of select="$interfaceURL"/>/icons/object.png)
- }
- a.theory { text-decoration: none; }
- a.folder { text-decoration: none; }
- a.object { text-decoration: none; }
- </style>
- </head>
- <body>
- <ul>
- <xsl:apply-templates select="object[@name='index.theory']"/>
- <!-- sorting: folders interleaved with theories, then objects-->
- <xsl:apply-templates
- select="section|object[substring-after(@name,'.')='theory' and
- not(@name='index.theory')]">
- <xsl:sort select="translate(concat(@name,string(.)),'abcdefghijklmnopqrstuvwxyz','ABCDEFGHIJKLMNOPQRSTUVWXYZ')" />
- </xsl:apply-templates>
- <xsl:apply-templates
- select="object[not(substring-after(@name,'.')='theory')]" >
- <xsl:sort select="translate(concat(@name,string(.)),'abcdefghijklmnopqrstuvwxyz','ABCDEFGHIJKLMNOPQRSTUVWXYZ')" />
- </xsl:apply-templates>
- </ul>
- </body>
- </html>
- </xsl:template>
-
- <xsl:template match="section">
- <li class="folder">
- <a class="folder" href="{concat($CICURI, text(), '/')}"
- helm:helm_link="href">
- <xsl:value-of select="text()" />
- </a>
- <xsl:text>/</xsl:text>
- </li>
- </xsl:template>
-
- <xsl:template match="object">
- <xsl:choose>
- <xsl:when test="substring-after(@name, '.')='theory'">
- <li class="theory">
- <a class="theory" href="{concat($CICURI, @name)}"
- helm:helm_link="href">
- <xsl:value-of select="@name" />
- </a>
- </li>
- </xsl:when>
- <xsl:otherwise>
- <li class="object">
- <a class="object"
- href="{concat('cic:', substring-after($CICURI, ':'), @name)}"
- helm:helm_link="href">
- <xsl:value-of select="@name" />
- </a>
- </li>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<xsl:stylesheet version="1.0"
- xmlns="http://www.w3.org/1999/xhtml"
- xmlns:html="http://www.w3.org/1999/xhtml"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:subst="http://www.cs.unibo.it/helm/subst">
-
-<xsl:import href="utils.xsl"/>
-<xsl:import href="links_library.xsl"/>
-
-<!--CSC: code cut & pasted also in metadataLib.xsl -->
-<xsl:param name="uri_set_size" select="''"/>
-<!--CSC: end of cut & paste also in metadataLib.xsl -->
-
-<xsl:output method="html" encoding="iso-8859-1"/>
-
-<xsl:template match="/|*">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-<xsl:template match="html:head">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <subst:script language="JavaScript" src="/javascript/helmjsmenu.js"/>
- <script>
- var lastX, lastY;
- var selectedURI;
- var selectedCICURL;
- var selectedForwardURL;
- var selectedBackwardURL;
- </script>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-<xsl:template match="html:body">
- <!--CSC: end of cut & paste also in metadataLib.xsl -->
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:attribute name="onClick">hideMenu();</xsl:attribute>
- <!--CSC: end of cut & paste also in metadataLib.xsl -->
- <xsl:apply-templates/>
- <div style="position: absolute" id="HJMmenu">
- <!-- The two nested tables are for NS 4.0 where every -->
- <!-- layer has a default transparent background color -->
- <table bgColor="green" id="pippo">
- <tr><td>
- <table bgColor="cyan" border="2">
- <tr><td><a href="javascript: location = selectedForwardURL">Objects this one depends on.</a></td></tr>
- <tr><td><a href="javascript: var _ = window.open(selectedCICURL,'_top')">Render this object.</a></td></tr>
- <tr><td><a href="javascript: location = selectedBackwardURL">Objects depending on this one.</a></td></tr>
- </table>
- </td></tr>
- </table>
- </div>
- <script>initializeMenu()</script>
- </xsl:copy>
-</xsl:template>
-
-<xsl:template match="html:area">
- <xsl:variable name="quoteduri">
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="@href"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="cicurl">
- <xsl:call-template name="makeURL">
- <xsl:with-param name="uri" select="@href"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="quotedcicurl">
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="$cicurl"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="forwardURL">
- <xsl:call-template name="makeGraphURL">
- <xsl:with-param name="uri" select="@href"/>
- <xsl:with-param name="keys" select="'MDG'"/>
- <xsl:with-param name="uri_set_size" select="$uri_set_size"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="quotedForwardURL">
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="$forwardURL"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="backwardURL">
- <xsl:call-template name="makeGraphURL">
- <xsl:with-param name="uri" select="@href"/>
- <xsl:with-param name="keys" select="'MMG'"/>
- <xsl:with-param name="uri_set_size" select="$uri_set_size"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="quotedBackwardURL">
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="$backwardURL"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:if test="starts-with(@href,"cic:")">
- <xsl:attribute name="onMouseOver">lastX = getX(event); lastY = getY(event); selectedURI='<xsl:value-of select="$quoteduri"/>'; selectedCICURL='<xsl:value-of select="$quotedcicurl"/>'; selectedForwardURL='<xsl:value-of select="$quotedForwardURL"/>'; selectedBackwardURL='<xsl:value-of select="$quotedBackwardURL"/>';</xsl:attribute>
- <xsl:attribute name="href">javascript:moveMenu(lastX,lastY); showMenu();</xsl:attribute>
- </xsl:if>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:subst="http://www.cs.unibo.it/helm/subst"
- xmlns="http://www.w3.org/1999/xhtml">
-
-<xsl:import href="utils.xsl"/>
-<xsl:import href="show_dc.xsl"/>
-<xsl:import href="links_library.xsl"/>
-<xsl:import href="toplevel_header.xsl"/>
-
-<xsl:output
- method="xml"
- encoding="iso-8859-1"
- media-type="text/html"
- doctype-public="-//W3C//DTD XHTML 1.0 Transitional//EN"
- doctype-system="http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd" />
-
-<xsl:param name="CICURI" select="''"/>
-
-<xsl:template match="/">
- <html>
- <head>
- <title>Metadata of <xsl:value-of select="$CICURI"/></title>
- </head>
- <body onLoad="window.focus()" bgColor="white">
- <xsl:call-template name="add_breadcrumb_trail" >
- <xsl:with-param name="CICURI" select="$CICURI"/>
- </xsl:call-template>
- <xsl:variable name="CICURL">
- <xsl:call-template name="makeURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:apply-templates select="*"/>
- <xsl:call-template name="loop_show_dc">
- <xsl:with-param name="CICURI" select="$CICURI"/>
- </xsl:call-template>
- </body>
- </html>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns:subst="http://www.cs.unibo.it/helm/subst">
-
-<xsl:import href="links_library.xsl"/>
-<xsl:import href="params.xsl"/>
-
-<xsl:output
- method="html"
- encoding="ISO-8859-1"
- media-type="text/html" />
-
-<xsl:param name="proofcheckerURL" select="''"/>
-<xsl:param name="interfaceURL" select="''"/>
-<xsl:param name="processorURL" select="''"/>
-<xsl:param name="getterURL" select="''"/>
-<xsl:param name="draw_graphURL" select="''"/>
-<xsl:param name="profile" select="''"/>
-<xsl:param name="url" select="''"/>
-<xsl:param name="CICURI" select="''"/>
-<xsl:param name="annotations" select="''"/>
-
-<xsl:template match="subst:script">
- <xsl:copy-of select="document(concat($interfaceURL,@src,'_xml'))" />
-</xsl:template>
-
-<xsl:template match="subst:proofcheckerURL">
- <xsl:value-of select="$proofcheckerURL"/>
-</xsl:template>
-
-<xsl:template match="subst:interfaceURL">
- <xsl:value-of select="$interfaceURL"/>
-</xsl:template>
-
-<xsl:template match="subst:processorURL">
- <xsl:value-of select="$processorURL"/>
-</xsl:template>
-
-<xsl:template match="subst:getterURL">
- <xsl:value-of select="$getterURL"/>
-</xsl:template>
-
-<xsl:template match="subst:draw_graphURL">
- <xsl:value-of select="$draw_graphURL"/>
-</xsl:template>
-
-<xsl:template match="subst:profile">
- <xsl:value-of select="$profile"/>
-</xsl:template>
-
-<xsl:template match="subst:url">
- <xsl:value-of select="$url"/>
-</xsl:template>
-
-<xsl:template match="subst:CICURL">
- <xsl:call-template name="makeCICURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:HTMLURL">
- <xsl:call-template name="makeHTMLURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:MathMLPresentationURL">
- <xsl:call-template name="makeMathMLPresentationURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:MathMLContentURL">
- <xsl:call-template name="makeMathMLContentURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:DirectRDFURL">
- <xsl:call-template name="makeDirectRDFURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:InverseRDFURL">
- <xsl:call-template name="makeInverseRDFURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:DCRDFURL">
- <xsl:call-template name="makeDCRDFURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:CICURI">
- <xsl:value-of select="$CICURI"/>
-</xsl:template>
-
-<xsl:template match="subst:cleanCICURI">
- <xsl:variable name="uri" select="$CICURI"/>
- <xsl:variable name="uri_before_body" select="substring-before($uri,'.body')"/>
- <xsl:choose>
- <xsl:when test="$uri_before_body = ''">
- <xsl:variable name="uri_before_sharp" select="substring-before($uri,'#')"/>
- <xsl:choose>
- <xsl:when test="$uri_before_sharp = ''">
- <xsl:value-of select="$uri"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri_before_sharp"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$uri_before_body"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="subst:base_CICURI">
- <xsl:variable name="len" select="string-length($CICURI)" />
- <xsl:variable name="extension">
- <xsl:choose>
- <xsl:when test="substring($CICURI,$len)='/'">#</xsl:when>
- <xsl:when test="substring($CICURI,$len - 6)='.theory'">.theory</xsl:when>
- <xsl:when test="substring($CICURI,$len - 3)='.con'">.con</xsl:when>
- <xsl:when test="substring($CICURI,$len - 3)='.ind'">.ind</xsl:when>
- <xsl:when test="substring($CICURI,$len - 3)='.var'">.var</xsl:when>
- <xsl:when test="substring($CICURI,$len - 8)='.con.body'">.con.body</xsl:when>
- <xsl:otherwise>
-<!--
- <xsl:message terminate="no">
- resolve_topurl.xsl: assertion failed
- </xsl:message>
--->
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:call-template name="name_of_uri">
- <xsl:with-param name="uri">
- <xsl:choose>
- <xsl:when test="substring($CICURI,$len)='/'">
- <xsl:value-of select="concat(substring($CICURI,1,$len - 1),'#')" />
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$CICURI" />
- </xsl:otherwise>
- </xsl:choose>
- </xsl:with-param>
- <xsl:with-param name="extension" select="$extension" />
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:annotations">
- <xsl:value-of select="$annotations"/>
-</xsl:template>
-
-<xsl:template match="subst:makeURL">
- <xsl:call-template name="makeURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="createframeset" select="false()"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeProofTreeURL">
- <xsl:call-template name="makeProofTreeURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="createframeset" select="false()"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeHTMLURLwithProfile">
- <xsl:call-template name="makeHTMLURLwithProfile">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="profile" select="@profile"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeTheoryURL">
- <xsl:call-template name="makeTheoryURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="createframeset" select="false()"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeTheoryURLwithProfile">
- <xsl:call-template name="makeTheoryURLwithProfile">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="createframeset" select="true()"/>
- <xsl:with-param name="profile" select="@profile"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeDirectDependencyURL">
- <xsl:call-template name="makeDirectDependenciesURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeRecDependencyURL">
- <xsl:call-template name="makeGraphURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="keys" select="'MDG'"/>
- <xsl:with-param name="uri_set_size" select="$uri_set_size"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeInverseDirectDependencyURL">
- <xsl:call-template name="makeInverseDirectDependenciesURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template match="subst:makeInverseRecDependencyURL">
- <xsl:call-template name="makeGraphURL">
- <xsl:with-param name="uri" select="$CICURI"/>
- <xsl:with-param name="keys" select="'MMG'"/>
- <xsl:with-param name="uri_set_size" select="$uri_set_size"/>
- </xsl:call-template>
-</xsl:template>
-
-<!-- used by moogle -->
-
-<xsl:template match="helm:uwobo_form">
- <form action="{concat($processorURL,'apply?')}" method="get">
- <xsl:apply-templates select="*"/>
- </form>
-</xsl:template>
-
-<xsl:template match = "helm:hidden_params">
- <xsl:call-template name="hidden_params"/>
-</xsl:template>
-
-<xsl:template match = "helm:j_params">
- <xsl:call-template name="j_params"/>
-</xsl:template>
-
-<xsl:template name="hidden_params">
- <input type="hidden" name="xmluri" value="{concat($getterURL,'getempty')}"/>
- <input type="hidden" name="param.profile" value="{$profile}"/>
- <input type="hidden" name="profile" value="{$profile}"/>
- <input type="hidden" name="param.keys" value="{$keys}"/>
- <input type="hidden" name="param.embedkeys" value="{$embedkeys}"/>
- <input type="hidden" name="param.thkeys" value="{$thkeys}"/>
- <input type="hidden" name="param.prooftreekeys" value="{$prooftreekeys}"/>
-
- <input type="hidden" name="param.media-type" value="{$media-type}"/>
- <input type="hidden" name="param.thmedia-type" select="{$thmedia-type}"/>
- <input type="hidden" name="prooftreemedia-type" select="{$prooftreemedia-type}"/>
- <input type="hidden" name="param.doctype-public" select="{$doctype-public}"/>
- <input type="hidden" name="param.encoding" select="{$encoding}"/>
- <input type="hidden" name="param.thencoding" select="{$thencoding}"/>
- <input type="hidden" name="param.prooftreeencoding" select="{$prooftreeencoding}"/>
-</xsl:template>
-
-<xsl:template name="j_params">
- <input type="hidden" name="j_xmluri" value="{concat($getterURL,'getempty')}"/>
- <input type="hidden" name="j_processorURL" value="{$processorURL}"/>
- <input type="hidden" name="j_profile" value="{$profile}"/>
- <input type="hidden" name="j_keys" value="{$keys}"/>
- <input type="hidden" name="j_embedkeys" value="{$embedkeys}"/>
- <input type="hidden" name="j_thkeys" value="{$thkeys}"/>
- <input type="hidden" name="j_prooftreekeys" value="{$prooftreekeys}"/>
-
- <input type="hidden" name="j_media_type" value="{$media-type}"/>
- <input type="hidden" name="j_thmedia_type" select="{$thmedia-type}"/>
- <input type="hidden" name="j_prooftreemedia_type" select="{$prooftreemedia-type}"/>
- <input type="hidden" name="j_doctype_public" select="{$doctype-public}"/>
- <input type="hidden" name="j_encoding" select="{$encoding}"/>
- <input type="hidden" name="j_thencoding" select="{$thencoding}"/>
- <input type="hidden" name="j_prooftreeencoding" select="{$prooftreeencoding}"/>
-</xsl:template>
-
-<xsl:template match="/|*">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:apply-templates/>
- </xsl:copy>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Copyright (C) 2000, HELM Team -->
-<!-- -->
-<!-- This file is part of HELM, an Hypertextual, Electronic -->
-<!-- Library of Mathematics, developed at the Computer Science -->
-<!-- Department, University of Bologna, Italy. -->
-<!-- -->
-<!-- HELM is free software; you can redistribute it and/or -->
-<!-- modify it under the terms of the GNU General Public License -->
-<!-- as published by the Free Software Foundation; either version 2 -->
-<!-- of the License, or (at your option) any later version. -->
-<!-- -->
-<!-- HELM is distributed in the hope that it will be useful, -->
-<!-- but WITHOUT ANY WARRANTY; without even the implied warranty of -->
-<!-- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -->
-<!-- GNU General Public License for more details. -->
-<!-- -->
-<!-- You should have received a copy of the GNU General Public License -->
-<!-- along with HELM; if not, write to the Free Software -->
-<!-- Foundation, Inc., 59 Temple Place - Suite 330, Boston, -->
-<!-- MA 02111-1307, USA. -->
-<!-- -->
-<!-- For details, see the HELM World-Wide-Web page, -->
-<!-- http://cs.unibo.it/helm/. -->
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns:xlink="http://www.w3.org/1999/xlink">
-
-<!--***********************************************************************-->
-<!-- From MathML presentation or HTML to themselves with links -->
-<!-- HELM Group: Asperti, Padovani, Sacerdoti, Schena -->
-<!-- First draft: March 16 2001, Andrea Asperti -->
-<!--***********************************************************************-->
-
-<xsl:param name="action" select="''"/>
-<xsl:param name="expression" select="''"/>
-<xsl:param name="advanced" select="no"/>
-<xsl:param name="choices" select="''"/>
-<xsl:param name="interp" select="''"/>
-<xsl:param name="constraints" select="''"/>
-<xsl:param name="searchengineURL" select="''"/>
-<xsl:param name="url" select="''"/>
-
-<xsl:include href="links_library.xsl"/>
-
-<xsl:variable name="quoted_expression">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$expression"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quoted_url">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$url"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quoted_choices">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$choices"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="quoted_constraints">
- <xsl:call-template name="quote">
- <xsl:with-param name="s" select="$constraints"/>
- </xsl:call-template>
-</xsl:variable>
-
-<xsl:variable name="param_constraints">
- <xsl:choose>
- <xsl:when test="$constraints=''">
- <xsl:value-of select="''"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="concat('&constraints=',$quoted_constraints)"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:variable>
-
-<xsl:template match="/">
- <xsl:copy-of select="document(concat($searchengineURL,$action,'?expression=',$quoted_expression,'&advanced=',$advanced,'&choices=',$quoted_choices,'&interpretation_choices=',$interp,$param_constraints,'&url=',$quoted_url,'&preprocess=true'))"/>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:uwobo="http://helm.cs.unibo.it/uwobo"
- xmlns:subst="http://www.cs.unibo.it/helm/subst"
->
-
-<xsl:output
- method="html"
- encoding="ISO-8859-1"
- media-type="text/html" />
-<!--
-<xsl:output
- method="xml"
- encoding="iso-8859-1"
- media-type="text/xml"
- doctype-public="-//W3C//DTD XHTML 1.0 Transitional//EN"
- doctype-system="DTD/xhtml1-transitional.dtd" />
--->
-
-<xsl:param name="processorURL" select="''"/>
-<xsl:param name="profile" select="''"/>
-
-<xsl:variable name="params" select="document(concat($processorURL, 'getparams?id=', $profile))"/>
-<xsl:variable name="profiles" select="document(concat($processorURL, 'listprofiles'))//li"/>
-
-<xsl:template match="node()">
- <xsl:copy>
- <xsl:copy-of select="@*"/>
- <xsl:apply-templates />
- </xsl:copy>
-</xsl:template>
-
-<xsl:template match="uwobo:key">
- <xsl:variable name="name" select="@name"/>
- <xsl:value-of select="string($params/html/body/ul/li[string(key)=$name]/value)"/>
-</xsl:template>
-
-<xsl:template match="uwobo:profile">
- <xsl:value-of select="$profile"/>
-</xsl:template>
-
-<xsl:template match="uwobo:profileOptionList">
- <xsl:apply-templates select="$profiles" mode="make_form_option"/>
-</xsl:template>
-
-<xsl:template match="uwobo:profileCtrlOptionList">
- <script>
- var cicurls = new Array();
- </script>
- <select onChange="window.open(cicurls[selectedIndex],'_top')">
- <xsl:apply-templates select="$profiles" mode="make_ctrl_form_option">
- <xsl:with-param name="type" select="@type"/>
- </xsl:apply-templates>
- </select>
-</xsl:template>
-
-<xsl:template match="li" mode="make_form_option">
- <xsl:variable name="tmp" select="string(.)" />
- <option value="{$tmp}">
- <xsl:if test="$tmp=$profile">
- <xsl:attribute name="selected">1</xsl:attribute>
- </xsl:if>
- <xsl:value-of select="$tmp"/>
- </option>
-</xsl:template>
-
-<xsl:template match="li" mode="make_ctrl_form_option">
- <xsl:param name="type" select="''"/>
- <script>
- <xsl:text>cicurls[</xsl:text>
- <xsl:value-of select="position()-1" />
- <xsl:text>] = "</xsl:text>
- <xsl:choose>
- <xsl:when test="$type = 'cic'">
- <subst:makeHTMLURLwithProfile profile="{string(.)}"/>
- </xsl:when>
- <xsl:otherwise>
- <subst:makeTheoryURLwithProfile profile="{string(.)}"/>
- </xsl:otherwise>
- </xsl:choose>
- <xsl:text>";</xsl:text>
- </script><xsl:text>
- </xsl:text>
- <option value="{position()}">
- <xsl:if test="string(.)=$profile">
- <xsl:attribute name="selected">1</xsl:attribute>
- </xsl:if>
- <xsl:value-of select="string(.)"/>
- </option>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:ht="http://www.cs.unibo.it/helm/namespaces/helm-theory"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns:html="http://www.w3.org/1999/xhtml">
-
-<xsl:include href="links_library.xsl" />
-
-<!-- add theory's breadcrumb trail -->
-<xsl:template name="breadcrumb_trail">
- <xsl:param name="path" select="''" />
- <xsl:param name="acc" select="''" />
- <xsl:choose>
- <xsl:when test="contains($path, '/')">
- <xsl:variable name="segment" select="substring-before($path,'/')" />
- <xsl:variable name="newacc" select="concat($acc, $segment, '/')" />
- <html:a style="text-decoration: none"
- href="{$newacc}" helm:helm_link="href">
- <xsl:value-of select="$segment" />
- </html:a>
- <xsl:text>/</xsl:text>
- <xsl:call-template name="breadcrumb_trail">
- <xsl:with-param name="path" select="substring-after($path,'/')" />
- <xsl:with-param name="acc" select="$newacc" />
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:variable name="path_before_body" select="substring-before($path,'.body')"/>
- <xsl:variable name="cleanpath">
- <xsl:choose>
- <xsl:when test="$path_before_body = ''">
- <xsl:value-of select="$path"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$path_before_body"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:value-of select="$cleanpath" />
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template name="add_breadcrumb_trail">
- <xsl:param name="CICURI" select="''"/>
- <xsl:variable name="prefix" select="substring-before($CICURI, ':')" />
- <html:table width="100%"><xsl:text>
- </xsl:text>
- <html:tr><xsl:text>
- </xsl:text>
- <html:td><xsl:text>
- </xsl:text>
- <html:span
- style="font-family: sans-serif; font-weight: bold; font-size: 120%">
- <html:a style="text-decoration: none"
- href="{concat($prefix, ':/')}" helm:helm_link="href">
- <xsl:value-of select="concat($prefix, ':')" />
- </html:a>
- <xsl:text>/</xsl:text>
- <xsl:call-template name="breadcrumb_trail">
- <xsl:with-param name="path"
- select="substring($CICURI, string-length($prefix)+3)" />
- <xsl:with-param name="acc" select="concat($prefix, ':/')" />
- </xsl:call-template>
- </html:span><xsl:text>
- </xsl:text>
- </html:td><xsl:text>
- </xsl:text>
- <html:td style="text-align:right"><xsl:text>
- </xsl:text>
- <html:span style="font-family:sans-serif">
- <xsl:variable name="searchLinkURL">
- <xsl:call-template name="makeSearchLinkURL" />
- </xsl:variable>
- [<html:a href="{$searchLinkURL}" target="_top">search</html:a>]
- </html:span><xsl:text>
- </xsl:text>
- </html:td><xsl:text>
- </xsl:text>
- </html:tr>
- </html:table><xsl:text>
- </xsl:text>
- <html:hr />
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<!-- Next function to quote strings for JavaScript (i.e. ' ==> \' -->
-<xsl:template name="jsquote">
- <xsl:param name="s" select="''"/>
- <xsl:param name="news" select="''"/>
- <xsl:param name="times" select="1"/>
- <xsl:choose>
- <xsl:when test="$s = ''"><xsl:value-of select="$news"/></xsl:when>
- <xsl:otherwise>
- <xsl:variable name="char" select="substring($s,1,1)"/>
- <xsl:choose>
- <xsl:when test='$char = "'" and $times = 1'>
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select='concat($news,"\'")'/>
- <xsl:with-param name="times" select="$times"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:when test='$char = "'" and $times = 2'>
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select='concat($news,"\\\'")'/>
- <xsl:with-param name="times" select="$times"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:call-template name="jsquote">
- <xsl:with-param name="s" select="substring($s,2)"/>
- <xsl:with-param name="news" select="concat($news,$char)"/>
- <xsl:with-param name="times" select="$times"/>
- </xsl:call-template>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-</xsl:stylesheet>
+++ /dev/null
-getParam.xsl
-ls2theory.xsl
-makeGraphLinks.xsl
-metadataControl.xsl
-resolve_topurl.xsl
-substKey.xsl
-toplevel_header.xsl
-utils.xsl
-search.xsl
+++ /dev/null
-all: helm_configuration helm_data helm_http_getter helm_xsltd helm_gtk_interface
-clean:
- rm -f helm_*.spec helm_*.tar.gz
-
-helm_configuration: prep_helm_configuration clean_helm_configuration
-
-prep_helm_configuration:
- cvs export -D20100101 configuration
- mv configuration/helm_configuration-0.0.1-1.spec .
- (cd configuration ; autoconf)
- mv configuration helm_configuration-0.0.1
- tar -zcvf helm_configuration-0.0.1-1.tar.gz helm_configuration-0.0.1
-
-clean_helm_configuration:
- rm -rf helm_configuration-0.0.1
-
-
-
-helm_data: prep_helm_data clean_helm_data
-
-prep_helm_data:
- cvs export -D20100101 helm_data
- mv helm_data/helm_data-0.0.1-1.spec .
- (cd helm_data ; cvs export -D20100101 dtd ; cvs export -D20100101 style ; autoconf)
- mv helm_data helm_data-0.0.1
- tar -zcvf helm_data-0.0.1-1.tar.gz helm_data-0.0.1
-
-clean_helm_data:
- rm -rf helm_data-0.0.1
-
-
-
-helm_http_getter: prep_helm_http_getter clean_helm_http_getter
-
-prep_helm_http_getter:
- cvs export -D20100101 http_getter
- mv http_getter/helm_http_getter-0.0.1-1.spec .
- (cd http_getter ; autoconf)
- mv http_getter helm_http_getter-0.0.1
- tar -zcvf helm_http_getter-0.0.1-1.tar.gz helm_http_getter-0.0.1
-
-clean_helm_http_getter:
- rm -rf helm_http_getter-0.0.1
-
-
-
-helm_xsltd: prep_helm_xsltd clean_helm_xsltd
-
-prep_helm_xsltd:
- cvs export -D20100101 xsltd
- mv xsltd/helm_xsltd-0.0.1-1.spec .
- (cd xsltd ; autoconf)
- mv xsltd helm_xsltd-0.0.1
- tar -zcvf helm_xsltd-0.0.1-1.tar.gz helm_xsltd-0.0.1
-
-clean_helm_xsltd:
- rm -rf helm_xsltd-0.0.1
-
-
-
-helm_gtk_interface: prep_helm_gtk_interface clean_helm_gtk_interface
-
-prep_helm_gtk_interface:
- cvs export -D20100101 interface
- mv interface/helm_gtk_interface-0.0.1-1.spec .
- (cd interface ; autoconf)
- mv interface helm_gtk_interface-0.0.1
- tar -zcvf helm_gtk_interface-0.0.1-1.tar.gz helm_gtk_interface-0.0.1
-
-clean_helm_gtk_interface:
- rm -rf helm_gtk_interface-0.0.1
-
-
-
-
-PHONY: all clean helm_configuration prep_helm_configuration clean_helm_configuration
+++ /dev/null
-*.aux
-*.dvi
-*.log
-*.ps
+++ /dev/null
-
-#
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-#
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-#
-# Created: Sun, 29 Jun 2003 12:00:55 +0200 zack
-# Last-Modified: Sun, 29 Jun 2003 12:00:55 +0200 zack
-#
-
-########################################################################
-
-# list of .tex _main_ files
-TEXS = hbugs-calculemus-2003.tex
-
-# number of runs of latex (for table of contents, list of figures, ...)
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-
-# do you need bibtex?
-BIBTEX = no
-
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-AVAILABLE_FORMATS = dvi ps ps.gz pdf
-
-########################################################################
-
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-HTMLS = $(TEXS:.tex=.html)
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-
-clean:
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- $(DVIPDF) $< $@
-%.html: %.tex
- $(HEVEA) $<
-
-.PHONY: all ps pdf html clean
-
+++ /dev/null
-% PostScript Draftstamp Style Option.
-%
-% $Log$
-% Revision 1.1 2003/05/22 16:05:12 sacerdot
-% ed and draftstamp packages committed and activated
-%
-% Revision 1.1 2002/10/21 14:41:51 kohlhase
-% more restructuring of definitions
-%
-% Revision 1.1 1999/04/28 16:21:57 kohlhase
-% bla
-%
-% Revision 1.1 1998/10/01 10:54:41 kohlhase
-% *** empty log message ***
-%
-% Revision 1.1 1998/01/05 10:53:56 mmueller
-% blurb
-%
-% Revision 1.1 1997/05/05 17:15:35 tmueller
-% fset wlp 97 paper
-%
-% Revision 1.1 1997/03/18 18:14:15 tmueller
-% starting ilps version of cpi paper
-%
-% Revision 1.1 91/02/17 01:53:51 schwarze
-% Initial revision
-%
-
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-
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-
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-
-\ifcase\language
- \draftenglish \or % US English
- \draftgerman \or % German
- \draftgerman \or % Austrian
- \draftfrench \or % French
- \draftenglish \fi % English
+++ /dev/null
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-% 22/05/2003: New command 'oldpart' introduced by %
-% Claudio Sacerdoti Coen <sacerdot@cs.unibo.it> %
-% (a new environment would have been better) %
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-% Editorials
-%
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-\def\ednotemessage{\ifnum\value{ednote}>0\typeout{}%
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-\ifshowednotes
-\def\todolist#1{\message{todolist!}%
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-\def\tweak#1{\ifshowednotes\marginpar{{\sf tweak}(#1)}\fi}
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-{\addtocounter{ednote}{1}\edef\new@number{\theednote}\message{Old Part!\new@number}
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-\def\ednotemessage{\ifnum\value{ednote}>0\typeout{}%
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-\def\df#1{\bf{#1}}
-\def\dfi#1{\bf{\index*{#1}}}
-\def\defemph{\textbf}
-\def\defin#1{\defemph{\index*{#1}}}
-\def\defins#1{\defemph{#1s}\index{#1}}
-\def\emin#1{\em{\index*{#1}}\/}
-\def\emins#1{{\em{#1s}\/}\index{#1}}
-\def\edin#1{\index*{#1}}
-\def\edins#1{\index*{#1}s}
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-\def\myfiglref#1#2{Figures~\ref{fig:#1} to~\ref{fig:#2}}
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+++ /dev/null
-%!PS-Adobe-3.0 EPSF-3.0
-%%Creator: (ImageMagick)
-%%Title: (gTopLevelStatus.eps)
-%%CreationDate: (Thu Mar 6 15:33:06 2003)
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-%%DocumentData: Clean7Bit
-%%LanguageLevel: 1
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-%%BeginDefaults
-%%EndDefaults
-
-%%BeginProlog
-%
-% Display a color image. The image is displayed in color on
-% Postscript viewers or printers that support color, otherwise
-% it is displayed as grayscale.
-%
-/DirectClassPacket
-{
- %
- % Get a DirectClass packet.
- %
- % Parameters:
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- % green.
- % blue.
- % length: number of pixels minus one of this color (optional).
- %
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-
-/DirectClassImage
-{
- %
- % Display a DirectClass image.
- %
- systemdict /colorimage known
- {
- columns rows 8
- [
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- rows neg 0 rows
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- { DirectClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
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- [
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- { GrayDirectClassPacket } image
- } ifelse
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-
-/GrayDirectClassPacket
-{
- %
- % Get a DirectClass packet; convert to grayscale.
- %
- % Parameters:
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- % green
- % blue
- % length: number of pixels minus one of this color (optional).
- %
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- color_packet 0 get 0.299 mul
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-
-/GrayPseudoClassPacket
-{
- %
- % Get a PseudoClass packet; convert to grayscale.
- %
- % Parameters:
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- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
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-
-/PseudoClassPacket
-{
- %
- % Get a PseudoClass packet.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
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- compression 0 eq
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-/PseudoClassImage
-{
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- currentfile buffer readline pop
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- % colormap: red, green, blue color packets.
- %
- currentfile buffer readline pop
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- {
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-/DisplayImage
-{
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- % Display a DirectClass or PseudoClass image.
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- % image columns & rows.
- % class: 0-DirectClass or 1-PseudoClass.
- % compression: 0-none or 1-RunlengthEncoded.
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+++ /dev/null
-%!PS-Adobe-3.0 EPSF-3.0
-%%Creator: (ImageMagick)
-%%Title: (pippo.eps)
-%%CreationDate: (Fri May 30 16:47:02 2003)
-%%BoundingBox: 0 0 1017 685
-%%DocumentData: Clean7Bit
-%%LanguageLevel: 1
-%%Pages: 1
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-
-%%BeginDefaults
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-
-%%BeginProlog
-%
-% Display a color image. The image is displayed in color on
-% Postscript viewers or printers that support color, otherwise
-% it is displayed as grayscale.
-%
-/DirectClassPacket
-{
- %
- % Get a DirectClass packet.
- %
- % Parameters:
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- % green.
- % blue.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- compression 0 eq
- {
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- {
- pixels exch color_packet putinterval
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-
-/DirectClassImage
-{
- %
- % Display a DirectClass image.
- %
- systemdict /colorimage known
- {
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { DirectClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { GrayDirectClassPacket } image
- } ifelse
-} bind def
-
-/GrayDirectClassPacket
-{
- %
- % Get a DirectClass packet; convert to grayscale.
- %
- % Parameters:
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- % green
- % blue
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- color_packet 0 get 0.299 mul
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- cvi
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- {
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- {
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-} bind def
-
-/GrayPseudoClassPacket
-{
- %
- % Get a PseudoClass packet; convert to grayscale.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
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- {
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-} bind def
-
-/PseudoClassPacket
-{
- %
- % Get a PseudoClass packet.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
- /offset exch 3 mul def
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- compression 0 eq
- {
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- {
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- /number_pixels exch 1 add 3 mul def
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- 0 3 number_pixels 1 sub
- {
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-
-/PseudoClassImage
-{
- %
- % Display a PseudoClass image.
- %
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- %
- currentfile buffer readline pop
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- class 0 gt
- {
- currentfile buffer readline pop
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- /grays columns 8 add depth sub depth mul 8 idiv string def
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- [
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- ]
- { currentfile grays readhexstring pop } image
- }
- {
- %
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- % colormap: red, green, blue color packets.
- %
- currentfile buffer readline pop
- token pop /colors exch def pop
- /colors colors 3 mul def
- /colormap colors string def
- currentfile colormap readhexstring pop pop
- systemdict /colorimage known
- {
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { PseudoClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
- columns rows 8
- [
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- ]
- { GrayPseudoClassPacket } image
- } ifelse
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-
-/DisplayImage
-{
- %
- % Display a DirectClass or PseudoClass image.
- %
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- % image label.
- % image columns & rows.
- % class: 0-DirectClass or 1-PseudoClass.
- % compression: 0-none or 1-RunlengthEncoded.
- % hex color packets.
- %
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- class 0 gt { PseudoClassImage } { DirectClassImage } ifelse
- grestore
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-%%EndProlog
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+++ /dev/null
-\documentclass[runningheads]{llncs}
-\pagestyle{headings}
-\setcounter{page}{1}
-\usepackage{graphicx}
-\usepackage{amsfonts}
-
-% \myincludegraphics{filename}{place}{width}{caption}{label}
-\newcommand{\myincludegraphics}[5]{
- \begin{figure}[#2]
- \begin{center}
- \includegraphics[width=#3]{eps/#1.eps}
- \caption[#4]{#5}
- \label{#1}
- \end{center}
- \end{figure}
-}
-
-%\usepackage[show]{ed}
-%\usepackage{draftstamp}
-
-\newcommand{\musing}{\texttt{musing}}
-\newcommand{\musings}{\texttt{musings}}
-\newcommand{\ws}{Web-Service}
-\newcommand{\wss}{Web-Services}
-\newcommand{\hbugs}{H-Bugs}
-\newcommand{\helm}{HELM}
-\newcommand{\Omegapp}{$\Omega$mega}
-\newcommand{\OmegaAnts}{$\Omega$mega-Ants}
-
-\title{Brokers and Web-Services for Automatic Deduction: a Case Study}
-
-\author{
- Claudio Sacerdoti Coen\thanks{Partially supported by `MoWGLI: Math on the Web, Get it by Logic and Interfaces', EU IST-2001-33562} \and
- Stefano Zacchiroli\thanks{Partially supported by `MyThS: Models and Types for Security in Mobile Distributed Systems', EU FET-GC IST-2001-32617}}
-
-\institute{
- Department of Computer Science\\
- University of Bologna\\
- Mura Anteo Zamboni 7, 40127 Bologna, ITALY\\
- \email{sacerdot@cs.unibo.it}
- \and
- Department of Computer Science\\
- \'Ecole Normale Sup\'erieure\\
- 45, Rue d'Ulm, F-75230 Paris Cedex 05, FRANCE\\
- \email{zack@cs.unibo.it}
-}
-
-\date{ }
-
-\begin{document}
-\sloppy
-\maketitle
-
-\begin{abstract}
- We present a planning broker and several Web-Services for automatic deduction.
- Each Web-Service implements one of the tactics usually available in
- interactive proof-assistants. When the broker is submitted a ``proof status''
- (an incomplete proof tree and a focus on an open goal) it dispatches the proof
- to the Web-Services, collects the successful results, and send them back to
- the client as ``hints'' as soon as they are available.
-
- In our experience this architecture turns out to be helpful both for
- experienced users (who can take benefit of distributing heavy computations)
- and beginners (who can learn from it).
-\end{abstract}
-
-\section{Introduction}
- The \ws{} approach at software development seems to be a working solution for
- getting rid of a wide range of incompatibilities between communicating
- software applications. W3C's efforts in standardizing related technologies
- grant longevity and implementations availability for frameworks based on
- \wss{} for information exchange. As a direct consequence, the number of such
- frameworks is increasing and the World Wide Web is moving from a disorganized
- repository of human-understandable HTML documents to a disorganized repository
- of applications working on machine-understandable XML documents both for input
- and output.
-
- The big challenge for the next future is to provide stable and reliable
- services over this disorganized, unreliable, and ever-evolving architecture.
- The standard solution is to provide a further level of stable services (called
- \emph{brokers}) that behave as common gateways/addresses for client
- applications to access a wide variety of services and abstract over them.
-
- Since the \emph{Declaration of Linz}, the MONET
- Consortium\footnote{\url{http://monet.nag.co.uk/cocoon/monet/index.html}}
- is working on the development of a framework, based on the
- \wss{}/brokers approach, aimed at providing a set of software tools for the
- advertisement and the discovery of mathematical \wss{}.
- %CSC This framework turns out to be strongly based on both \wss{} and brokers.
-
- Several groups have already developed software bus and
- services\footnote{The most part of these systems predate the development of
- \wss. Those systems whose development is still active are slowly being
- reimplemented as \wss.} providing both computational and reasoning
- capabilities \cite{ws1,ws2,ws3,ws4}: the first ones are implemented on top of
- Computer Algebra Systems; the second ones provide interfaces to well-known
- theorem provers.
- Proof-planners, proof-assistants, CASs and
- domain-specific problem solvers are natural candidates to be clients of these
- services. Nevertheless, so far the number of examples in the literature has
- been insufficient to fully assess the concrete benefits of the framework.
-
- In this paper we present an architecture, namely \hbugs{}, implementing a
- \emph{suggestion engine} for the proof assistant developed on behalf of the
- \helm{}\footnote{Hypertextual Electronic Library of Mathematics,
- \url{http://helm.cs.unibo.it}} project
- \cite{helm}. We provide several \wss{} (called \emph{tutors}) able to
- suggest possible ways to proceed in a proof. The tutors are orchestrated
- by a broker (a \ws{} itself) that is able to dispatch a proof
- status from a client (the proof-assistant) to the tutors;
- each tutor tries to make progress in the proof and, in case
- of success, notifies the client that shows an \emph{hint} to the user.
- The broker is an instance of the homonymous entity of the MONET framework.
- The tutors are MONET services. Another \ws{} (which is not described in this
- paper and which is called Getter \cite{zack}) is used to locate and download
- mathematical entities; the Getter plays the role of the Mathematical Object
- Manager of the MONET framework.
-
- A precursor of \hbugs{} is the \OmegaAnts{} project
- \cite{omegaants1,omegaants2}, which provided similar functionalities to the
- \Omegapp{} proof-planner \cite{omega}. The main architectural difference
- between \hbugs{} and \OmegaAnts{} is that the latter is based on a
- black-board architecture and it is not implemented using \wss{} and
- brokers.
-
- In Sect. \ref{architecture} we present the architecture of \hbugs{}.
- A usage session is shown in Sect. \ref{usage}.
- Further implementation details are given in Sect. \ref{implementation}.
- Sect. \ref{tutors} is an overview of the tutors that have been implemented.
- As usual, the final section of this paper is devoted to conclusions and future works.
-
-\section{An \hbugs{} Bird's Eye View}
-\label{architecture}
- \myincludegraphics{arch}{t}{8cm}{\hbugs{} architecture}{\hbugs{} architecture}
-
- The \hbugs{} architecture (depicted in Fig. \ref{arch}) is based on three
- different kinds of actors: \emph{clients}, \emph{brokers}, and \emph{tutors}.
- Each actor presents one or more \ws{} interfaces to its neighbors \hbugs{}
- actors.
-
- In this section we detail the role and requirements of each kind of
- actors and we discuss about the correspondences between them and the MONET
- entities described in \cite{MONET-Overview}.
- Due to lack of space, we cannot compare our framework to similar proposals, as
- the older and more advanced \Omegapp{} system. The study of the
- correspondences with MONET is well motivated by the fact that the MONET
- framework is still under development and that our implementation is one of the
- first experiments in \ws based distributed reasoning. On the other hand, a
- comparison with \Omegapp{} would be less interesting since the functionalities we
- provide so far are just a subset of the \OmegaAnts{} ones.
-
- \paragraph{Clients}
- An \hbugs{} client is a software component able to produce \emph{proof
- status} and to consume \emph{hints}.
-
- A proof status is a representation of an incomplete proof and is supposed to
- be informative enough to be used by an interactive proof assistant. No
- additional requirements exist on the proof status, but there should be an
- agreement on its format between clients and tutors. A hint is an
- encoding of a step that can be performed in order to proceed in an
- incomplete proof. Usually it represents a reference to a tactic available
- on some proof assistant along with an instantiation for its formal
- parameters. Hints can also be more structured: a hint can be
- as complex as a whole proof-plan.
-
- Using W3C's terminology \cite{ws-glossary}, clients act both as \ws{}
- providers and requesters, see Fig. \ref{interfaces}.
- They act as providers receiving hints from the broker; they act as
- requesters submitting new status to the tutors.
- Clients additionally use broker services to know which tutors are available
- and to subscribe to one or more of them.
-
- Usually, when the client role is taken by an interactive proof assistant,
- new status are sent to the broker as soon as the proof change (e.g. when the
- user applies a tactic or when a new proof is started); hints are shown to
- the user by the means of some effects in the user interface (e.g. popping a
- dialog box or enlightening a tactic button).
-
- \hbugs{} clients act as MONET clients and ask brokers to provide access to a
- set of services (the tutors). \hbugs{} has no actors corresponding to
- MONET's Broker Locating Service (since the client is supposed to know the
- URI of at least one broker). The \hbugs{} clients and tutors contact the
- Getter (a MONET Mathematical Object Manager) to locate and retrieve
- mathematical items from the \helm{} library.
- The proof status that are exchanged
- by the \hbugs{} actors, instead, are built on the fly and are neither
- stored nor given an unique identifier (URI) to be managed by the
- Getter.
-
- \paragraph{Brokers}
- \myincludegraphics{interfaces}{t!}{10cm}{\hbugs{} \wss{} interfaces}
- {\hbugs{} \wss{} interfaces}
-
- Brokers are the key actors of the \hbugs{} architecture since they
- act as intermediaries between clients and tutors. They behave as \wss{}
- providers and requesters for \emph{both} clients and tutors, see Fig.
- \ref{interfaces}.
-
- With respect to the client, a broker acts as a \ws{} provider, receiving the
- proof status and forwarding it to one or more tutors.
- It also acts as a \ws{} requester sending
- hints to the client as soon as they are available from the tutors.
-
- With respect to the tutors, the \ws{} provider role is accomplished by
- receiving hints as soon as they are produced; as a requester, it is
- accomplished by asking for computations (\emph{musings} in \hbugs{}
- terminology) on status received by clients and by stopping already late but
- still ongoing \musings{}.
-
- Additionally brokers keep track of available tutors and clients
- subscriptions.
-
- \hbugs{} brokers act as MONET brokers implementing the following components:
- Client Manager, Service Registry Manager (keeping track of available
- tutors), Planning Manager (choosing the available tutors among the ones to
- which the client is subscribed), Execution Manager. The Service Manager
- component is not required since the session handler, that identifies
- a session between a service and a broker, is provided to the service by
- the broker instead of being received from the service when the session is
- initialized. In particular, a session is identified by an unique identifier
- for the client (its URL) and an unique identifier for the broker (its
- URL).
-
- Notice that \hbugs{} brokers have no knowledge of the domain area of
- proof-assistants, nor they are able to interpret the messages that they
- are forwarding. They are indeed only in charge of maintaining the
- abstraction of several reasoning blackboards --- one for each client ---
- of capacity one: a blackboard is created when the client submits a problem;
- it is then ``shared'' by the client and all the tutors until the client
- submits the next problem. For instance, replacing the client with a CAS and
- all the tutors with agents implementing different resolution methods for
- differential equations would not require any change in the broker. Notice
- that all the tutors must expose the same interface to the broker.
-
- The MONET architecture specification does not state explicitly whether the
- service and broker answers can be asynchronous. Nevertheless, the
- described information flow implicitly suggests a synchronous implementation.
- On the contrary, in \hbugs{} every request is asynchronous: the connection
- used by an actor to issue a query is immediately closed; when a service
- produces an answer, it gives it back to the issuer by calling the
- appropriate actor's method.
-
- \paragraph{Tutors}
- Tutors are software components able to consume proof status producing hints.
- \hbugs{} does not specify by which means hints should be produced: tutors
- can use any means necessary (heuristics, external theorem prover or CAS,
- etc.). The only requirement is that there exists an agreement on the formats
- of proof status and hints.
-
- Tutors act both as \ws{} providers and requesters for the broker, see Fig.
- \ref{interfaces}. As
- providers, they wait for commands requesting to start a new \musing{} on
- a given proof status or to stop an old, out of date, \musing{}. As
- requesters, they signal to the broker the end of a \musing{} along with its
- outcome (a hint in case of success or a failure notification).
-
- \hbugs{} tutors act as MONET services.
-
-\section{An \hbugs{} Session Example}
-\label{usage}
-In this section we describe a typical \hbugs{} session. The aim of the
-session is to solve the following easy exercise:
-\begin{exercise}
-Let $x$ be a generic real number. Using the \helm{} proof-engine,
-prove that
-\begin{displaymath}
-x = \frac{(x+1)*(x+1) - 1 - x*x}{2}
-\end{displaymath}
-\end{exercise}
-
-Let us suppose that the \hbugs{} broker is already running and that the
-tutors already registered themselves to the broker.
-When the user starts our proof-engine \texttt{gTopLevel}, the system registers itself to
-the broker, that sends back the list of available tutors. By default,
-\texttt{gTopLevel} notifies to the broker its intention of subscribing to every
-tutor available. The user can always open a configuration window where she
-is presented the list of available tutors and she can independently subscribe
-and unsubscribe herself to each tutor.
-
-\myincludegraphics{step1}{t}{12cm}{Example session.}
- {Example session.}
-%\myincludegraphics{step2}{t}{4cm}{Example session, snapshot 2.}
-% {Example session, snapshot 2.}
-
-The user can now insert into the system the statement of the theorem and start
-proving it. Let us suppose that the first step of the user is proving
-that the denominator 2 is different from 0. Once that this technical result
-is proven, the user must prove the goal shown in the upper right corner
-of the window in background in Fig. \ref{step1}.
-
-While the user is wondering how to proceed in the proof, the tutors are
-trying to progress in the proof. After a while, the tutors' suggestions
-start to appear in the lower part of the \hbugs{} interface window
-(the topmost window in Fig. \ref{step1}). In this case, the tutors are able
-to produce 23 hints. The first and not very useful hint suggests to proceed in
-the proof by exchanging the two sides of the equality.
-The second hint suggests to reduce both sides of the equality to their normal
-form by using only reductions which are justified by the ring structure of the
-real numbers; the two normal forms, though, are so different that the proof is
-not really simplified.
-All the residual 21 hints suggest to apply one lemma from the distributed
-library of \helm{}. The user can look at the statement of any lemma by clicking
-on its URI.
-
-The user can now look at the list of suggestions and realize that a good one is
-applying the lemma \texttt{r\_Rmult\_mult} that allows to multiply both equality
-members by the same scalar\footnote{Even if she does not receive the hint, the
-user probably already knows that this is the right way to proceed. The
-difficult part, accomplished by the hint, is guessing what is the name of the
-lemma to apply.}.
-Double-clicking on the hint automatically applies
-the lemma, reducing the proof to closing three new goals. The first one asks
-the user the scalar to use as an argument of the previous lemma; the second
-one states that the scalar is different from 0; the third lemma (the main
-one) asks to prove the equality between the two new members.
-% is shown in Fig. \ref{step2} where $?_3[H;x]$ stands for
-% the still unknown scalar argument, which can have only $H$ and $x$ as
-% free variables.
-
-The user proceeds by instantiating the scalar with the number 2. The
-\texttt{Assumption} tutor now suggests to close the second goal (that
-states that $2 \neq 0$) by applying the hypothesis $H$.
-No useful suggestions, instead, are generated for the main goal
-$2*x = 2*((x+1)*(x+1)-1-x*x)*2^{-1}$.
-To proceed in the proof the user needs to simplify the
-expression using the lemma $Rinv\_r\_simpl\_m$ that states that
-$\forall x,y.\;y = x * y * x^{-1}$. Since we do not provide yet any tutor
-suggesting simplifications, the user must find out this simplification by
-himself. Once she founds it, the goal is reduced to proving that
-$2*x = (x+1)*(x+1) - 1 - x*x$. This equality is easily solved by the
-\texttt{Ring} tutor, that suggests\footnote{The \texttt{Ring} suggestion is
-just one of the 22 hints that the user receives. It is the only hint that
-does not open new goals, but the user right now does not have any way to know
-that.} to the user how to complete the proof in one macrostep.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-% Comandi da dare a gTopLevel %
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-% New proof:
-% !x.(not (eqT ? (Rplus R1 R1) R0)) -> (eqT ? x (Rdiv (Rminus (Rminus (Rmult (Rplus x R1) (Rplus x R1)) R1) (Rmult x x)) (Rplus R1 R1)))
-% Intros x H
-% Apply r_Rmult_mult
-% 3: Apply H
-% Simpl (per fare unfold di Rdiv)
-% Rewrite <-
-% (Rmult_assoc (Rplus R1 R1) (Rplus (Rplus (Rmult (Rplus x R1) (Rplus x R1)) (Ropp R1)) (Ropp (Rmult x x))) (Rinv (Rplus R1 R1)))
-% Rewrite ->
-% (Rinv_r_simpl_m (Rplus R1 R1) (Rplus (Rplus (Rmult (Rplus x R1) (Rplus x R1)) (Ropp R1)) (Ropp (Rmult x x))) H)
-% *** Ring
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-
-\section{Implementation's Highlights}
-\label{implementation}
-In this section we present some of the most relevant implementation details of
-the \hbugs{} architecture.
-
-
- \paragraph{Proof status}
- In our implementation of the \hbugs{} architecture we used the proof
- assistant of the \helm{} project (codename \texttt{gTopLevel}) as an \hbugs{}
- client. Thus we have implemented serialization/deserialization capabilities
- for its internal status. In order to be able to describe \wss{} that
- exchange status in WSDL using the XML Schema type system, we have chosen an
- XML format as the target format for the serialization.
-
-% A schematic representation of the gTopLevel internal status is depicted in
-% Fig. \ref{status}.
- Each proof is represented by a tuple of four elements:
- \emph{uri}, \emph{metasenv}, \emph{proof}, \emph{thesis}.
-
-% \myincludegraphics{status}{t}{8cm}{gTopLevel proof status}{gTopLevel proof
-% status}
-
- \begin{description}
- \item[uri]: an URI chosen by the user at the beginning of the proof
- process. Once (and if) proved, that URI will globally identify the term
- inside the \helm{} library (given that the user decides to save it).
- \item[thesis]: the ongoing proof thesis
- \item[proof]: the current incomplete proof tree. It can contain
- \emph{metavariables} (holes) that stands for the parts of the proof
- that are still to be completed. Each metavariable appearing in the
- tree references one element of the metavariables environment
- (\emph{metasenv}).
- \item[metasenv]: the metavariables environment is a list of
- \emph{goals} (unproved conjectures).
- In order to complete the proof, the user has to instantiate every
- metavariable in the proof with a proof of the corresponding goal.
- Each goal is identified by an unique identifier and has a context
- and a type (the goal thesis). The context is a list of named
- hypotheses (declarations and definitions). Thus the context and the goal
- thesis form a sequent, which is the statement of the proof that will
- be used to instantiate the metavariable occurrences.
- \end{description}
-
- Each of these information is represented in XML as described in
- \cite{mowglicic}. Additionally, an \hbugs{} status carries the unique
- identifier of the current goal, which is the goal the user is currently
- focused on. Using this value it is possible to implement different client
- side strategies: the user could ask the tutors to work on the goal
- she is considering or to work on the other ``background'' goals.
-
- \paragraph{Hints}
- A hint in the \hbugs{} architecture should carry enough information to
- permit the client to progress in the current proof. In our
- implementation each hint corresponds to either one of the tactics available
- to the user in gTopLevel (together with its actual arguments) or a set
- of alternative suggestions (a list of hints).
-
- For tactics that do not require any particular argument (like tactics that
- apply type constructors or decision procedures)
- only the tactic name is represented in the hint. For tactics that need
- terms as arguments (for example the \texttt{Apply} tactic that apply a
- given lemma) the hint includes a textual representation of them, using the
- same representation used by the interactive proof assistant when querying
- user for terms. In order to be transmitted between \wss{}, hints are
- serialized in XML.
-
- It is also possible for a tutor to return more hints at once,
- grouping them in a particular XML element.
- This feature turns out to be particularly useful for the
- \emph{searchPatternApply} tutor (see Sect. \ref{tutors}) that
- queries a lemma database and returns to the client a list of all lemmas that
- could be used to complete the proof. This particular hint is encoded as a
- list of \texttt{Apply} hints, each of them having one of the results as term
- argument.
-
- We would like to stress that the \hbugs{} architecture has no dependency
- on either the hint or the status representation: the only message parts
- that are fixed are those representing the administrative messages
- (the envelopes in the \wss{} terminology). In particular, the broker can
- manage at the same time several sessions working on different status/hints
- formats. Of course, there must be an agreement between the clients
- and the tutors on the format of the data exchanged.
-
- In our implementation the client does not trust the tutors hints:
- being encoded as references to available tactics imply
- that an \hbugs{} client, at the receipt of a hint, simply try to replay
- the work
- done by a tutor on the local copy of the proof. The application of the hint
- can even fail to type check and the client copy of the proof can be left
- undamaged after spotting the error. Note, however, that it is still
- possible to implement a complex tutor that looks for a proof doing
- backtracking and that
- send back to the client a hint whose argument is a witness (a trace) of
- the proof found: the client applies the hint reconstructing (and checking
- the correctness of) the proof from the witness, without having to
- re-discover the proof itself.
-
- An alternative implementation where the tutors are trusted would simply
- send back to the client a new proof-status. Upon receiving the
- proof-status, the client would just override its current proof status with
- the suggested one. In the case of those clients which are implemented
- using proof-objects (as the Coq proof-assistant, for instance), it is
- still possible for the client to type-check the proof-object and reject
- wrong hints. The systems that are not based on proof-objects
- (as PVS, NuPRL, etc.), instead, must completely trust the new proof-status.
- In this case the \hbugs{} architecture would need at least to be extended
- with clients-tutors authentication.
-
- \paragraph{Registries}
- Being central in the \hbugs{} architecture, the broker is also responsible
- of housekeeping operations both for clients and tutors. These operations are
- implemented using three different data structures called \emph{registries}:
- clients registry, tutors registry and \musings{} registry.
-
- In order to use the suggestion engine a client should register itself to the
- broker and subscribe to one or more tutors. The registration phase is
- triggered by the client using the \texttt{Register\_client} method of the
- broker to send him an unique identifier and its base URI as a \ws{}. After
- the registration, the client can use the \texttt{List\_tutors} method of the
- broker to get a list of available tutors. Eventually the client can
- subscribe to one or more of these using the \texttt{Subscribe} method of the
- broker. Clients can also unregister from brokers using
- \texttt{Unregister\_client} method.
-
- The broker keeps track of both registered clients and clients' subscriptions
- in the clients registry.
-
- In order to be advertised to clients during the subscription phase, tutors
- should register to the broker using the \texttt{Register\_tutor} method of
- the broker. This method is really similar to \texttt{Register\_client}:
- tutors are required to send an unique identifier and a base URI for their
- \ws{}.
- Additionally tutors are required to send an human readable description of
- their capabilities; this information could be used by the client user to
- decide which tutors she wants to subscribe to. As the clients, tutors can
- unregister from brokers using \texttt{Unregister\_broker} method.
-
- Each time the client status changes, it get sent sent to the
- broker using its \texttt{Status} method. Using both the clients registry (to
- lookup the client's subscription) and the tutors registry (to check if some tutors
- have unsubscribed), the broker is able to decide to which tutors the
- new status have to be forwarded.
-% \ednote{CSC: qui o nei lavori futuri parlare
-% della possibilit\'a di avere un vero brocker che multiplexi le richieste
-% dei client localizzando i servizi, etc.}
-
- The forwarding operation is performed using the \texttt{Start\_musing}
- method of the tutors, that is a request to start a new computation
- (\emph{\musing{}}) on a given status. The return value of
- \texttt{Start\_musing} is a
- \musing{} identifier that is saved in the \musings{} registry along with
- the identifier of the client that triggered the \musing{}.
-
- As soon as a tutor completes an \musing{}, it informs the broker
- using its \texttt{Musing\_completed} method; the broker can now remove the
- \musing{} entry from the \musings{} registry and, depending on its outcome,
- inform the client. In case of success one of the \texttt{Musing\_completed}
- arguments is a hint to be sent to the client; otherwise there is no need to
- inform him and the \texttt{Musing\_completed} method is called
- just to update the \musings{} registry.
-
- Consulting the \musings{} registry, the broker is able to know, at each
- time, which \musings{} are in execution on which tutor. This peculiarity is
- exploited by the broker on invocation of the \texttt{Status} method.
- Receiving a new status from the client implies indeed that the previous
- status no longer exists and all \musings{} working on it should be stopped:
- additionally to the already described behavior (i.e. starting new
- \musings{} on the received status), the broker takes also care of stopping
- ongoing computation invoking the \texttt{Stop\_musing} method of the tutors.
-
-%CASSATO
-% \paragraph{\wss{}}
-% As already discussed, all \hbugs{} actors act as \wss{} offering one or more
-% services to neighbor actors. To grant as most accessibility as possible to
-% our \wss{} we have chosen to bind them using the HTTP/POST\footnote{Given
-% that our proof assistant was entirely developed in the Objective Caml
-% language, we have chosen to develop also \hbugs{} in that language in order
-% to maximize code reuse. To develop \wss{} in Objective Caml we have
-% developed an auxiliary generic library (\emph{O'HTTP}) that can be used to
-% write HTTP 1.1 Web servers and abstracts over GET/POST parsing. This library
-% supports different kinds of Web servers architectures, including
-% multi-process and multi-threaded ones.} bindings described in
-% \cite{wsdlbindings}.
-
- \paragraph{Tutors}
- Each tutor exposes a \ws{} interface and should be able to work, not only for
- many different clients referring to a common broker, but also for many
- different brokers. The potential high number of concurrent clients imposes
- a multi-threaded or multi-process architecture.
-
- Our current implementation is based on a multi threaded architecture
- exploiting the capabilities of the O'HTTP library \cite{zack}. Each tutor is
- composed by one always running thread plus an additional thread for each
- \musing{}.
- One thread is devoted to listening for incoming \ws{} requests; when a
- request is received the control is passed to a second thread, created on the
- fly, that handle the incoming request (usual one-thread-per-request approach
- in web servers design).
- In particular if the received request is \texttt{Start\_musing}, a new thread is
- spawned to handle it; the thread in duty to handle the HTTP request
- returns an HTTP response containing the identifier of the just started
- \texttt{musing}, and then dies. If the received request is
- \texttt{Stop\_musing}, instead, the spawned thread kills the thread
- responsible for the \texttt{musing} whose identifier is the argument
- of the \texttt{Stop\_musing} method.
-
- This architecture turns out to be scalable and allows the running threads
- to share the cache of loaded (and type-checked) theorems.
- As we will explain in Sect. \ref{tutors}, this feature turns out to be
- really useful for tactics that rely on a huge but fixed set of lemmas,
- as every reflexive tactic.
-
- The implementation of a tutor within the described architecture is not that
- difficult having a language with good threading capabilities (as OCaml has)
- and a pool of already implemented tactics (as \texttt{gTopLevel} has).
- Working with threads is known to be really error prone due to
- concurrent programming intrinsic complexity. Moreover, there is a
- non-neglectable part of code that needs to be duplicated in every tutor:
- the code to register the tutor to the broker and to handle HTTP requests;
- the code to manage the creation and termination of threads; and the code for
- parsing the requests and serializing the answers. As a consequence we
- have written a generic implementation of a tutor which is parameterized
- over the code that actually proposes the hint and over some administrative
- data (as the port the tutor will be listening to).
-
- The generic tutor skeleton is really helpful in writing new tutors.
- Nevertheless, the code obtained by converting existing tactics into tutors
- is still quite repetitive: every tutor that wraps a tactic has to
- instantiate its own copy of the proof-engine kernel and, for each request,
- it has to override its status, guess the tactic arguments, apply the tactic
- and, in case of success, send back a hint with the tactic name and the
- chosen arguments. Of course, the complex part of the work is guessing the
- right arguments. For the simple case of tactics that do not require
- any argument, though, we are able to automatically generate the whole
- tutor code given the tactic name. Concretely, we have written a
- tactic-based tutor template and a script that parses an XML file with
- the specification of the tutor and generates the tutor's code.
- The XML file describes the tutor's port, the code to invoke the tactic,
- the hint that is sent back upon successful application and a
- human readable explanation of the tactic implemented by the tutor.
-
-\section{The Implemented \hbugs Tutors}
-\label{tutors}
-To test the \hbugs{} architecture and to assess the utility of a suggestion
-engine for the end user, we have implemented several tutors. In particular,
-we have investigated three classes of tutors:
-\begin{enumerate}
- \item \emph{Tutors for beginners}. These are tutors that implement tactics
- which are neither computationally expensive nor difficult to understand:
- an expert user can always understand if the tactic can be applied or not
- without having to try it. For example, the following implemented tutors
- belong to this class:
- \begin{itemize}
- \item \emph{Assumption Tutor}: it ends the proof if the thesis is
- equivalent\footnote{In our implementation, the equivalence relation
- imposed by the logical framework is \emph{convertibility}. Two
- expressions are convertible when they reduce to the same normal form.
- Two ``equal'' terms depending on free variables can be non-convertible
- since free variables stop the reduction. For example, $2x$ is convertible
- with $(3-1)x$ because they both reduce to the same normal form
- $x + x + 0$; but $2x$ is not convertible to $x2$ since the latter is
- already in normal form.}
- to one of the hypotheses\footnote{
- In some cases, especially when non-trivial computations are involved,
- the user is totally unable to figure out the convertibility of two terms.
- In these cases the tutor becomes handy also for expert users.}.
- \item \emph{Contradiction Tutor}: it ends the proof by \emph{reductio ad
- adsurdum} if one hypothesis is equivalent to $False$.
- \item \emph{Symmetry Tutor}: if the goal thesis is an equality, it
- suggests to apply the commutative property.
- \item \emph{Left/Right/Exists/Split/Reflexivity/Constructor Tutors}:
- the Constructor Tutor suggests to proceed in the proof by applying one
- or more constructors when the goal thesis is an inductive type or a
- proposition inductively defined according to the declarative
- style\footnote{An example of a proposition that can be given in
- declarative style is the $\le$ relation over natural numbers:
- $\le$ is the smallest relation
- such that $n \le n$ for every $n$ and $n \le m$ for every $n,m$ such
- that $n \le p$ where $p$ is the predecessor of $m$. Thus, a proof
- of $n \le n$ is simply the application of the first constructor to
- $n$ and a proof of $n \le m$ is the application of the second
- constructor to $n,m$ and a proof of $n \le m$.}.
- Since disjunction, conjunction, existential quantification and
- Leibniz equality are particular cases of inductive propositions,
- all the other tutors of this class are instantiations of the
- the Constructor tactic. Left and Right suggest to prove a disjunction
- by proving its left/right member; Split reduces the proof of a
- conjunction to the two proof of its members; Exists suggests to
- prove an existential quantification by providing a
- witness\footnote{This task is left to the user.}; Reflexivity proves
- an equality whenever the two sides are convertible.
- \end{itemize}
- Beginners, when first faced with a tactic-based proof-assistant, get
- lost quite soon since the set of tactics is large and their names and
- semantics must be remembered by heart. Tutorials are provided to guide
- the user step-by-step in a few proofs, suggesting the tactics that must
- be used. We believe that our beginners tutors can provide an auxiliary
- learning tool: after the tutorial, the user is not suddenly left alone
- with the system, but she can experiment with variations of the exercises given
- in the tutorial as much as she like, still getting useful suggestions.
- Thus the user is allowed to focus on learning how to do a formal proof
- instead of wasting efforts trying to remember the interface to the system.
- \item \emph{Tutors for Computationally Expensive Tactics}. Several tactics have
- an unpredictable behavior, in the sense that it is unfeasible to understand
- whether they will succeed or they will fail when applied and what will be
- their result. Among them, there are several tactics either computationally
- expensive or resource consuming. In the first case, the user is not
- willing to try a tactic and wait for a long time just to understand its
- outcome: she would prefer to keep on concentrating on the proof and
- have the tactic applied in background and receive out-of-band notification
- of its success. The second case is similar, but the tactic application must
- be performed on a remote machine to avoid overloading the user host
- with several concurrent resource consuming applications.
-
- Finally, several complex tactics and in particular all the tactics based
- on reflexive techniques depend on a pretty large set of definitions, lemmas
- and theorems. When these tactics are applied, the system needs to retrieve
- and load all the lemmas. Pre-loading all the material needed by every
- tactic can quickly lead to long initialization times and to large memory
- footstamps. A specialized tutor running on a remote machine, instead,
- can easily pre-load the required theorems.
-
- As an example of computationally expensive task, we have implemented
- a tutor for the \emph{Ring} tactic \cite{ringboutin}.
- The tutor is able to prove an equality over a ring by reducing both members
- to a common normal form. The reduction, which may require some time in
- complex cases,
- is based on the usual commutative, associative and neutral element properties
- of a ring. The tactic is implemented using a reflexive technique, which
- means that the reduction trace is not stored in the proof-object itself:
- the type-checker is able to perform the reduction on-the-fly thanks to
- the conversion rules of the system. As a consequence, in the library there
- must be stored both the algorithm used for the reduction and the proof of
- correctness of the algorithm, based on the ring axioms. This big proof
- and all of its lemmas must be retrieved and loaded in order to apply the
- tactic. The Ring tutor loads and caches all the required theorems the
- first time it is contacted.
- \item \emph{Intelligent Tutors}. Expert users can already benefit from the previous
- class of tutors. Nevertheless, to achieve a significative production gain,
- they need more intelligent tutors implementing domain-specific theorem
- provers or able to perform complex computations. These tutors are not just
- plain implementations of tactics or decision procedures, but can be
- more complex software agents interacting with third-parties software,
- such as proof-planners, CAS or theorem-provers.
-
- To test the productivity impact of intelligent tutors, we have implemented
- a tutor that is interfaced with the \helm{}
- Search-Engine\footnote{\url{http://helm.cs.unibo.it/library.html}} and that
- is able to look for every theorem in the distributed library that can
- be applied to proceed in the proof. Even if the tutor deductive power
- is extremely limited\footnote{We do not attempt to check if the new goals
- obtained applying a lemma can be automatically proved or, even better,
- automatically disproved to reject the lemma.}, it is not unusual for
- the tutor to come up with precious hints that can save several minutes of
- work that would be spent in proving again already proven results or
- figuring out where the lemmas could have been stored in the library.
-\end{enumerate}
-
-\section{Conclusions and Future Work}
-\label{conclusions}
- In this paper we described a suggestion engine architecture for
- proof-assistants: the client (a proof-assistant) sends the current proof
- status to several distributed \wss{} (called tutors) that try to progress
- in the proof and, in case of success, send back an appropriate hint
- (a proof-plan) to the user. The user, that in the meantime was able to
- reason and progress in the proof, is notified with the hints and can decide
- to apply or ignore them. A broker is provided to decouple the clients and
- the tutors and to allow the client to locate and invoke the available remote
- services. The whole architecture is an instance of the MONET architecture
- for Mathematical \wss{}. It constitutes a reimplementation of the core
- features of the pioneering \OmegaAnts{} system in the new \wss{}
- framework.
-
- A running prototype has been implemented as part of the
- \helm{} project \cite{helm}
- and we already provide several tutors. Some of them are simple tutors that
- try to apply one or more tactics of the \helm{} Proof-Engine, which is also
- our client. We also have a much more complex tutor that is interfaced
- with the \helm{} Search-Engine and looks for lemmas that can be directly
- applied.
-
- Future works comprise the implementation of new features and tutors, and
- the embedding of the system in larger test cases. For instance, one
- interesting case study would be interfacing a CAS as Maple to the
- \hbugs{} broker, developing at the same time a tutor that implements the
- Field tactic of Coq, which proves the equality of two expressions in an
- abstract field by reducing both members to the same normal form. CASs can
- produce several compact normal forms, which are particularly informative
- to the user and that may suggest how to proceed in a proof. Unfortunately,
- CASs do not
- provide any certificate about the correctness of the simplification. On
- the contrary, the Field tactic certifies the equality of two expressions,
- but produces normal forms that are hardly a simplification of the original
- formula. The benefits for the CAS would be obtained by using the Field tutor
- to certify the CAS simplifications, proving that the Field normal form
- of an expression is preserved by the simplification.
- More advanced tutors could exploit the CAS to reduce the
- goal to compact normal forms \cite{maplemodeforCoq}, making the Field tutor
- certify the simplification according to the skeptical approach.
-
- We have many plans for further developing both the \hbugs{} architecture and
- our prototype. Interesting results could be obtained
- augmenting the informative content of each suggestion. We can for example
- modify the broker so that also negative results are sent back to the client.
- Those negative suggestions could be reflected in the user interface by
- deactivating commands to narrow the choice of tactics available to the user.
- This approach could be interesting especially for novice users, but requires
- the client to increase their level of trust in the other actors.
-
- We plan also to add some rating mechanism to the architecture. A first
- improvement in this direction could be distinguishing between hints that, when
- applied, are able to completely close one or more goals, and
- tactics that progress in the proof by reducing one or more goals to new goals:
- since the new goals can be false, the user can be forced later on to
- backtrack.
-
- Other heuristics and or measures could be added to rate
- hints and show them to the user in a particular order: an interesting one
- could be a measure that try to minimize the size of the generated proof,
- privileging therefore non-overkilling solutions \cite{ring}.
-
- We are also considering to follow the \OmegaAnts{} path adding
- ``recursion'' to the system so that the proof status resulting from the
- application of old hints are cached somewhere and could be used as a starting
- point for new hint searches. The approach is interesting, but it represents
- a big shift towards automatic theorem proving: thus we must consider if it is
- worth the effort given the increasing availability of automation in proof
- assistants tactics and the ongoing development of \wss{} based on
- already existent and well developed theorem provers.
-
- Even if not strictly part of the \hbugs{} architecture, the graphical user
- interface (GUI) of our prototype needs a lot of improvement if we want
- it to be really usable by novices. In particular, a critical issue
- is avoiding continuous distractions for the user determined by the hints
- that are asynchronously pushed to her.
-
- Our \wss{} still lack a real integration in the MONET architecture,
- since we do not provide the different ontologies to describe our problems,
- solutions, queries, and services. In the short term, completing this task
- could provide a significative feedback to the MONET consortium and would
- enlarge the current set of available MONET actors on the Web. In the long
- term, new more intelligent tutors could be developed on top of already
- existent MONET \wss{}.
-
- To conclude, \hbugs{} is a nice experiment meant to understand whether the
- current \wss{} technology is mature enough to have a concrete and useful
- impact on the daily work of proof-assistants users. So far, only the tutor
- that is interfaced with the \helm{} Search-Engine has effectively increased
- the productivity of experts users. The usefulness of the tutors developed for
- beginners, instead, need further assessment.
-
-\begin{thebibliography}{01}
-
-\bibitem{ws-glossary} Web Services Glossary, W3C Working Draft, 14 May 2003.\\
- \url{http://www.w3.org/TR/2003/WD-ws-gloss-20030514/}
-
-\bibitem{wsdlbindings} Web Services Description Language (WSDL)
- Version 1.2: Bindings, W3C Working Draft, 24 January 2003.\\
- \url{http://www.w3.org/TR/wsdl12-bindings/}
-
-\bibitem{ws1}A. Armando, D. Zini. Interfacing Computer Algebra and
- Deduction Systems via the Logic Broker Architecture. In Proceedings
- of the Eighth Calculemus symphosium, St. Andrews, Scotland, 6--7 August 2000.
-
-\bibitem{ws2} O. Caprotti. Symbolic Evaluator Service. Project Report of
- the MathBrocker Project, RISC-Linz, Johannes Kepler University, Linz,
- Austria, May 2002.
-
-\bibitem{helm} A. Asperti, F. Guidi, L. Padovani, C. Sacerdoti Coen, I. Schena.
- Mathematical Knowledge Management in HELM. In Annals of Mathematics and
- Artificial Intelligence, 38(1): 27--46, May 2003.
-
-\bibitem{omegaants1} C. Benzm\"uller, V. Sorge. O-Ants -- An Open Approach
- at Combining Interactive and Automated Theorem Proving. In M. Kerber and
- M. Kohlhase (eds.), Integration of Symbolic and Mechanized Reasoning, pp.
- 81--97, 2000.
-
-\bibitem{omegaants2} C. Benzm\"uller, M. Jamnik, M. Kerber, V. Sorge.
- Agent-based Mathematical Reasoning. In A. Armando and T. Jebelean (eds.),
- Electronic Notes in Theoretical Computer Science, (1999) 23(3), Elsevier.
-
-\bibitem{omega} C. Benzm\"uller, L. Cheikhrouhou, D. Fehrer, A. Fiedler,
- X. Huang, M. Kerber, M. Kohlhase, K. Konrad, E. Melis, A. Meier,
- W. Schaarschmidt, J. Siekmann, V. Sorge. OMEGA: Towards a Mathematical
- Assistant. In W. McCune (ed), Proceedings of the 14th Conference on
- Automated Deduction (CADE-14), Springer LNAI vol. 1249, pp. 252--255,
- Townsville, Australia, 1997.
-
-\bibitem{ringboutin} S. Boutin. Using reflection to build efficient and
- certified decision procedures. In Martin Abadi and Takahashi Ito, editors,
- TACS'97, volume 1281. LNCS, Springer-Verlag, 1997.
-
-\bibitem{maplemodeforCoq} David Delahaye, Micaela Mayero.
- A Maple Mode for Coq. Contribution to the Coq library.\\
- \url{htpp://coq.inria.fr/contribs/MapleMode.html}
-
-\bibitem{MONET-Overview} The MONET Consortium, MONET Architecture Overview,
- Public Deliverable D04 of the MONET Project.\\
- \url{http://monet.nag.co.uk/cocoon/monet/publicsdocs/monet-overview.pdf}
-
-\bibitem{mowglicic} C. Sacerdoti Coen. Exportation Module, MoWGLI Deliverable
- D2.a.\\
- \url{http://mowgli.cs.unibo.it/html\_no\_frames/deliverables/transformation/d2a.html}
-
-\bibitem{ring} C. Sacerdoti Coen. Tactics in Modern Proof-Assistants: the
- Bad Habit of Overkilling. In Supplementary Proceedings of the 14th
- International Conference TPHOLS 2001, pp. 352--367, Edinburgh.
-
-\bibitem{zack} S. Zacchiroli. \emph{Web services per il supporto alla
- dimostrazione interattiva}, Master Thesis, University of Bologna, 2002.
-
-\bibitem{ws3} J. Zimmer and M. Kohlhase. System Description: The MathWeb
- Software Bus for Distributed Mathematical Reasoning.
- In Proceedings of the 18th International Conference on Automated Deduction
- CADE 18, LNAI 2392, Springer Verlag, 2002.
-
-\bibitem{ws4} R. Zippel. The MathBus. In Workshop on Internet Accessible
- Mathematical Computation at ISSAC'99, Vancouver, Canada, July 28--31, 1999.
-
-\end{thebibliography}
-
-\end{document}
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-{\setbox0=\hbox{$\scriptscriptstyle\rm Q$}\hbox{\raise
-0.15\ht0\hbox to0pt{\kern0.4\wd0\vrule height0.7\ht0\hss}\box0}}}}
-\def\bbbt{{\mathchoice {\setbox0=\hbox{$\displaystyle\rm
-T$}\hbox{\hbox to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm T$}\hbox{\hbox
-to0pt{\kern0.3\wd0\vrule height0.9\ht0\hss}\box0}}}}
-\def\bbbs{{\mathchoice
-{\setbox0=\hbox{$\displaystyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\hbox
-to0pt{\kern0.55\wd0\vrule height0.5\ht0\hss}\box0}}
-{\setbox0=\hbox{$\textstyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\hbox
-to0pt{\kern0.55\wd0\vrule height0.5\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptstyle \rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.35\wd0\vrule height0.45\ht0\hss}\raise0.05\ht0\hbox
-to0pt{\kern0.5\wd0\vrule height0.45\ht0\hss}\box0}}
-{\setbox0=\hbox{$\scriptscriptstyle\rm S$}\hbox{\raise0.5\ht0\hbox
-to0pt{\kern0.4\wd0\vrule height0.45\ht0\hss}\raise0.05\ht0\hbox
-to0pt{\kern0.55\wd0\vrule height0.45\ht0\hss}\box0}}}}
-\def\bbbz{{\mathchoice {\hbox{$\mathsf\textstyle Z\kern-0.4em Z$}}
-{\hbox{$\mathsf\textstyle Z\kern-0.4em Z$}}
-{\hbox{$\mathsf\scriptstyle Z\kern-0.3em Z$}}
-{\hbox{$\mathsf\scriptscriptstyle Z\kern-0.2em Z$}}}}
-
-\let\ts\,
-
-\setlength\leftmargini {17\p@}
-\setlength\leftmargin {\leftmargini}
-\setlength\leftmarginii {\leftmargini}
-\setlength\leftmarginiii {\leftmargini}
-\setlength\leftmarginiv {\leftmargini}
-\setlength \labelsep {.5em}
-\setlength \labelwidth{\leftmargini}
-\addtolength\labelwidth{-\labelsep}
-
-\def\@listI{\leftmargin\leftmargini
- \parsep 0\p@ \@plus1\p@ \@minus\p@
- \topsep 8\p@ \@plus2\p@ \@minus4\p@
- \itemsep0\p@}
-\let\@listi\@listI
-\@listi
-\def\@listii {\leftmargin\leftmarginii
- \labelwidth\leftmarginii
- \advance\labelwidth-\labelsep
- \topsep 0\p@ \@plus2\p@ \@minus\p@}
-\def\@listiii{\leftmargin\leftmarginiii
- \labelwidth\leftmarginiii
- \advance\labelwidth-\labelsep
- \topsep 0\p@ \@plus\p@\@minus\p@
- \parsep \z@
- \partopsep \p@ \@plus\z@ \@minus\p@}
-
-\renewcommand\labelitemi{\normalfont\bfseries --}
-\renewcommand\labelitemii{$\m@th\bullet$}
-
-\setlength\arraycolsep{1.4\p@}
-\setlength\tabcolsep{1.4\p@}
-
-\def\tableofcontents{\chapter*{\contentsname\@mkboth{{\contentsname}}%
- {{\contentsname}}}
- \def\authcount##1{\setcounter{auco}{##1}\setcounter{@auth}{1}}
- \def\lastand{\ifnum\value{auco}=2\relax
- \unskip{} \andname\
- \else
- \unskip \lastandname\
- \fi}%
- \def\and{\stepcounter{@auth}\relax
- \ifnum\value{@auth}=\value{auco}%
- \lastand
- \else
- \unskip,
- \fi}%
- \@starttoc{toc}\if@restonecol\twocolumn\fi}
-
-\def\l@part#1#2{\addpenalty{\@secpenalty}%
- \addvspace{2em plus\p@}% % space above part line
- \begingroup
- \parindent \z@
- \rightskip \z@ plus 5em
- \hrule\vskip5pt
- \large % same size as for a contribution heading
- \bfseries\boldmath % set line in boldface
- \leavevmode % TeX command to enter horizontal mode.
- #1\par
- \vskip5pt
- \hrule
- \vskip1pt
- \nobreak % Never break after part entry
- \endgroup}
-
-\def\@dotsep{2}
-
-\def\hyperhrefextend{\ifx\hyper@anchor\@undefined\else
-{chapter.\thechapter}\fi}
-
-\def\addnumcontentsmark#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{\protect\numberline
- {\thechapter}#3}{\thepage}\hyperhrefextend}}
-\def\addcontentsmark#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{#3}{\thepage}\hyperhrefextend}}
-\def\addcontentsmarkwop#1#2#3{%
-\addtocontents{#1}{\protect\contentsline{#2}{#3}{0}\hyperhrefextend}}
-
-\def\@adcmk[#1]{\ifcase #1 \or
-\def\@gtempa{\addnumcontentsmark}%
- \or \def\@gtempa{\addcontentsmark}%
- \or \def\@gtempa{\addcontentsmarkwop}%
- \fi\@gtempa{toc}{chapter}}
-\def\addtocmark{\@ifnextchar[{\@adcmk}{\@adcmk[3]}}
-
-\def\l@chapter#1#2{\addpenalty{-\@highpenalty}
- \vskip 1.0em plus 1pt \@tempdima 1.5em \begingroup
- \parindent \z@ \rightskip \@pnumwidth
- \parfillskip -\@pnumwidth
- \leavevmode \advance\leftskip\@tempdima \hskip -\leftskip
- {\large\bfseries\boldmath#1}\ifx0#2\hfil\null
- \else
- \nobreak
- \leaders\hbox{$\m@th \mkern \@dotsep mu.\mkern
- \@dotsep mu$}\hfill
- \nobreak\hbox to\@pnumwidth{\hss #2}%
- \fi\par
- \penalty\@highpenalty \endgroup}
-
-\def\l@title#1#2{\addpenalty{-\@highpenalty}
- \addvspace{8pt plus 1pt}
- \@tempdima \z@
- \begingroup
- \parindent \z@ \rightskip \@tocrmarg
- \parfillskip -\@tocrmarg
- \leavevmode \advance\leftskip\@tempdima \hskip -\leftskip
- #1\nobreak
- \leaders\hbox{$\m@th \mkern \@dotsep mu.\mkern
- \@dotsep mu$}\hfill
- \nobreak\hbox to\@pnumwidth{\hss #2}\par
- \penalty\@highpenalty \endgroup}
-
-\setcounter{tocdepth}{0}
-\newdimen\tocchpnum
-\newdimen\tocsecnum
-\newdimen\tocsectotal
-\newdimen\tocsubsecnum
-\newdimen\tocsubsectotal
-\newdimen\tocsubsubsecnum
-\newdimen\tocsubsubsectotal
-\newdimen\tocparanum
-\newdimen\tocparatotal
-\newdimen\tocsubparanum
-\tocchpnum=\z@ % no chapter numbers
-\tocsecnum=15\p@ % section 88. plus 2.222pt
-\tocsubsecnum=23\p@ % subsection 88.8 plus 2.222pt
-\tocsubsubsecnum=27\p@ % subsubsection 88.8.8 plus 1.444pt
-\tocparanum=35\p@ % paragraph 88.8.8.8 plus 1.666pt
-\tocsubparanum=43\p@ % subparagraph 88.8.8.8.8 plus 1.888pt
-\def\calctocindent{%
-\tocsectotal=\tocchpnum
-\advance\tocsectotal by\tocsecnum
-\tocsubsectotal=\tocsectotal
-\advance\tocsubsectotal by\tocsubsecnum
-\tocsubsubsectotal=\tocsubsectotal
-\advance\tocsubsubsectotal by\tocsubsubsecnum
-\tocparatotal=\tocsubsubsectotal
-\advance\tocparatotal by\tocparanum}
-\calctocindent
-
-\def\l@section{\@dottedtocline{1}{\tocchpnum}{\tocsecnum}}
-\def\l@subsection{\@dottedtocline{2}{\tocsectotal}{\tocsubsecnum}}
-\def\l@subsubsection{\@dottedtocline{3}{\tocsubsectotal}{\tocsubsubsecnum}}
-\def\l@paragraph{\@dottedtocline{4}{\tocsubsubsectotal}{\tocparanum}}
-\def\l@subparagraph{\@dottedtocline{5}{\tocparatotal}{\tocsubparanum}}
-
-\def\listoffigures{\@restonecolfalse\if@twocolumn\@restonecoltrue\onecolumn
- \fi\section*{\listfigurename\@mkboth{{\listfigurename}}{{\listfigurename}}}
- \@starttoc{lof}\if@restonecol\twocolumn\fi}
-\def\l@figure{\@dottedtocline{1}{0em}{1.5em}}
-
-\def\listoftables{\@restonecolfalse\if@twocolumn\@restonecoltrue\onecolumn
- \fi\section*{\listtablename\@mkboth{{\listtablename}}{{\listtablename}}}
- \@starttoc{lot}\if@restonecol\twocolumn\fi}
-\let\l@table\l@figure
-
-\renewcommand\listoffigures{%
- \section*{\listfigurename
- \@mkboth{\listfigurename}{\listfigurename}}%
- \@starttoc{lof}%
- }
-
-\renewcommand\listoftables{%
- \section*{\listtablename
- \@mkboth{\listtablename}{\listtablename}}%
- \@starttoc{lot}%
- }
-
-\ifx\oribibl\undefined
-\ifx\citeauthoryear\undefined
-\renewenvironment{thebibliography}[1]
- {\section*{\refname}
- \def\@biblabel##1{##1.}
- \small
- \list{\@biblabel{\@arabic\c@enumiv}}%
- {\settowidth\labelwidth{\@biblabel{#1}}%
- \leftmargin\labelwidth
- \advance\leftmargin\labelsep
- \if@openbib
- \advance\leftmargin\bibindent
- \itemindent -\bibindent
- \listparindent \itemindent
- \parsep \z@
- \fi
- \usecounter{enumiv}%
- \let\p@enumiv\@empty
- \renewcommand\theenumiv{\@arabic\c@enumiv}}%
- \if@openbib
- \renewcommand\newblock{\par}%
- \else
- \renewcommand\newblock{\hskip .11em \@plus.33em \@minus.07em}%
- \fi
- \sloppy\clubpenalty4000\widowpenalty4000%
- \sfcode`\.=\@m}
- {\def\@noitemerr
- {\@latex@warning{Empty `thebibliography' environment}}%
- \endlist}
-\def\@lbibitem[#1]#2{\item[{[#1]}\hfill]\if@filesw
- {\let\protect\noexpand\immediate
- \write\@auxout{\string\bibcite{#2}{#1}}}\fi\ignorespaces}
-\newcount\@tempcntc
-\def\@citex[#1]#2{\if@filesw\immediate\write\@auxout{\string\citation{#2}}\fi
- \@tempcnta\z@\@tempcntb\m@ne\def\@citea{}\@cite{\@for\@citeb:=#2\do
- {\@ifundefined
- {b@\@citeb}{\@citeo\@tempcntb\m@ne\@citea\def\@citea{,}{\bfseries
- ?}\@warning
- {Citation `\@citeb' on page \thepage \space undefined}}%
- {\setbox\z@\hbox{\global\@tempcntc0\csname b@\@citeb\endcsname\relax}%
- \ifnum\@tempcntc=\z@ \@citeo\@tempcntb\m@ne
- \@citea\def\@citea{,}\hbox{\csname b@\@citeb\endcsname}%
- \else
- \advance\@tempcntb\@ne
- \ifnum\@tempcntb=\@tempcntc
- \else\advance\@tempcntb\m@ne\@citeo
- \@tempcnta\@tempcntc\@tempcntb\@tempcntc\fi\fi}}\@citeo}{#1}}
-\def\@citeo{\ifnum\@tempcnta>\@tempcntb\else
- \@citea\def\@citea{,\,\hskip\z@skip}%
- \ifnum\@tempcnta=\@tempcntb\the\@tempcnta\else
- {\advance\@tempcnta\@ne\ifnum\@tempcnta=\@tempcntb \else
- \def\@citea{--}\fi
- \advance\@tempcnta\m@ne\the\@tempcnta\@citea\the\@tempcntb}\fi\fi}
-\else
-\renewenvironment{thebibliography}[1]
- {\section*{\refname}
- \small
- \list{}%
- {\settowidth\labelwidth{}%
- \leftmargin\parindent
- \itemindent=-\parindent
- \labelsep=\z@
- \if@openbib
- \advance\leftmargin\bibindent
- \itemindent -\bibindent
- \listparindent \itemindent
- \parsep \z@
- \fi
- \usecounter{enumiv}%
- \let\p@enumiv\@empty
- \renewcommand\theenumiv{}}%
- \if@openbib
- \renewcommand\newblock{\par}%
- \else
- \renewcommand\newblock{\hskip .11em \@plus.33em \@minus.07em}%
- \fi
- \sloppy\clubpenalty4000\widowpenalty4000%
- \sfcode`\.=\@m}
- {\def\@noitemerr
- {\@latex@warning{Empty `thebibliography' environment}}%
- \endlist}
- \def\@cite#1{#1}%
- \def\@lbibitem[#1]#2{\item[]\if@filesw
- {\def\protect##1{\string ##1\space}\immediate
- \write\@auxout{\string\bibcite{#2}{#1}}}\fi\ignorespaces}
- \fi
-\else
-\@cons\@openbib@code{\noexpand\small}
-\fi
-
-\def\idxquad{\hskip 10\p@}% space that divides entry from number
-
-\def\@idxitem{\par\hangindent 10\p@}
-
-\def\subitem{\par\setbox0=\hbox{--\enspace}% second order
- \noindent\hangindent\wd0\box0}% index entry
-
-\def\subsubitem{\par\setbox0=\hbox{--\,--\enspace}% third
- \noindent\hangindent\wd0\box0}% order index entry
-
-\def\indexspace{\par \vskip 10\p@ plus5\p@ minus3\p@\relax}
-
-\renewenvironment{theindex}
- {\@mkboth{\indexname}{\indexname}%
- \thispagestyle{empty}\parindent\z@
- \parskip\z@ \@plus .3\p@\relax
- \let\item\par
- \def\,{\relax\ifmmode\mskip\thinmuskip
- \else\hskip0.2em\ignorespaces\fi}%
- \normalfont\small
- \begin{multicols}{2}[\@makeschapterhead{\indexname}]%
- }
- {\end{multicols}}
-
-\renewcommand\footnoterule{%
- \kern-3\p@
- \hrule\@width 2truecm
- \kern2.6\p@}
- \newdimen\fnindent
- \fnindent1em
-\long\def\@makefntext#1{%
- \parindent \fnindent%
- \leftskip \fnindent%
- \noindent
- \llap{\hb@xt@1em{\hss\@makefnmark\ }}\ignorespaces#1}
-
-\long\def\@makecaption#1#2{%
- \vskip\abovecaptionskip
- \sbox\@tempboxa{{\bfseries #1.} #2}%
- \ifdim \wd\@tempboxa >\hsize
- {\bfseries #1.} #2\par
- \else
- \global \@minipagefalse
- \hb@xt@\hsize{\hfil\box\@tempboxa\hfil}%
- \fi
- \vskip\belowcaptionskip}
-
-\def\fps@figure{htbp}
-\def\fnum@figure{\figurename\thinspace\thefigure}
-\def \@floatboxreset {%
- \reset@font
- \small
- \@setnobreak
- \@setminipage
-}
-\def\fps@table{htbp}
-\def\fnum@table{\tablename~\thetable}
-\renewenvironment{table}
- {\setlength\abovecaptionskip{0\p@}%
- \setlength\belowcaptionskip{10\p@}%
- \@float{table}}
- {\end@float}
-\renewenvironment{table*}
- {\setlength\abovecaptionskip{0\p@}%
- \setlength\belowcaptionskip{10\p@}%
- \@dblfloat{table}}
- {\end@dblfloat}
-
-\long\def\@caption#1[#2]#3{\par\addcontentsline{\csname
- ext@#1\endcsname}{#1}{\protect\numberline{\csname
- the#1\endcsname}{\ignorespaces #2}}\begingroup
- \@parboxrestore
- \@makecaption{\csname fnum@#1\endcsname}{\ignorespaces #3}\par
- \endgroup}
-
-% LaTeX does not provide a command to enter the authors institute
-% addresses. The \institute command is defined here.
-
-\newcounter{@inst}
-\newcounter{@auth}
-\newcounter{auco}
-\def\andname{and}
-\def\lastandname{\unskip, and}
-\newdimen\instindent
-\newbox\authrun
-\newtoks\authorrunning
-\newtoks\tocauthor
-\newbox\titrun
-\newtoks\titlerunning
-\newtoks\toctitle
-
-\def\clearheadinfo{\gdef\@author{No Author Given}%
- \gdef\@title{No Title Given}%
- \gdef\@subtitle{}%
- \gdef\@institute{No Institute Given}%
- \gdef\@thanks{}%
- \global\titlerunning={}\global\authorrunning={}%
- \global\toctitle={}\global\tocauthor={}}
-
-\def\institute#1{\gdef\@institute{#1}}
-
-\def\institutename{\par
- \begingroup
- \parskip=\z@
- \parindent=\z@
- \setcounter{@inst}{1}%
- \def\and{\par\stepcounter{@inst}%
- \noindent$^{\the@inst}$\enspace\ignorespaces}%
- \setbox0=\vbox{\def\thanks##1{}\@institute}%
- \ifnum\c@@inst=1\relax
- \else
- \setcounter{footnote}{\c@@inst}%
- \setcounter{@inst}{1}%
- \noindent$^{\the@inst}$\enspace
- \fi
- \ignorespaces
- \@institute\par
- \endgroup}
-
-\def\@fnsymbol#1{\ensuremath{\ifcase#1\or\star\or{\star\star}\or
- {\star\star\star}\or \dagger\or \ddagger\or
- \mathchar "278\or \mathchar "27B\or \|\or **\or \dagger\dagger
- \or \ddagger\ddagger \else\@ctrerr\fi}}
-
-\def\inst#1{\unskip$^{#1}$}
-\def\fnmsep{\unskip$^,$}
-\def\email#1{{\tt#1}}
-\AtBeginDocument{\@ifundefined{url}{\def\url#1{#1}}{}}
-\def\homedir{\~{ }}
-
-\def\subtitle#1{\gdef\@subtitle{#1}}
-\clearheadinfo
-
-\renewcommand\maketitle{\newpage
- \refstepcounter{chapter}%
- \stepcounter{section}%
- \setcounter{section}{0}%
- \setcounter{subsection}{0}%
- \setcounter{figure}{0}
- \setcounter{table}{0}
- \setcounter{equation}{0}
- \setcounter{footnote}{0}%
- \begingroup
- \parindent=\z@
- \renewcommand\thefootnote{\@fnsymbol\c@footnote}%
- \if@twocolumn
- \ifnum \col@number=\@ne
- \@maketitle
- \else
- \twocolumn[\@maketitle]%
- \fi
- \else
- \newpage
- \global\@topnum\z@ % Prevents figures from going at top of page.
- \@maketitle
- \fi
- \thispagestyle{empty}\@thanks
-%
- \def\\{\unskip\ \ignorespaces}\def\inst##1{\unskip{}}%
- \def\thanks##1{\unskip{}}\def\fnmsep{\unskip}%
- \instindent=\hsize
- \advance\instindent by-\headlineindent
- \if!\the\toctitle!\addcontentsline{toc}{title}{\@title}\else
- \addcontentsline{toc}{title}{\the\toctitle}\fi
- \if@runhead
- \if!\the\titlerunning!\else
- \edef\@title{\the\titlerunning}%
- \fi
- \global\setbox\titrun=\hbox{\small\rm\unboldmath\ignorespaces\@title}%
- \ifdim\wd\titrun>\instindent
- \typeout{Title too long for running head. Please supply}%
- \typeout{a shorter form with \string\titlerunning\space prior to
- \string\maketitle}%
- \global\setbox\titrun=\hbox{\small\rm
- Title Suppressed Due to Excessive Length}%
- \fi
- \xdef\@title{\copy\titrun}%
- \fi
-%
- \if!\the\tocauthor!\relax
- {\def\and{\noexpand\protect\noexpand\and}%
- \protected@xdef\toc@uthor{\@author}}%
- \else
- \def\\{\noexpand\protect\noexpand\newline}%
- \protected@xdef\scratch{\the\tocauthor}%
- \protected@xdef\toc@uthor{\scratch}%
- \fi
- \addtocontents{toc}{{\protect\raggedright\protect\leftskip15\p@
- \protect\rightskip\@tocrmarg
- \protect\itshape\toc@uthor\protect\endgraf}}%
- \if@runhead
- \if!\the\authorrunning!
- \value{@inst}=\value{@auth}%
- \setcounter{@auth}{1}%
- \else
- \edef\@author{\the\authorrunning}%
- \fi
- \global\setbox\authrun=\hbox{\small\unboldmath\@author\unskip}%
- \ifdim\wd\authrun>\instindent
- \typeout{Names of authors too long for running head. Please supply}%
- \typeout{a shorter form with \string\authorrunning\space prior to
- \string\maketitle}%
- \global\setbox\authrun=\hbox{\small\rm
- Authors Suppressed Due to Excessive Length}%
- \fi
- \xdef\@author{\copy\authrun}%
- \markboth{\@author}{\@title}%
- \fi
- \endgroup
- \setcounter{footnote}{0}%
- \clearheadinfo}
-%
-\def\@maketitle{\newpage
- \markboth{}{}%
- \def\lastand{\ifnum\value{@inst}=2\relax
- \unskip{} \andname\
- \else
- \unskip \lastandname\
- \fi}%
- \def\and{\stepcounter{@auth}\relax
- \ifnum\value{@auth}=\value{@inst}%
- \lastand
- \else
- \unskip,
- \fi}%
- \begin{center}%
- {\Large \bfseries\boldmath
- \pretolerance=10000
- \@title \par}\vskip .8cm
-\if!\@subtitle!\else {\large \bfseries\boldmath
- \vskip -.65cm
- \pretolerance=10000
- \@subtitle \par}\vskip .8cm\fi
- \setbox0=\vbox{\setcounter{@auth}{1}\def\and{\stepcounter{@auth}}%
- \def\thanks##1{}\@author}%
- \global\value{@inst}=\value{@auth}%
- \global\value{auco}=\value{@auth}%
- \setcounter{@auth}{1}%
-{\lineskip .5em
-\noindent\ignorespaces
-\@author\vskip.35cm}
- {\small\institutename}
- \end{center}%
- }
-
-% definition of the "\spnewtheorem" command.
-%
-% Usage:
-%
-% \spnewtheorem{env_nam}{caption}[within]{cap_font}{body_font}
-% or \spnewtheorem{env_nam}[numbered_like]{caption}{cap_font}{body_font}
-% or \spnewtheorem*{env_nam}{caption}{cap_font}{body_font}
-%
-% New is "cap_font" and "body_font". It stands for
-% fontdefinition of the caption and the text itself.
-%
-% "\spnewtheorem*" gives a theorem without number.
-%
-% A defined spnewthoerem environment is used as described
-% by Lamport.
-%
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-
-\def\@thmcountersep{}
-\def\@thmcounterend{.}
-
-\def\spnewtheorem{\@ifstar{\@sthm}{\@Sthm}}
-
-% definition of \spnewtheorem with number
-
-\def\@spnthm#1#2{%
- \@ifnextchar[{\@spxnthm{#1}{#2}}{\@spynthm{#1}{#2}}}
-\def\@Sthm#1{\@ifnextchar[{\@spothm{#1}}{\@spnthm{#1}}}
-
-\def\@spxnthm#1#2[#3]#4#5{\expandafter\@ifdefinable\csname #1\endcsname
- {\@definecounter{#1}\@addtoreset{#1}{#3}%
- \expandafter\xdef\csname the#1\endcsname{\expandafter\noexpand
- \csname the#3\endcsname \noexpand\@thmcountersep \@thmcounter{#1}}%
- \expandafter\xdef\csname #1name\endcsname{#2}%
- \global\@namedef{#1}{\@spthm{#1}{\csname #1name\endcsname}{#4}{#5}}%
- \global\@namedef{end#1}{\@endtheorem}}}
-
-\def\@spynthm#1#2#3#4{\expandafter\@ifdefinable\csname #1\endcsname
- {\@definecounter{#1}%
- \expandafter\xdef\csname the#1\endcsname{\@thmcounter{#1}}%
- \expandafter\xdef\csname #1name\endcsname{#2}%
- \global\@namedef{#1}{\@spthm{#1}{\csname #1name\endcsname}{#3}{#4}}%
- \global\@namedef{end#1}{\@endtheorem}}}
-
-\def\@spothm#1[#2]#3#4#5{%
- \@ifundefined{c@#2}{\@latexerr{No theorem environment `#2' defined}\@eha}%
- {\expandafter\@ifdefinable\csname #1\endcsname
- {\global\@namedef{the#1}{\@nameuse{the#2}}%
- \expandafter\xdef\csname #1name\endcsname{#3}%
- \global\@namedef{#1}{\@spthm{#2}{\csname #1name\endcsname}{#4}{#5}}%
- \global\@namedef{end#1}{\@endtheorem}}}}
-
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+++ /dev/null
-1) Zack, CSC
- Introduzione
- - web services
- - monet
- - svariati WS per CAS e TP
- - proof assistant
- - bassa automazione
- - application centric no client/server
- ==>> proof assistants come WS client
- - omega ants
-2) Zack
- Architettura
- - figura 7.1 mia tesi
- - attori (client, broker, tutor)
- - ruoli e funzionalita' di ognuno di essi (breve)
- - mapping con gli attori di monet
-3) Zack
- Dettagli Implementativi
- - codifica dello stato
- - codifica dei suggerimenti
- - registry del broker
- - implementazione dei ws
- - implementazione dei tutor (gen. automatica, thread)
-4) CSC
- Sample session
- - screen shot
-5) CSC
- Tutor implementati
- - stupidi
- - (1-1) con le tattiche del proof assistant
- - generazione automatica
- - searchPatternApply
-6) Conclusioni e sviluppi futuri
- - success story (gTopLevel)
- - tattiche pesanti
- ==>> distribuzione
- - scelta troppo larga per i neofiti
- ==>> suggerimenti
- - utile per power user (distribuzione)
- - utili per newbie (apprendimento)
- - sviluppi futuri
- - recursion?
- - rating dei risultati
- - risposte negative (disabilitare tattiche)
- - blackboard?
- - GUI
- - descrizione monet
- - uso di Mathematical Object Manager
+++ /dev/null
-Dear Claudio Sacerdoti Coen,
-
-Thank you for your submission to Calculemus 2003. We are pleased to inform
-you that your paper, titled
-
-Brokers and Web-Services for Automatic Deduction: a Case Study
-
-has been accepted as a full paper for publication in the Proceedings.
-Papers went through a rigorous reviewing process. Each paper was
-reviewed by at least three program committee members and was discussed
-at the program committee meeting.
-
-Full papers are limited to 12 pages. Your camera-ready paper is due on July
-15, 2003. In order to help you to prepare your final paper, you will find
-bellow the referees' report on your paper,
-
-To submit your paper, revisit the Calculemus 2003 submission site at
-
-http://www-calfor.lip6.fr/home/rr/public_html/Calculemus03/submit/submit/
-
-go to step 3, and use the login name and password that you received for
-submiting the abstract and paper
-
-You will need to submit both a file containing the source(s) and a final file
-in pdf or postscript format.
-
-In the following reports "A" means strong accept, "B" means weak accept,"C"
-means weak reject and "D" means strong reject. As of reviewers "X" means
-expert, "Y" means knowledgeable and "Z" means informed outsider.
-
-We remind you that a special issue of the London Mathematical Journal
-dedicated to Calculemus 2003 will have a deadline around november.
-
-Congratulations on having your paper accepted. We look forward to
-seeing you in Roma.
-
-Sincerely,
-
-Therese Hardin, Renaud Rioboo
-Calculemus 2003 PC Chairs
-
-----------
-Version number: 2
-Paper number: 12
-Reviewer number: XX
-1 - Classification: A
-2 - Your overall expertise on the areas of this paper: X
-3 - Contribution type: both a research paper and an experience report.
-4 - Summary of the paper:
-------------------------------------------------------------------------------
-
-The paper presents a collection of web services each implementing an automated
-deduction tactic. The services are coordinated by a broker able dispatch a
-proof status and collect hints back from the services. This architecture has
-been implemented in H-Bugs, an environment for supporting proof development.
-
-------------------------------------------------------------------------------
-6 - Comments for the author(s):
-------------------------------------------------------------------------------
-
-The topic of the paper is quite interesting: a shift from user-oriented
-software development to a web-service oriented software is probably on its way
-and will naturally occur. For the Calculemus core goal of integrating
-mechanized reasoning and symbolic computation, this shift is very important
-because it will provide off-the-shelf methods that can be used to improve the
-problem solving activity (whether it is computing or proving). Your list of
-potential clients to these services (on page 2) gives a glance into this
-vision. I rated the paper with the full accept because the topic is important
-for Calculemus but I think the paper needs careful revision. I strongly
-encourage you to elaborate the paper including a short session on how you
-envision using the services from outside of H-Bugs, even outside of a
-proof-assistant environment if possible.
-
-Also you should discuss how to integrate into H-Bugs for instance a computer
-algebra package as tutor for ring simplification or for computing witnesses...
-
-
-
-------------------------------------------------------------------------------
-
-7 - Points in favour or against:
-------------------------------------------------------------------------------
-Comments:
-
-You compare H-Bugs to the MONET architecture, why? Please shortly give a
-motivation. One may wonder why not comparing to Omega instead. As you notice
-in the conclusion, the lack of ontologies to describe the the problems solved
-by your services confine these services to the H-Bug broker. Also, the
-registration aspect seems quite different. In my understanding, this broker
-is a a very specialized planner in MONET terminology: it has internal
-knowledge of the domain area of proof assistants (it knows the formats of
-proof status and hints). The all architecture of H-Bugs has certain aspects
-that can be identified in the MONET architecture but it lacks the generality.
-About the broker, in w3c terminology one has connectors, components and
-gateways, wouldn't you say that the broker is a gateway? Sessions 2 and 4 are
-too long, there are many repetitions.
-
-
-Page 9, do all tutors have the same interface? This is quite a uniform
-environment, which is not typical of a web service architecture. All the
-H-Bugs brokers provide a uniform H-Bugs broker interface.
-
-Page 12: in the Calculemus tradition, intelligent tutors like CAS can be
-integrated with a skeptical approach. You must check former Calculemus
-proceedings for references.
-
-English: lots of errors in the third-person conjugation of verbs (missing s),
-please correct them - I will not list all of them. Try to have a native
-English speaker read the paper.
-
-Use Section instead of Sect.
- On receipt of an hint -> Upon receival of a hint
- An hint -> A hint (everywhere!)
- An usage -> A usage (check www.bartleby.com/64)
- reply the work -> replay/replicate? the work
-
-------------------------------------------------------------------------------
-Version number: 5
-Paper number: 12
-Reviewer number: XX
-1 - Classification: C
-2 - Your overall expertise on the areas of this paper: X
-3 - Contribution type: an experience report.
-4 - Summary of the paper:
-------------------------------------------------------------------------------
-The paper presents the system H-Bugs which consists of a (MONET-)broker and
-several (MONET-)web-services supporting the generation of hints in interactive
-theorem proving. The motivation of H-Bugs and its functionalities are very
-closely related to the O-Ants framework developed in Saarbruecken and
-Birmingham; the authors call O-Ants a precursor of their system.
-------------------------------------------------------------------------------
-6 - Comments for the author(s):
-------------------------------------------------------------------------------
-It appears very interesting and useful to adapt the O-Ants approach to
-the MONET web-services/brokers framework. The work presented in this paper,
-however, is still in a preliminary stage and convincing, novel scientific aspects are hardly identifiable. This may be caused to a large extend by the certainly non-optimal presentation and structure. There are also quite many typos.
-
-
-
-The main problem of the paper in my opinion is that the authors do not
-provide a clear picture on what their intellectual achievement and contribution actually is. Let us discuss some options:
-
-(i) H-Bugs is an improved realization of the O-Ants approach; the
- architecture of H-Bugs is superior to that of O-Ants and H-Bugs
- provides more or at least some improved functionalities.
-(ii) H-Bugs is simply an adaptation of a subset of the functionalities
- of O-Ants to the MONET web-services/brokers approach.
-(iii) The paper presents a case study with H-Bugs that gives novel insights or
- provides new evidence for the usefulness of systems like H-Bugs and
- O-Ants. (Because the title says ...: a case study this is what the
- reader first expects).
-
-The presentation addresses all three aspects a bit but fails
-to provide convincing arguments for either of them:
-
-(i) H-Bugs functionalities still appear to be a rather small subset of
- O-Ants functionalities. A proper comparison of functionalities is
- unfortunately missing. Example: H-Bugs does still present the
- hints in unsorted lists. Taking into account that the number of hints
- (especially when it comes to suggestions of parameters) can easily
- become very large, a heuristically structured presentation (which the
- authors mention as future work) seems to be a crucial requirement for
- such a system.
- There are many more aspects of O-Ants which seem to be not yet
- addressed in H-Bugs A proper comparison of the H-Bugs functionalities
- and architecture
- with the O-Ants functionalities and architecture should be given if the
- authors contribution is meant to be (i).
-(ii) In the conclusion the authors admit that their work is rather
- preliminary and that a real integration into the
- MONET architecture is still missing. In addition the following critique
- should be addressed: The representations for proof status and hints
- in the brokers and tutors are client specific. What level of abstraction
- is thus reached by the approach over the peculiarities and
- representation formats of the client systems? Is it a feature that for
- each client-tutor
- combination new representation formats have to be agreed upon and
- provided? I was actually hoping to find some more client independent
- modelings of tutor services. Since this seems to be not an issue it
- raises the question what the benefits of a modeling of H-Bugs within the
- MONET web-services / brokers approach generally can be? Where is the
- abstraction that is typically achieved in service/broker modelings (see
- second paragraph in the Introduction)? If there is no abstraction
- achieved over the representation format for proofs used by HELM what
- again is the difference to O-Ants: the main application of O-Ants
- operates on the OMEGA proof datastructure; however it has been claimed
- that the O-Ants architecture is independent from it and this has
- recently been illustrated by applications of the system in other
- settings (e.g. paper at MKM-1001, Festschrift-Siekmann).
-(iii) A proper evaluation of the case study is missing and the authors
- themselves mention proper assessment as future work. The claim that the
- tutor embodying the HELM-Search-Engine has effectively increased the
- productivity of users is not at all justified in the paper.
-
-
-Some further remarks:
-
-page 2: ... are natural candidates ...
-
-In MathWeb, for instance, many of the mentioned systems are not just
-candidates for being clients, they are clients.
-
-page 2: ... number of examples in the literature has been extremely low and
-the concrete benefits are still to be assessed.
-
-MathWeb, for instance, has been extensively used in case studies (where
-several thousands of subproblems have been attacked by MathWeb service
-systems).
-
-
-What is the novel aspect of your case study? What do I learn?
-
-
-page 2: The citation for MathWeb is not very well chosen. There is a system description at CADE 2002 which is probably better suited. (This may also hold for other citations.)
-
-
-
-------------------------------------------------------------------------------
-
-7 - Points in favour or against:
-------------------------------------------------------------------------------
-Pro: The work is definitely very relevant.
-Contra: Preliminary work stage, presentation and structure of paper is non-optimal, scientific contribution not clearly identifiable
-------------------------------------------------------------------------------
-Version number: 1
-Paper number: 12
-Reviewer number: XX
-1 - Classification: A
-2 - Your overall expertise on the areas of this paper: X
-3 - Contribution type: both a research paper and an experience report.
-4 - Summary of the paper:
-------------------------------------------------------------------------------
-The paper presents a distributed proof suggestion/theorem provring system
-based on W3C-style web services. The approach is closely patterned after the
-OMEGA-Ants system. The main (and important) difference is that it is
-distributed over the web. This is a great case study for web services, and
-quite a technological feat.
-
-The paper is well-written, and explains the system in sufficient detail.
-------------------------------------------------------------------------------
-6 - Comments for the author(s):
-------------------------------------------------------------------------------
-What I would really like to see is a wrapper for the OMEGA Ants system that
-exports some of its Agengs as H-Bugs services, so that we can have O/H-hybrid
-populations of agents. Or of course an OMEGA Ants interpreter (the OAgents are
-given somewhat declaratively, if I recall) so that they can be exported as web
-services.
-------------------------------------------------------------------------------
-
-7 - Points in favour or against:
-------------------------------------------------------------------------------
-not filled in
-------------------------------------------------------------------------------
+++ /dev/null
-ROBA SOSTANZIALE:
-
-YES: H-Bugs is simply an adaptation of a subset of the functionalities
- of O-Ants to the MONET web-services/brokers approach.
-
-(ii) In the conclusion the authors admit that their work is rather
- preliminary and that a real integration into the
- MONET architecture is still missing. In addition the following critique
- should be addressed: The representations for proof status and hints
- in the brokers and tutors are client specific. What level of abstraction
- is thus reached by the approach over the peculiarities and
- representation formats of the client systems? Is it a feature that for
- each client-tutor
- combination new representation formats have to be agreed upon and
- provided? I was actually hoping to find some more client independent
- modelings of tutor services. Since this seems to be not an issue it
- raises the question what the benefits of a modeling of H-Bugs within the
- MONET web-services / brokers approach generally can be?
-
- Where is the abstraction that is typically achieved in service/broker
- modelings (see second paragraph in the Introduction)?
-
- If there is no abstraction
- achieved over the representation format for proofs used by HELM what
- again is the difference to O-Ants: the main application of O-Ants
- operates on the OMEGA proof datastructure; however it has been claimed
- that the O-Ants architecture is independent from it and this has
- recently been illustrated by applications of the system in other
- settings (e.g. paper at MKM-1001, Festschrift-Siekmann).
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+++ /dev/null
-%!PS-Adobe-3.0 EPSF-3.0
-%%Creator: (ImageMagick)
-%%Title: (thatsall.eps)
-%%CreationDate: (Wed Sep 10 11:28:33 2003)
-%%BoundingBox: 0 0 350 353
-%%HiResBoundingBox: 0 0 350 353
-%%DocumentData: Clean7Bit
-%%LanguageLevel: 1
-%%Pages: 1
-%%EndComments
-
-%%BeginDefaults
-%%EndDefaults
-
-%%BeginProlog
-%
-% Display a color image. The image is displayed in color on
-% Postscript viewers or printers that support color, otherwise
-% it is displayed as grayscale.
-%
-/DirectClassPacket
-{
- %
- % Get a DirectClass packet.
- %
- % Parameters:
- % red.
- % green.
- % blue.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- compression 0 eq
- {
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- }
- {
- currentfile byte readhexstring pop 0 get
- /number_pixels exch 1 add 3 mul def
- } ifelse
- 0 3 number_pixels 1 sub
- {
- pixels exch color_packet putinterval
- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/DirectClassImage
-{
- %
- % Display a DirectClass image.
- %
- systemdict /colorimage known
- {
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { DirectClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { GrayDirectClassPacket } image
- } ifelse
-} bind def
-
-/GrayDirectClassPacket
-{
- %
- % Get a DirectClass packet; convert to grayscale.
- %
- % Parameters:
- % red
- % green
- % blue
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- color_packet 0 get 0.299 mul
- color_packet 1 get 0.587 mul add
- color_packet 2 get 0.114 mul add
- cvi
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- {
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- {
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- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/GrayPseudoClassPacket
-{
- %
- % Get a PseudoClass packet; convert to grayscale.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
- /offset exch 3 mul def
- /color_packet colormap offset 3 getinterval def
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- color_packet 1 get 0.587 mul add
- color_packet 2 get 0.114 mul add
- cvi
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- {
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- {
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-
-/PseudoClassPacket
-{
- %
- % Get a PseudoClass packet.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
- /offset exch 3 mul def
- /color_packet colormap offset 3 getinterval def
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- {
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- {
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- {
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- pixels 0 number_pixels getinterval
-} bind def
-
-/PseudoClassImage
-{
- %
- % Display a PseudoClass image.
- %
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- %
- currentfile buffer readline pop
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- class 0 gt
- {
- currentfile buffer readline pop
- token pop /depth exch def pop
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- columns rows depth
- [
- columns 0 0
- rows neg 0 rows
- ]
- { currentfile grays readhexstring pop } image
- }
- {
- %
- % Parameters:
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- % colormap: red, green, blue color packets.
- %
- currentfile buffer readline pop
- token pop /colors exch def pop
- /colors colors 3 mul def
- /colormap colors string def
- currentfile colormap readhexstring pop pop
- systemdict /colorimage known
- {
- columns rows 8
- [
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- rows neg 0 rows
- ]
- { PseudoClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
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- [
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- rows neg 0 rows
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- { GrayPseudoClassPacket } image
- } ifelse
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-
-/DisplayImage
-{
- %
- % Display a DirectClass or PseudoClass image.
- %
- % Parameters:
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- % x & y scale.
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- % image label.
- % image columns & rows.
- % class: 0-DirectClass or 1-PseudoClass.
- % compression: 0-none or 1-RunlengthEncoded.
- % hex color packets.
- %
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-
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- currentfile buffer readline pop
- token pop /x exch def
- token pop /y exch def pop
- currentfile buffer readline pop
- token pop /pointsize exch def pop
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- currentfile buffer readline pop
- token pop /columns exch def
- token pop /rows exch def pop
- currentfile buffer readline pop
- token pop /class exch def pop
- currentfile buffer readline pop
- token pop /compression exch def pop
- class 0 gt { PseudoClassImage } { DirectClassImage } ifelse
- grestore
-} bind def
-%%EndProlog
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-end
-%%PageTrailer
-%%Trailer
-%%EOF
+++ /dev/null
-%!PS-Adobe-3.0 EPSF-3.0
-%%Creator: (ImageMagick)
-%%Title: (helm.eps)
-%%CreationDate: (Fri Mar 21 13:14:55 2003)
-%%BoundingBox: 0 0 101 36
-%%HiResBoundingBox: 0 0 101 36
-%%DocumentData: Clean7Bit
-%%LanguageLevel: 1
-%%Pages: 1
-%%EndComments
-
-%%BeginDefaults
-%%EndDefaults
-
-%%BeginProlog
-%
-% Display a color image. The image is displayed in color on
-% Postscript viewers or printers that support color, otherwise
-% it is displayed as grayscale.
-%
-/DirectClassPacket
-{
- %
- % Get a DirectClass packet.
- %
- % Parameters:
- % red.
- % green.
- % blue.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- compression 0 eq
- {
- /number_pixels 3 def
- }
- {
- currentfile byte readhexstring pop 0 get
- /number_pixels exch 1 add 3 mul def
- } ifelse
- 0 3 number_pixels 1 sub
- {
- pixels exch color_packet putinterval
- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/DirectClassImage
-{
- %
- % Display a DirectClass image.
- %
- systemdict /colorimage known
- {
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { DirectClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { GrayDirectClassPacket } image
- } ifelse
-} bind def
-
-/GrayDirectClassPacket
-{
- %
- % Get a DirectClass packet; convert to grayscale.
- %
- % Parameters:
- % red
- % green
- % blue
- % length: number of pixels minus one of this color (optional).
- %
- currentfile color_packet readhexstring pop pop
- color_packet 0 get 0.299 mul
- color_packet 1 get 0.587 mul add
- color_packet 2 get 0.114 mul add
- cvi
- /gray_packet exch def
- compression 0 eq
- {
- /number_pixels 1 def
- }
- {
- currentfile byte readhexstring pop 0 get
- /number_pixels exch 1 add def
- } ifelse
- 0 1 number_pixels 1 sub
- {
- pixels exch gray_packet put
- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/GrayPseudoClassPacket
-{
- %
- % Get a PseudoClass packet; convert to grayscale.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
- /offset exch 3 mul def
- /color_packet colormap offset 3 getinterval def
- color_packet 0 get 0.299 mul
- color_packet 1 get 0.587 mul add
- color_packet 2 get 0.114 mul add
- cvi
- /gray_packet exch def
- compression 0 eq
- {
- /number_pixels 1 def
- }
- {
- currentfile byte readhexstring pop 0 get
- /number_pixels exch 1 add def
- } ifelse
- 0 1 number_pixels 1 sub
- {
- pixels exch gray_packet put
- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/PseudoClassPacket
-{
- %
- % Get a PseudoClass packet.
- %
- % Parameters:
- % index: index into the colormap.
- % length: number of pixels minus one of this color (optional).
- %
- currentfile byte readhexstring pop 0 get
- /offset exch 3 mul def
- /color_packet colormap offset 3 getinterval def
- compression 0 eq
- {
- /number_pixels 3 def
- }
- {
- currentfile byte readhexstring pop 0 get
- /number_pixels exch 1 add 3 mul def
- } ifelse
- 0 3 number_pixels 1 sub
- {
- pixels exch color_packet putinterval
- } for
- pixels 0 number_pixels getinterval
-} bind def
-
-/PseudoClassImage
-{
- %
- % Display a PseudoClass image.
- %
- % Parameters:
- % class: 0-PseudoClass or 1-Grayscale.
- %
- currentfile buffer readline pop
- token pop /class exch def pop
- class 0 gt
- {
- currentfile buffer readline pop
- token pop /depth exch def pop
- /grays columns 8 add depth sub depth mul 8 idiv string def
- columns rows depth
- [
- columns 0 0
- rows neg 0 rows
- ]
- { currentfile grays readhexstring pop } image
- }
- {
- %
- % Parameters:
- % colors: number of colors in the colormap.
- % colormap: red, green, blue color packets.
- %
- currentfile buffer readline pop
- token pop /colors exch def pop
- /colors colors 3 mul def
- /colormap colors string def
- currentfile colormap readhexstring pop pop
- systemdict /colorimage known
- {
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { PseudoClassPacket } false 3 colorimage
- }
- {
- %
- % No colorimage operator; convert to grayscale.
- %
- columns rows 8
- [
- columns 0 0
- rows neg 0 rows
- ]
- { GrayPseudoClassPacket } image
- } ifelse
- } ifelse
-} bind def
-
-/DisplayImage
-{
- %
- % Display a DirectClass or PseudoClass image.
- %
- % Parameters:
- % x & y translation.
- % x & y scale.
- % label pointsize.
- % image label.
- % image columns & rows.
- % class: 0-DirectClass or 1-PseudoClass.
- % compression: 0-none or 1-RunlengthEncoded.
- % hex color packets.
- %
- gsave
- /buffer 512 string def
- /byte 1 string def
- /color_packet 3 string def
- /pixels 768 string def
-
- currentfile buffer readline pop
- token pop /x exch def
- token pop /y exch def pop
- x y translate
- currentfile buffer readline pop
- token pop /x exch def
- token pop /y exch def pop
- currentfile buffer readline pop
- token pop /pointsize exch def pop
- /Times-Roman findfont pointsize scalefont setfont
- x y scale
- currentfile buffer readline pop
- token pop /columns exch def
- token pop /rows exch def pop
- currentfile buffer readline pop
- token pop /class exch def pop
- currentfile buffer readline pop
- token pop /compression exch def pop
- class 0 gt { PseudoClassImage } { DirectClassImage } ifelse
- grestore
-} bind def
-%%EndProlog
-%%Page: 1 1
-%%PageBoundingBox: 0 0 101 36
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-D3end
-%%PageTrailer
-%%Trailer
-%%EOF
+++ /dev/null
-<?xml version="1.0"?>
-<hint id="X;h9@Xgt=sT|HF7owBaa+h,c[DbU5-b0">
- <hints>
- <apply>cic:/Coq/Reals/Cv_prop/UL_suite.con</apply>
- <apply>cic:/Coq/Reals/R_sqr/Rsqr_inj.con</apply>
- <apply>cic:/Coq/Reals/R_sqrt/sqrt_inj.con</apply>
- <apply>cic:/Coq/Reals/Ranalysis1/unicite_limite.con</apply>
- <apply>cic:/Coq/Reals/Ranalysis1/unicite_step1.con</apply>
- <apply>cic:/Coq/Reals/Rbase/Rge_ge_eq.con</apply>
- <apply>cic:/Coq/Reals/Rbase/Rle_antisym.con</apply>
- <apply>cic:/Coq/Reals/Rbase/Rminus_eq.con</apply>
- <apply>cic:/Coq/Reals/Rbase/Rminus_eq_right.con</apply>
- <apply>cic:/Coq/Reals/Rbase/r_Rmult_mult.con</apply>
- <apply>cic:/Coq/Reals/Rbase/r_Rplus_plus.con</apply>
- <apply>cic:/Coq/Reals/Rcomplet/cond_eq.con</apply>
- <apply>cic:/Coq/Reals/Rlimit/single_limit.con</apply>
- <apply>cic:/Coq/Reals/Rlimit/tech_limit.con</apply>
- <apply>cic:/Coq/Reals/Rpower/exp_inv.con</apply>
- <apply>cic:/Coq/Reals/Rpower/ln_inv.con</apply>
- <apply>cic:/Coq/Reals/Rsqrt_def/cv_dicho.con</apply>
- <apply>cic:/Coq/Reals/Rtopology/is_lub_u.con</apply>
- <apply>cic:/Coq/Reals/Rtrigo_calc/toRad_inj.con</apply>
- <apply>cic:/Coq/Reals/Rtrigo_def/unicite_sum.con</apply>
- <apply>cic:/Rocq/AILS/ycngstys/eq_sym.con</apply>
- </hints>
-</hint>
+++ /dev/null
-<?xml version="1.0"?>
-<start_musing id="X;h9@Xgt=sT|HF7owBaa+h,c[DbU5-b0"><gTopLevelStatus>
-<CurrentGoal>2</CurrentGoal>
-<ConstantType id="1" name="dummy" params="">
- <PROD type="Prop">
- <decl binder="x" id="i164" type="Type">
- <CONST id="i262" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R.con"/>
- </decl>
- <target>
- <APPLY id="i166" sort="Type">
- <MUTIND id="i168" noType="0" uri="cic:/Coq/Init/Logic_Type/eqT.ind"/>
- <CONST id="i176" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R.con"/>
- <REL binder="x" id="i178" idref="i164" sort="Type" value="1"/>
- <APPLY id="i180" sort="Type">
- <CONST id="i182" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rdiv.con"/>
- <APPLY id="i188" sort="Type">
- <CONST id="i190" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rminus.con"/>
- <APPLY id="i196" sort="Type">
- <CONST id="i198" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rminus.con"/>
- <APPLY id="i204" sort="Type">
- <CONST id="i206" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rmult.con"/>
- <APPLY id="i212" sort="Type">
- <CONST id="i214" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <REL binder="x" id="i220" idref="i164" sort="Type" value="1"/>
- <CONST id="i222" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- <APPLY id="i224" sort="Type">
- <CONST id="i226" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <REL binder="x" id="i232" idref="i164" sort="Type" value="1"/>
- <CONST id="i234" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- </APPLY>
- <CONST id="i236" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- <APPLY id="i238" sort="Type">
- <CONST id="i240" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rmult.con"/>
- <REL binder="x" id="i246" idref="i164" sort="Type" value="1"/>
- <REL binder="x" id="i248" idref="i164" sort="Type" value="1"/>
- </APPLY>
- </APPLY>
- <APPLY id="i250" sort="Type">
- <CONST id="i252" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <CONST id="i258" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- <CONST id="i260" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- </APPLY>
- </APPLY>
- </target>
- </PROD>
-</ConstantType>
-<CurrentProof id="1" of="cic:/dummy.con">
- <Conjecture id="c0" no="2">
- <Decl id="h0" name="x">
- <CONST id="i0" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R.con"/>
- </Decl>
- <Goal>
- <APPLY id="i2" sort="Type">
- <MUTIND id="i4" noType="0" uri="cic:/Coq/Init/Logic_Type/eqT.ind"/>
- <CONST id="i12" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R.con"/>
- <REL binder="x" id="i14" idref="h0" sort="Type" value="1"/>
- <APPLY id="i16" sort="Type">
- <CONST id="i18" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rdiv.con"/>
- <APPLY id="i24" sort="Type">
- <CONST id="i26" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rminus.con"/>
- <APPLY id="i32" sort="Type">
- <CONST id="i34" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rminus.con"/>
- <APPLY id="i40" sort="Type">
- <CONST id="i42" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rmult.con"/>
- <APPLY id="i48" sort="Type">
- <CONST id="i50" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <REL binder="x" id="i56" idref="h0" sort="Type" value="1"/>
- <CONST id="i58" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- <APPLY id="i60" sort="Type">
- <CONST id="i62" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <REL binder="x" id="i68" idref="h0" sort="Type" value="1"/>
- <CONST id="i70" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- </APPLY>
- <CONST id="i72" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- <APPLY id="i74" sort="Type">
- <CONST id="i76" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rmult.con"/>
- <REL binder="x" id="i82" idref="h0" sort="Type" value="1"/>
- <REL binder="x" id="i84" idref="h0" sort="Type" value="1"/>
- </APPLY>
- </APPLY>
- <APPLY id="i86" sort="Type">
- <CONST id="i88" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/Rplus.con"/>
- <CONST id="i94" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- <CONST id="i96" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R1.con"/>
- </APPLY>
- </APPLY>
- </APPLY>
- </Goal>
- </Conjecture>
- <body>
- <LAMBDA sort="Prop">
- <decl binder="x" id="i98" type="Type">
- <CONST id="i162" sort="Type" uri="cic:/Coq/Reals/Rdefinitions/R.con"/>
- </decl>
- <target>
- <META id="i130" no="2" sort="Prop">
- <substitution>
- <REL binder="x" id="i160" idref="i98" sort="Type" value="1"/>
- </substitution>
- </META>
- </target>
- </LAMBDA>
- </body>
-</CurrentProof>
-</gTopLevelStatus>
-</start_musing>
+++ /dev/null
-
-\documentclass[landscape]{slides}
-
-\usepackage[italian]{babel}
-\usepackage[latin1]{inputenc}
-\usepackage{advi-annot}
-\usepackage{advi-slides}
-\usepackage{fancyvrb}
-\usepackage{graphicx}
-
-% \myincludegraphics{image_name}{width}
-\newcommand{\myincludegraphics}[2]{
- \begin{center}
- \includegraphics[width=#2]{eps/#1-slides.eps}
- \end{center}
-}
-\newcommand{\emailcsc}{\texttt{$<$sacerdot@cs.unibo.it$>$}}
-\newcommand{\emailzack}{\texttt{$<$zack@di.ens.fr$>$}}
-\newcommand{\Arrow}[2]{\ncline[nodesep=0.5cm]{->}{#1}{#2}}
-\newcommand{\Strike}[2]{\ncline[linewidth=0.3cm,linecolor=red]{-}{#1}{#2}}
-\newcommand{\node}[2]{\rnode{#1}{#2}}
-\newcommand{\FromBottom}[1]{\advitransbox{slide,from=bottom}{#1}}
-\newcommand{\FromLeft}[1]{\advitransbox{slide,from=left}{#1}}
-\newcommand{\FromRight}[1]{\advitransbox{slide,from=right}{#1}}
-\newcommand{\FromTop}[1]{\advitransbox{slide,from=top}{#1}}
-\newcommand{\Blue}[1]{\textcolor[named]{Blue}{#1}}
-\newcommand{\Gray}[1]{\textcolor[named]{Gray}{#1}}
-\newcommand{\Green}[1]{\textcolor[named]{Green}{#1}}
-\newcommand{\Red}[1]{\textcolor[named]{Red}{#1}}
-
-\def\thelogo{\includegraphics[width=3EM,height=1EM]{helm.eps}}
-\def\footer{{\thelogo\hfill \emph{\Gray{Stefano Zacchiroli \emailzack \hfill
-10-09-2003}}}}
-\def\advimasquotte{\adviembed[width=1.56cm,height=1.824cm]%
-{animate -geometry !g! -window !p advilogo.anim.gif}}
-
-% shortcuts
-
-\newcommand{\musing}{\texttt{musing}}
-\newcommand{\musings}{\texttt{musings}}
-\newcommand{\ws}{Web-Service}
-\newcommand{\wss}{Web-Services}
-\newcommand{\hbugs}{H-Bugs}
-\newcommand{\helm}{HELM}
-\newcommand{\Omegapp}{$\Omega$mega}
-\newcommand{\OmegaAnts}{$\Omega$mega-Ants}
-
-% debugging
-
-% \renewcommand{\pause}{}
-
-\begin{document}
- \input{slides}
-\end{document}
-
+++ /dev/null
-
-\firstslide{}
-% 1
- \begin{center}
- \large{\textbf{
- Brokers and Web-Services\\
- for Automatic Deduction:\\
- a Case Study}}
- \end{center}
- \vfill
- \begin{center}
- \small
- \emph{Claudio Sacerdoti Coen} \emailcsc \\
- \vspace{0.2cm}
- \tiny
- Department of Computer Science \\
- University of Bologna (Italy)
- \vfill
- \small
- Stefano Zacchiroli \emailzack \\
- \vspace{0.2cm}
- \tiny
- Department of Computer Science \\
- \'Ecole Normale Sup\'erieure de Paris (France)
- \end{center}
-
-\newslide{Outline}
-% 2
- \begin{citemize}
- \pause
- \item Motivations
- \pause
- \item HELM's Proof Assistant
- \pause
- \color{blue}
- \item \hbugs
- \begin{citemize}
- \small
- \pause
- \item architecture
- \item a brief demo
- \item \Gray{implementation highlights (maybe)}
- \item future work
- \end{citemize}
- \end{citemize}
-
-\newslide{Motivations}
-% 3
- Web-Service approach at software development \ldots
- \begin{citemize}
- \small
- \item helps in getting rid of a wide range of software incompatibilities
- \item is (hopefully) granted to have longevity
- \end{citemize}
- \ldots thus the WWW is moving \ldots
- \begin{citemize}
- \small
- \item[\Red{from}] \advirecord{f}{a disorganized repository of human-understandable
- HTML documents}
- \item[\Green{to}] \advirecord{t}{a disorganized repository of application exchanging
- XML documents}
- \end{citemize}
- \pause \adviplay{f} \pause \adviplay{t}
-
-\newslide{Motivations}
-% 4
- The open challenge:
- \begin{citemize}
- \small
- \item Provide a set of stable and reliable services over this disorganization
- \end{citemize}
- \pause
- What about solutions? \pause \ldots \small \Red{none :-(} \pause
-
- \begin{citemize}
- \item Just an useful architecture / widespread idea: \\
- \hfill add an additional intermediate level of stable services and call them
- \Blue{brokers}
- \end{citemize}
-
-\newslide{\Large{HELM's Proof Assistant}}
-% 5
- \advirecord{bp}{\adviembed{display eps/helmLogic.png}}
- \Blue{\large Pros} \hfill \advianchor[click,underline]{bp}{\small{The Big
- Picture}}
- \begin{citemize}
- \small
- \pause
- \item document centric
- \pause
- \item exploits the HELM distributed library
- \hfill \Red{($\approx$ 40000 theorems/defs)}
- \pause
- \item modular, based on the HELM Web-Services
- \hfill \Red{(via XML + OMDoc)}
- \pause
- \item XML based GUI
- \hfill \Red{(XSLT stylesheets, MathML)}
- \pause
- \item a wonderful name: \adviwait[1] \Gray{\large{TODO}} \adviwait[1]
- \hfill \Red{(gTopLevel? CIClIDE?)}
- \end{citemize}
-
-\newslide{\Large{HELM's Proof Assistant}}
-% 6
- \Blue{\large Cons}
- \begin{citemize}
- \item \Red{Beginners' Cons}
- \advirecord{B}{
- \begin{citemize}
- \small
- \item get lost in the available tactics
- \item focus shouldn't be on interface issues, but rather on formal proof
- development
- \end{citemize}}
- \item \Red{Experts' Cons}
- \advirecord{E}{
- \begin{citemize}
- \small
- \item computational expensive / resource consuming tactics
- \item too low exploitation of the HELM library
- \end{citemize}}
- \end{citemize}
- \pause \adviplay{B} \pause \adviplay{E}
-
-\newslide{An improvement}
-% 7
- A \Blue{suggestion engine} that \ldots
- \begin{citemize}
- \pause
- \item \ldots works in background
- \item \ldots notify the user out-of-band
- \item \ldots is as much re-usable as possible
- \end{citemize}
- \vfill
- \begin{center}
- \pause \Red{\OmegaAnts}? \hspace{2cm} \pause \Blue{\hbugs}!
- \end{center}
-
-\newslide{\hbugs{} Actors}
-% 8
- \vfill
- \begin{description}
- \item[\large{clients}]
- ~\advirecord{c}{\parbox[t]{0.7\textwidth}{\small Software components able to
- produce \Blue{proof status} consuming \Red{hints}}}
- \item[\large{tutors}]
- ~\advirecord{t}{\parbox[t]{0.7\textwidth}{\small Software components able to
- consume \Red{proof status} producing \Blue{hints}}}
- \item[\large{brokers}]
- ~\advirecord{b}{\parbox[t]{0.7\textwidth}{\small Software components which
- act as \Green{intermediaries} decoupling clients and tutors}}
- \end{description}
-
- \pause \adviplay{c} \pause \adviplay{t} \pause \adviplay{b}
-
-\newslide{\hbugs{} Architecture}
-% 9
- \vfill
- \myincludegraphics{hbugsArch}{0.8\textwidth}
-
-\newslide{\hbugs{} Web-Services}
-% 10
- \vfill
- \myincludegraphics{hbugsInterfaces}{0.8\textwidth}
-
-\newslide{\hbugs{} Messages}
-% 11
- \advirecord{dia}{\adviembed{dia-gnome misc/messages.dia}}
- \vfill
- \begin{center}
- \advianchor[click,underline]{dia}{messages.dia}
- \end{center}
-
-\newslide{\hbugs{} Tutors}
-% 12
- \vfill
- \Blue{I. Tutors for beginners}
- \begin{enumerate}
- \small
- \item \Red{Assumption} thesis equivalent to one of the hypotheses
- \item \Red{Contradiction} reductio ad absurdum
- \item \Red{Simmetry} commutative property over equalities
- \item \Red{Left/Right/Exists/Split/Reflexivity/Constructor} inductive type
- constructors application
- \end{enumerate}
-
-\newslide{\hbugs{} Tutors}
-% 13
- \vfill
- \Blue{II. Tutors for computationally expensive tactics}
- \begin{enumerate}
- \small
- \item \Red{Ring} associative and commutative rewritings over ring structures
- \item \Red{Fourier} solves linear inequation systems (over R)
- \end{enumerate}
- \vfill
- \pause
- \Blue{III. Intelligent tutors}
- \begin{enumerate}
- \small
- \item \Red{Search pattern Apply} search for applicable theorems from the
- HELM library (search + unification ``attempts'')
- \end{enumerate}
-
-\newslide{\hbugs{} Demo}
-% 14
-
- \vfill
- \begin{center}
- \fbox{\parbox{0.8\textwidth}{
- \textbf{\Red{Exercise 1.}}
-
- \vspace{1cm}
- \emph{Let $x$ be a generic real number. Using the \helm{} proof-engine, prove
- that:}
-
- \Blue{
- \begin{displaymath}
- x = \frac{(x+1)^2 - 1 - x^2}{2}
- \end{displaymath}}}}
- \end{center}
-
-\newslide{\Large \hbugs{} Tutors' Implementation}
-% 15
- All tutors \ldots:
- \Blue{\begin{citemize}
- \small
- \pause
- \item \ldots are multi-threaded
- \pause
- \item \ldots present a Web-Service interface
- \pause
- \item \ldots perform a lot of similar operations (decoding proof status,
- encoding hints, parse and submit HTTP requests, \ldots)
- \end{citemize}}
-
- \vfill
- \advirecord{a}{\FromRight{is not that difficult, but \ldots}}
-
- \advirecord{b}{\FromRight{\Red{requires a lot of duplicated code/work :-(}}}
-
- \pause \adviplay{a} \adviwait[0.5] \adviplay{b}
-
-\newslide{\Large \hbugs{} Tutors' Implementation}
-% 16
- {\small To avoid the repetitive task of implementing a tutor each time we
- develop a new tactic:}
- \begin{cenumerate}
- \small
- \item[I.] ~\advirecord{a}{we have written a \Green{generic tutor
- implementation}}
- \item[II.] ~\advirecord{b}{we \Green{instantiate} it with each available tactic
- starting from an XML signature of each tutor}
- \begin{Verbatim}[fontshape=it,fontsize=\tiny,formatcom=\color{blue}]
- <tutor source="symmetry_tutor.ml">
- <addr>127.0.0.1</addr>
- <port>50004</port>
- <tactic>EqualityTactics.symmetry_tac</tactic>
- <hint>Hbugs_types.Use_symmetry_Luke</hint>
- <hint_type>Use Symmetry Luke</hint_type>
- <description>Symmetry tutor</description>
- <environment_file>symmetry.environment</environment_file>
- </tutor>
- \end{Verbatim}
- \end{cenumerate}
- \pause \adviplay{a} \pause \adviplay{b}
-
-\newslide{\hbugs{} Future Work}
-% 17
- \vfill
- \begin{center}
- \Blue{\Large{A lot!}}
- \end{center}
- \vfill
- \begin{citemize}
- \item ~\advirecord{a}{implement more \advirecord{b}{\Gray{(Intelligent)}}
- tutors}
- \item ~\advirecord{c}{interfacing of CASs \hfill \Red{(Field tactic?)}}
- \item ~\advirecord{d}{non-hint \hfill \Red{(warnings?)}}
- \item ~\advirecord{e}{hints rating}
- \item ~\advirecord{f}{MONET integration \hfill \Red{ontologies, reuse}}
- \item ~\advirecord{g}{work on the GUI!}
- \end{citemize}
-
- \pause \adviplay{a} \adviwait[0.3] \adviplay{b} \pause \adviplay{c} \pause
- \adviplay{d} \pause \adviplay{e} \pause \adviplay{f} \pause \adviplay{g}
-
-\newslide{References}
-% 18
- \vfill
- \begin{citemize}
- \item A. Asperti, F. Guidi, L. Padovani, C. Sacerdoti Coen, I. Schena.
- Mathematical Knowledge Management in HELM. In Annals of Mathematics and
- Artificial Intelligence, 38(1): 27--46, May 2003.
- \item C. Benzm\"uller, M. Jamnik, M. Kerber, V. Sorge.
- Agent-based Mathematical Reasoning. In A. Armando and T. Jebelean (eds.),
- Electronic Notes in Theoretical Computer Science, (1999) 23(3), Elsevier.
- \item The MONET Consortium, MONET Architecture Overview,
- Public Deliverable D04 of the MONET Project.\\
- \texttt{http://monet.nag.co.uk/cocoon/monet/publicsdocs/monet-overview.pdf}
- \item S. Zacchiroli. \emph{Web services per il supporto alla
- dimostrazione interattiva}, Master Thesis, University of Bologna, 2002.
- \end{citemize}
-
-\newslide{That's all Folks!}
-% 19
- \vfill
- \adviwait[1]
- \myincludegraphics{thatsall}{0.4\textwidth}
-
+++ /dev/null
-%!
-% stamp.pro
-% Put a stamp onto upper left corner of the page.
-%
-% $Log$
-% Revision 1.1 2003/05/22 16:05:12 sacerdot
-% ed and draftstamp packages committed and activated
-%
-% Revision 1.1 2002/10/21 14:41:51 kohlhase
-% more restructuring of definitions
-%
-% Revision 1.1 1999/04/28 16:23:03 kohlhase
-% bla
-%
-% Revision 1.1 1998/09/29 07:32:03 kohlhase
-% *** empty log message ***
-%
-% Revision 1.1 1998/01/05 10:53:58 mmueller
-% blurb
-%
-% Revision 1.1 1997/03/18 18:14:22 tmueller
-% starting ilps version of cpi paper
-%
-% Revision 1.1 91/02/17 01:51:12 schwarze
-% Initial revision
-%
-
-/inch { 72 mul } def
-/mm { inch 25.4 div } def
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-/StampText (Draft) def
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+++ /dev/null
-matita.aux
-matita.bbl
-matita.blg
-matita.dvi
-matita.log
-matita.out
+++ /dev/null
-
-#
-# Generic makefile for latex
-#
-# Author: Stefano Zacchiroli <zack@bononia.it>
-#
-# Created: Sun, 29 Jun 2003 12:00:55 +0200 zack
-# Last-Modified: Mon, 10 Oct 2005 15:37:12 +0200 zack
-#
-
-########################################################################
-
-# list of .tex _main_ files
-TEXS = matita.tex
-
-# number of runs of latex (for table of contents, list of figures, ...)
-RUNS = 1
-
-# do you need bibtex?
-BIBTEX = yes
-
-# would you like to use pdflatex?
-PDF_VIA_PDFLATEX = yes
-
-# which formats generated by default ("all" target)?
-# (others will be generated by "world" target)
-# see AVAILABLE_FORMATS below
-BUILD_FORMATS = dvi ps
-
-# which format to be shown on "make show"
-SHOW_FORMAT = dvi
-
-########################################################################
-
-AVAILABLE_FORMATS = dvi ps ps.gz pdf html
-
-ADVI = advi
-BIBTEX = bibtex
-BROWSER = galeon
-DVIPDF = dvipdf
-DVIPS = dvips
-GV = gv
-GZIP = gzip
-HEVEA = hevea
-ISPELL = ispell
-LATEX = latex
-PDFLATEX = pdflatex
-PRINT = lpr
-XDVI = xdvi
-XPDF = xpdf
-
-ALL_FORMATS = $(BUILD_FORMATS)
-WORLD_FORMATS = $(AVAILABLE_FORMATS)
-
-all: $(ALL_FORMATS)
-world: $(WORLD_FORMATS)
-
-DVIS = $(TEXS:.tex=.dvi)
-PSS = $(TEXS:.tex=.ps)
-PSGZS = $(TEXS:.tex=.ps.gz)
-PDFS = $(TEXS:.tex=.pdf)
-HTMLS = $(TEXS:.tex=.html)
-
-dvi: $(DVIS)
-ps: $(PSS)
-ps.gz: $(PSGZS)
-pdf: $(PDFS)
-html: $(HTMLS)
-
-show: show$(SHOW_FORMAT)
-showdvi: $(DVIS)
- $(XDVI) $<
-showps: $(PSS)
- $(GV) $<
-showpdf: $(PDFS)
- $(XPDF) $<
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+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[10pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klu10.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klu10.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 5/6, 6/7, 7/8, 8/9.5, 9/11,
-% 10/12, 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xpt\@xiipt
- \abovedisplayskip 10\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip \z@ \@plus 3\p@
- \belowdisplayshortskip 6\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@ixpt{11}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@viiipt{9.5}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@viipt\@viiipt}
-\newcommand\little{\@setfontsize\little\@vipt\@viipt}
-\newcommand\tiny{\@setfontsize\tiny\@vpt\@vipt}
-\newcommand\large{\@setfontsize\large\@xiipt{14}}
-\newcommand\Large{\@setfontsize\Large\@xivpt{18}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xviipt{22}}
-\newcommand\huge{\@setfontsize\huge\@xxpt{25}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1.5cm}
-\setlength\voffset{0pt}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin 1in
- \evensidemargin 1in
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{0pt}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 9\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 3\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4.5\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu10.clo'.
+++ /dev/null
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[11pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klu105.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klu105.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 6/7, 7/8, 9/11, 10/11.5,
-% 10.5/12, 11/13, 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize{10.5pt}{12}%
- \abovedisplayskip 10\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip \z@ \@plus 3\p@
- \belowdisplayshortskip 6\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@xpt{11.5}%
- \abovedisplayskip 9\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 5\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@ixpt\@xipt
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@viiipt{9.5}}
-\newcommand\little{\@setfontsize\little\@viipt\@viiipt}
-\newcommand\tiny{\@setfontsize\tiny\@vipt\@viipt}
-\newcommand\large{\@setfontsize\large\@xiipt{14}}
-\newcommand\Large{\@setfontsize\Large\@xivpt{18}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xviipt{22}}
-\newcommand\huge{\@setfontsize\huge\@xxpt{25}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {13\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 9\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 3\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4.5\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu10.clo'.
+++ /dev/null
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[11pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klu11.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klu11.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 6/7, 7/8, 8/9.5, 9/11,
-% 10/12, 11/13, 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xipt{13}%
- \abovedisplayskip 10\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip \z@ \@plus 3\p@
- \belowdisplayshortskip 6\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@xpt\@xiipt
- \abovedisplayskip 9\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 5\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@ixpt\@xipt
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@viiipt{9.5}}
-\newcommand\little{\@setfontsize\little\@viipt\@viiipt}
-\newcommand\tiny{\@setfontsize\tiny\@vipt\@viipt}
-\newcommand\large{\@setfontsize\large\@xiipt{14}}
-\newcommand\Large{\@setfontsize\Large\@xivpt{18}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xviipt{22}}
-\newcommand\huge{\@setfontsize\huge\@xxpt{25}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1.5cm}
-\setlength\voffset{0pt}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {13\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin 1in
- \evensidemargin 1in
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{0pt}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 9\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 3\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4.5\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu10.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[12pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klu12.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{8pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klu12.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 6/7, 8/9.5, 9/11,
-% 10/12, 11/13 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xiipt{14}%
- \abovedisplayskip 11\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip 1\p@ \@plus 3\p@
- \belowdisplayshortskip 7\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@xipt{13}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@xpt\@xiipt
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@ixpt{11}}
-\newcommand\little{\@setfontsize\little\@viiipt{9.5}}
-\newcommand\tiny{\@setfontsize\tiny\@vipt\@viipt}
-\newcommand\large{\@setfontsize\large\@xivpt{18}}
-\newcommand\Large{\@setfontsize\Large\@xviipt{22}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xxpt{25}}
-\newcommand\huge{\@setfontsize\huge\@xxvpt{30}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1.5cm}
-\setlength\voffset{0pt}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {14\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{12pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin 1in
- \evensidemargin 1in
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{0pt}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{12\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 11\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 4.5\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 6\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 6\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 6\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 3\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{24\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{24\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{10\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{10\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu12.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[9pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klu9.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klu9.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This is identical to |\tiny| here.
-% Allowed type provided values: 5/6, 6/7, 7/8, 8/9.5, 9/11,
-% 10/12, 11/13, 12/14, 14/18, 17/22, 20/25.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@ixpt{11}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \belowdisplayskip \abovedisplayskip
- \let\listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@viiipt{9.5}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@viipt{8}%
- \abovedisplayskip 4\p@ \@plus2\p@ \@minus2\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 2\p@ \@plus\p@ \@minus1\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 2\p@ \@plus\p@ \@minus\p@
- \parsep 1\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@vipt\@viipt}
-\newcommand\little{\@setfontsize\little\@vpt\@vipt}
-\newcommand\tiny{\@setfontsize\tiny\@vpt\@vipt}
-\newcommand\large{\@setfontsize\large\@xpt\@xiipt}
-\newcommand\Large{\@setfontsize\Large\@xiipt{14}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xivpt{18}}
-\newcommand\huge{\@setfontsize\huge\@xviipt{22}}
-\newcommand\Huge{\@setfontsize\Huge\@xxpt{25}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {25\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{1.9em}
-\setlength{\leftmarginii}{2em}
-\setlength{\leftmarginiii}{1.7em}
-\setlength{\leftmarginiv}{1.4em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 8\p@ \@plus2\p@ \@minus2\p@
- \partopsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep 4\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{18\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{18\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu9.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/03/13}
-\def\filename{kluedit.sty}
-% \changes{1997/07/13}{changed chaptermark for monographs:
-% use @chapapp and c@chapter instead of CHAPTER thechapter,
-% check for mainmatter}{}
-% \changes{1997/07/25}{raised thepage in edited style titlepage 6pt}{}
-% \changes{1997/08/07}{Inserted kaplogo}{}
-% \changes{1998/02/04}{Inserted "parskip 0pt"}{}
-% \changes{1998/02/06}{Inserted final--double hyphen demerits}{}
-% \changes{1998/02/09}{Full rewrite of firstpage-lastpage code}{}
-% \changes{1998/02/19}{Removed silly ifx \csname bug in setlastpage}{}
-% \changes{1998/02/24}{Fix in "journalcode": removed extra page}{}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput,\hfill}
-%\DoNotIndex{\@compare,\ifx,\global,\gdef,\def,\let,\hbox,\par,\typeout}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\runningtitle{\filename\ -- \filedate}
-%\runningauthor{Kluwer Academic Publishers}
-%\editor{Test}
-%\journalcode{test}
-%\begin{abstract}
-% This internal stylefile defines most of the special kluwer
-% commands. amongst these: the |article|
-% environment, the different pagestyles, all of the editor and
-% auxiliary document info commands, and the commands to read in
-% |kapjrnls.kap|.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesPackage{kluedit}[\filedate ]
-\newif\if@copyrighthead \@copyrightheadfalse
-\newif\if@kapidenthead \@kapidentheadfalse
-\newif\if@noid \@noidfalse
-\DeclareOption{copyrighthead}{\@copyrightheadtrue}
-\DeclareOption{kapidenthead}{\@kapidentheadtrue}
-\DeclareOption{noid}{\@noidtrue}
-\ExecuteOptions{}
-\ProcessOptions
-% \end{macrocode}
-%
-% \subsection{Database info}
-% There are some serious changes made to |kapjrnls.kap|, the
-% corresponding macros are done here.
-%
-% |\journaldata| is the command used in |kapjrnls.kap|. The format for
-% this file is as follows:
-%\begin{verbatim}
-%\journaldata{acma}
-%\gdef\@journal{Applied Composite Materials}%
-%\def\@stylefile{mathkap}%
-%\dataend
-%\end{verbatim}
-% Optionally, some other journal-specific commands can be done
-% here. In the current file, these are |\country| and |\CLsize|, but
-% more will probably follow.
-%
-% Define record wrapper. This is a primitive, because \LaTeX\ doesn't
-% allow this sort of thing.
-% \begin{macrocode}
-\long\def\journaldata#1#2\dataend{%
- \edef\@tempa{@#1}\ifx \@tempa\@currjournal #2\fi}
-% \end{macrocode}
-% Read file. |\journalcode| triggers reading,
-% so don't specify |\journalcode| without having the file...
-% (|\@currjournal| is a temporary to keep track of the journal.)
-%
-% If after reading |\@journal| == `journal not defined': Error\\
-% If after reading |\@stylefile| != current class : Error
-%
-% |\@journal|, |\@testjournal| and |\@defaultjournal| are initialized in
-% |kapjrnls.kap|. The \\
-% |\ver@kluwer.cls| command is defined by \LaTeX;
-% deduced from |\ProvidesClass|.
-% \begin{macrocode}
-\def\CLsize{\footnotesize}
-\def\@journal{}
-\def\@currjournal{}
-\def\journalcode#1{%
- \edef\@currjournal{@#1}%
- \makeatletter\input kapjrnls.kap \makeatother
- \ifx\@journal\@defaultjournal
- \PackageError{kluopen}{Journalcode not defined}{Please correct
- your typo or contact KAP to update your kapjrnls.kap.}\fi
- \ifx\@journal\@testjournal \else
- \expandafter\ifx \csname ver@\@stylefile.cls\endcsname\relax
- \PackageWarning{kluopen}{Incorrect or superfluous journalcode
- command}\fi \fi
- }
-% \end{macrocode}
-% This is a hook for klups.sty (oldstyle numerals)
-% \begin{macrocode}
-\def\i@oldseries{}
-% \end{macrocode}
-%
-%
-% \subsection{copyright commands}
-% This allows changing the copyrightowner and allows for a special
-% type of copyright.
-%
-% User interface is |\copyrightowner<*>{private}|, where the star form
-% will result in: ``The private right to ..'' together with `(c)
-% Kluwer Academic...' , and the non-star form
-% will result in: `(c) private'.
-%
-% This is implemented as a footnotetext to the title, which is why we
-% need the |\if|-switch. |\AtBeginDocument| is needed to prevent relocation
-% errors in the stylefile. (|kluopen| has to define |\@speccrightcheck|
-% as well)
-% \begin{macrocode}
-\newif\if@speccright \@speccrightfalse
-\AtBeginDocument{\gdef\@speccrightcheck{%
- \if@speccright
- \footnotetext[4]{\@spectextone{} \@speccright{} \@spectexttwo}%
- \fi }}
-\def\@spectextone{The}
-\newcommand\spectextone[1]{\gdef\@spectextone{#1}}
-\def\@spectexttwo{right to retain a non-exclusive, royalty free
- licence in and to any copyright is acknowledged.}
-\newcommand\spectexttwo[1]{\gdef\@spectexttwo{#1}}
-\newcommand\copyrightowner{\@ifstar{\crightA}{\crightB}}
-\newcommand\crightA[1]{\gdef\@speccright{#1}\global\@speccrighttrue}
-\newcommand\crightB[1]{\gdef\@copyrightowner{#1}\global\@speccrightfalse}
-\def\@speccright{}
-\def\@copyrightowner{Kluwer Academic Publishers}
-% \end{macrocode}
-% \subsection{Country, volume and year commands}
-% \begin{macrocode}
-\newcommand\country[1]{\gdef\@country{#1}}
-\def\@country{the Netherlands}
-\newcommand\volume[1]{\gdef\@volume{#1}}
-\def\@volume{00}
-\newcommand\pubyear[1]{\gdef\@pubyear{#1}}
-\def\@pubyear{\number\year}
-% \end{macrocode}
-% \subsection{paging commands}
-% These macro's have to be a bit smarter than you would expect. This
-% has to work correctly while displaying the information line, not
-% only for the first, but for possibly many of those in one
-% document. Therefore, it will not do to just toggle the page counter.
-%
-% All of this will only work correctly in one of these conditions:
-%
-%\begin{itemize}
-%\item Just one opening and no article environment.
-%\item The complete opening environment inside the article.
-%\item Lastpage is also given.
-%\end{itemize}
-%(|\thearticle| is defined below.)
-%
-% \begin{macrocode}
-\newif\iflastpagegiven \lastpagegivenfalse
-% \end{macrocode}
-% This turned out to be rather easy after all...
-%
-% Every article will first run |\setlastpage| (on opening), and will write
-% out a label of the form |{\thearticle lastpage}| (on closing). This will
-% be the value of |\@lastpage| if no |\lastpage| is given, otherwise it will
-% (of course) be defined by |\lastpage|.
-% \begin{macrocode}
-\newcommand\firstpage[1]{%
- \gdef\@firstpage{#1}%
- \ifnum\@firstpage>\c@page
- \setcounter{page}{#1}%
- \PackageWarning{kluopen}{Increasing pagenumber to \@firstpage}%
- \else \ifnum\@firstpage<\c@page
- \PackageWarning{kluopen}{Firstpage lower than pagenumber}\fi\fi
- \xdef\@firstpage{\the\c@page}%
- }
-\def\@firstpage{1}
-\def\pagenumbering#1{%
- \global\c@page \@ne
- \gdef\thepage{\csname @#1\endcsname \c@page}%
- \gdef\thefirstpage{%
- \csname @#1\endcsname \@firstpage}%
- \gdef\thelastpage{%
- \csname @#1\endcsname \@lastpage}%
- }
-\pagenumbering{arabic}
-\newcommand\lastpage[1]{\xdef\@lastpage{#1}%
- \global\lastpagegiventrue}
-\def\@lastpage{0}
-\def\setlastpage{\iflastpagegiven\else
- \edef\@tempa{@lastpage@\the\c@article}%
- \expandafter
- \ifx \csname \@tempa \endcsname \relax
- \gdef\@lastpage{0}%
- \else
- \xdef\@lastpage{\@nameuse{@lastpage@\the\c@article}}%
- \fi
- \fi }
-\def\writelastpage{%
- \iflastpagegiven \else
- \immediate\write\@auxout%
- {\string\global\string\@namedef{@lastpage@\the\c@article}{\the\c@page}}%
- \fi
- }
-\def\thepagerange{%
- \ifnum\@lastpage =0 {\ \bf PLEASE RUN AGAIN} \else
- \ifnum\@lastpage = \@firstpage \ \thefirstpage\else
- \ \thefirstpage--\thelastpage \fi\fi}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\@prin{Printed in}
-\@ifundefined{textcopyright}{\def\textcopyright{\copyright}}{}
-\def\copyrightline{\textcopyright~\i@oldseries\@pubyear\
- {\it\@copyrightowner.~~\@prin\ \@country.}\hfill\hbox{}}
-% \end{macrocode}
-%\subsection{The copyright information}
-% This is a three-part operation.
-% |\@kapidenthead| (|foot|) contains the editor inforamtion and a
-% possible barcode, while |\@copyrighthead| (|foot|) contains both the
-% journal title and the copyright line. |\idline| contains the file
-% information status.
-%
-%Here is the copyright information first. |\thejournal| will typeset
-%the first line, |\thecopyright| the second. Some checks are made to
-%prevent typesetting half of a line.
-% \begin{macrocode}
-\def\volsep{: }
-\def\thejournal{\ifx\@journal\empty\else\leavevmode \i@oldseries
- {\it\@journal\/}~~{\bf\i@oldseries\@volume\volsep}\thepagerange,
- \@pubyear.\hfill\hbox{}\\ \fi}
-\def\no{no}
-\def\crline#1{\gdef\@crline{#1}}
-\def\thecopyright{\ifx\@crline\no \else \copyrightline \par \fi }
-% \end{macrocode}
-% Now switch for either up or down. In both cases, the lines will
-% move away from the main text, with the corresponding baseline set at
-% the footer or header.
-% \begin{macrocode}
-\newtoks\logotoks
-\catcode`\%=12
-\catcode`\#=12
-\logotoks={\special{"
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-}}
-\catcode`\%=14
-\catcode`\#=6
-\def\kaplogo{\advance\textwidth -2pc
- \leavevmode\lower 8pt
- \hbox to 24pt{\the\logotoks\hss}}
-\if@copyrighthead
- \gdef\@copyrighthead{{\parindent 0pt\vbox to\headheight {%
- \hsize\textwidth \vss \kaplogo
- \parbox{\textwidth}{\CLsize\thejournal\thecopyright}}}}
- \gdef\@copyrightfoot{}
-\else
- \gdef\@copyrightfoot{{\parindent 0pt\rlap{\vbox to 0pt{%
- \hsize\textwidth \vss \kaplogo
- \parbox{\textwidth}{\CLsize\thejournal\thecopyright}\vss}}}}
- \gdef\@copyrighthead{}
-\fi
-% \end{macrocode}
-% Next part. Since this is defined through editor, definition is a bit
-% easier. However, |\editor| is mandatory to get barcodes typeset,
-% which may be a bit unexpected.
-% \begin{macrocode}
-\def\@kapidenthead{}
-\def\@kapidentfoot{}
-\if@kapidenthead
- \def\editor#1{\gdef\@kapidentfoot{}%
- \if@noid \gdef\@kapidenthead{}\else
- \gdef\@kapidenthead{\footnotesize \tt #1 (\klujnlname:\kluclassname)\ v.%
- \kluclassversion\hfill}\fi}
-\else
- \def\editor#1{\gdef\@kapidenthead{}%
- \if@noid \gdef\@kapidentfoot{}\else
- \gdef\@kapidentfoot{\vbox to 0pt{%
- \rlap{\vbox to \id@boxheight{\hbox{}\vfill
- \hbox to \textwidth{\footnotesize\tt\hbox{}\hfill #1
- (\klujnlname:\kluclassname)\ v.\kluclassversion}%
- \vskip 10pt}}\vss}}\fi}
-\fi
-% \end{macrocode}
-%
-% \begin{macrocode}
-\newcounter{outputpage}
-\def\idline{\if@noid\else
- \stepcounter{outputpage}%
- \rlap{\smash{\vtop to \id@boxheight{%
- \vfil\hbox to\textwidth{%
- \hfil\footnotesize\tt
- \jobname.tex; \TODAY;~\timenow;~p.\theoutputpage}}}}%
- \fi}
-% \end{macrocode}
-%\subsection{Headings and page layout}
-%
-% Change with older versions: |\idline| has been taken separately to
-% allow easier changes. This is defined above, and does not contain
-% any space, either vertical or horizontal (text extends below to the
-% right, but it can be ignored here).
-%
-%|\DeclareTextAccent| is not very clean, but
-% without it |\'|, |\`| and |\=| fail if used in the output routine
-%(i.e. running headlines). Accents always require the use of |\protect|,
-% otherwise they will never be expanded in |\uppercase| versions.
-% \begin{macrocode}
-\DeclareTextAccent{\@acci}{OT1}{19}
-\DeclareTextAccent{\@accii}{OT1}{18}
-\DeclareTextAccent{\@acciii}{OT1}{22}
-\DeclareTextAccent{\@acci}{T1}{1}
-\DeclareTextAccent{\@accii}{T1}{0}
-\DeclareTextAccent{\@acciii}{T1}{9}
-\gdef\markboth#1#2{{\let\protect=\noexpand
- \xdef\myleftmark{\Uppercase{#1}}%
- \xdef\myrightmark{\Uppercase{#2}}}}
-\let\imarkboth\markboth
-\def\myleftmark{}
-\def\myrightmark{}
-\def\@markfont{\rm\scriptsize}
-\def\@pgnumfont{\rm\normalsize}
-\def\ps@headings{%
- \def\@oddfoot{\idline\hfil }%
- \let\@evenfoot\@oddfoot
- \def\@evenhead{\hbox{}\@pgnumfont\rlap{\thepage}\hfil
- \@markfont\myleftmark\hfil}%
- \def\@oddhead{\hbox{}\hfil\@markfont\myrightmark\hfil
- \@pgnumfont\llap{\thepage}}%
- \let\@mkboth\@gobbletwo
- \def\chaptermark##1{}%
- \def\sectionmark##1{}%
- \def\subsectionmark##1{}}
-\def\ps@myheadings{%
- \def\@oddfoot{\idline\hfil }%
- \let\@evenfoot\@oddfoot
- \def\@evenhead{\hbox{}\@pgnumfont\rlap{\thepage}\hfill
- \@markfont\myleftmark}%
- \def\@oddhead{\hbox{}\@markfont\myrightmark\hfill
- \@pgnumfont\llap{\thepage}}%
- \let\@mkboth\@gobbletwo
- \def\chaptermark##1{}%
- \def\sectionmark##1{}%
- \def\subsectionmark##1{}}
-\def\ps@empty{%
- \def\@oddfoot{\idline\hfil }%
- \let\@evenfoot\@oddfoot
- \def\@evenhead{}%
- \def\@oddhead{}%
- \let\@mkboth\@gobbletwo
- \def\chaptermark##1{}%
- \def\sectionmark##1{}%
- \def\subsectionmark##1{}}
-\let\ps@title\ps@empty
-\let\ps@part\ps@empty
-\let\ps@chapter\ps@empty
-% \end{macrocode}
-%
-%
-% In a monography chapters place the marks as follows:\\
-% |2 C H A P T E R O N E . T I T L E O F C H 3|
-%
-% \begin{macrocode}
-\def\ps@monoheadings{%
- \let\@mkboth\@gobbletwo
- \def\@oddfoot{\idline\hfil}%
- \let\@evenfoot\@oddfoot
- \def\@evenhead{\hbox{}\rm\normalsize\hbox to 0pt{\thepage\hss}\hfil
- \footnotesize\myleftmark\hfil}%
- \def\@oddhead{\hbox{}\rm\footnotesize\hfil
- \myrightmark\hfil
- \rm\normalsize\hbox to 0pt{\hss\thepage}}%
- \def\chaptermark##1{%
- \if@mainmatter
- \markboth{\@chapapp\ \NUMTOWORD{\c@chapter}}{\@runningtitle}%
- \else
- \markboth{\@chapapp\ \thechapter}{\@runningtitle}%
- \fi }
- \let\sectionmark\@gobble
- }
- \def\ps@monotitle{\let\@mkboth\@gobbletwo
- \def\@oddhead{\hbox{}\rm\footnotesize\hfil
- \myleftmark\hfil}%
- \def\@oddfoot{\idline \@barcode\@kapidentfoot
- \parbox{\textwidth}{\hfil\thepage\hfil\\ \@copyrightfoot}}
- \let\@evenhead\@oddhead
- \let\@evenfoot\@oddfoot
- \let\chaptermark\@gobbletwo
- \let\sectionmark\@gobble
- \let\subsectionmark\@gobble
- }
- \def\ps@monochapter{\let\@mkboth\@gobbletwo
- \def\@oddhead{\hbox{}\hfil\rm\footnotesize
- \myleftmark\hfil}%
- \def\@oddfoot{\idline\hfil\rm\normalsize\thepage\hfil}%
- \let\@evenhead\@oddhead
- \let\@evenfoot\@oddfoot
- \let\chaptermark\@gobbletwo
- \let\sectionmark\@gobble
- \let\subsectionmark\@gobble
- }
-% \end{macrocode}
-%
-%
-% If editedvolume and if nothing specified
-%
-%
-% Here we have:\\
-% |2 A U T H O R S . T I T L E O F E N T R Y 3|
-%
-% \begin{macrocode}
- \def\ps@editheadings{\let\@mkboth\@gobbletwo
- \def\@oddfoot{\idline\hfil}%
- \def\@evenfoot{\idline\hfil}%
- \def\@evenhead{\hbox{}\rm\normalsize\rlap{\thepage}\hfil
- \footnotesize\myleftmark\hfil}%
- \def\@oddhead{\hbox{}\rm\footnotesize\hfil\myrightmark\hfil
- \rm\normalsize\hbox to 0pt{\hss\thepage}}%
- \def\chaptermark##1{%
- \markboth{\@runningauthor}{\@runningtitle}}%
- \let\sectionmark\@gobble
- }
- \def\ps@edittitle{\let\@mkboth\@gobbletwo
- \def\@oddhead{\hbox{}\rm\footnotesize\hfil
- \myleftmark\hfil}%
- \def\@oddfoot{\idline \@barcode\@kapidentfoot
- \parbox{\textwidth}{\hfil\raise 6pt\hbox{\thepage}\hfil\\ \@copyrightfoot}}
- \let\@evenhead\@oddhead
- \let\@evenfoot\@oddfoot}
-% \end{macrocode}
-% |\ps@opening| does not bother with |\chaptermark| etc, since it will
-% be used only as |\thispagestyle|.
-% \begin{macrocode}
-\def\theinheadpage{\thepage}
-\def\ps@opening{%
- \def\@oddhead{\@copyrighthead \@kapidenthead\hss
- \if@copyrighthead \llap{\theinheadpage}\fi }%
- \let\@evenhead\@oddhead
- \def\@oddfoot{\@copyrightfoot \@barcode\idline\@kapidentfoot\hss}
- \let\@evenfoot\@oddfoot}
-% \end{macrocode}
-%\subsection{The article environment}
-% stepping the counter takes care of |\label| and |\ref|, but maybe there are
-% no environments at all in the file. In that case, we do not want
-% |\thearticle| to disrupt things.
-%
-% The AtEndDocument is an extra check.
-% \begin{macrocode}
-\newcounter{article}
-\renewcommand{\thearticle}{}
-\let\ilabel=\label
-\let\iref=\ref
-\let\ipageref=\pageref
-\let\art@intdefinecounter\@definecounter
-\newif\ifinarticle % \inarticlefalse
-\newenvironment{article}{%
- \def\@definecounter##1{\art@intdefinecounter{##1}%
- \@addtoreset{##1}{article}}%
- \renewcommand{\thearticle}{\roman{article}}%
- \refstepcounter{article}%
- \message{Article \number\c@article}%
- \gdef\@firstpage{\the\c@page}%
- \ifx\sectioncmd\section
- \@addtoreset{section}{article}%
- \else
- \@addtoreset{chapter}{article}%
- \fi
- \@addtoreset{endnote}{article}%
- \@addtoreset{table}{article}%
- \@addtoreset{figure}{article}%
- \@addtoreset{algorithm}{article}%
- \def\label##1{\ilabel{\thearticle ##1}}%
- \def\ref##1{\iref{\thearticle ##1}}%
- \def\pageref##1{\ipageref{\thearticle ##1}}%
- \setlastpage
- \global\inarticletrue
- }{\make@ao
- \writelastpage
- \clearpage
- \if@openright
- \ifodd \c@page \else ~\thispagestyle{empty}\newpage \fi
- \fi
- \gdef\@dedication{}\gdef\@translation{}%
- \gdef\@title{}\gdef\@subtitle{}%
- \gdef\@arttype{}\gdef\@keywords{}\gdef\@classification{}%
- \gdef\@nomenclature{}\gdef\@abbreviations{}\gdef\@abstract{}%
- \gdef\@kapidenthead{}\gdef\@kapidentfoot{}%
- \gdef\@barcode{}\gdef\@firstpage{\thepage}%
- \gdef\@crline{}%
- \global\lastpagegivenfalse
- \global\inarticlefalse
- }
-\AtBeginDocument{\setlastpage}
-\AtEndDocument{\ifnum \c@article=0
- \writelastpage
- \clearpage\fi}
-\font\barcodefont=cmr10
-\def\barcode#1{\global\font\barcodefont=barcodes
- \gdef\@barcode{\rlap{\vbox to 0pt{%
- \vbox to \id@boxheight{\hbox{}\vfill
- {\barcodefont \hbox{#1}}}\vss}}}}
-\def\@barcode{}
-\def\PIPSID#1{}
-\parskip 0pt
-\hyphenpenalty 200
-\doublehyphendemerits 640000 % corresponds to badness 800
-\finalhyphendemerits 1000000 % corresponds to badness 1000
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-% end of kluedit.sty
-
-
+++ /dev/null
-%
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\def\filedate{1998/03/13}
-%\changes{1997/07/10}{Fixes in @klu@caption: inserted [b] and moved
-% kaprotate code from the else to after the fi.}
-\def\filename{klufloa.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\gdef,\@cla,\@clb}
-%\DoNotIndex{\normalsize,\protect,\global,\setbox,\hbox,\vbox,\endinput}
-%\DoNotIndex{\egroup,\endgroup,\bgroup,\begingroup,\let}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{T. \surname{Hoekwater}}
-%\institute{Kluwer Academic Publishers, Dordrecht}
-%\begin{abstract}
-% This internal stylefile takes care of floats and the |kaprotate| macro's \\
-%
-%\noindent
-%{\bf Disclaimer:} This stylefile is to be used by Kluwer Academic
-% Publishers in the contruction of full class files. Therefore, the
-% user interface is not very high-level, and is definately not meant
-% for normal usage. This stylefile is provided {\bf as is}, i.e. we
-% accept no responsibilities whatsoever. You are free to use this file
-% in any way you like, provided you do not make {\it any\/} changes.
-% If you {\it do\/} make changes, you have to rename the changed file.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Usage}
-% At this moment, there are three float environments done here:
-% |table|, |figure| (with their starred and sub... forms) and |algorithm|.
-%
-%
-% In order to facilitate customization, the following commands are
-% exported:
-%
-% \def\pitem[#1]{\item[\ttfamily\string #1]\SpecialUsageIndex{#1}}
-%\begin{description}
-%\pitem[\tabwidth] Allows setting the width of a table that has to be
-%centered, but does not contain a |tabular| or |TABULAR|. Also,
-%it might be handy for tables that contain more than one |tabular|.
-%(e.g. |\tabwidth{20pc}|)
-%\pitem[\tabfont] Font specification for the main text of tables.\\
-% (default value |\footnotesize|)
-%\pitem[\tabcapfont] Font specification for table captions.
-% (default value |\footnotesize|)
-%\pitem[\figcapfont] Font specification for caption of figures. There is no
-% definition for the font of the text of figures.
-% (defaultvalue |\footnotesize|)
-%\pitem[\tableindent] Indentation for tables.
-% (default given by stylefile)
-% Tables and figures can be either indented over a specified width, or
-% centered. This can be done independent of each other, but both
-% always use the same indentation. i.e: You cannot
-% have figures indented 4 picas and tables 2 picas, but you can have
-% indented tables with centered figures.
-%\pitem[\figindent] Indentation for figures. From the note above for these
-%two commands it follows that if both are given, they have to set the same
-% value. If they don't, the last given value will prevail.
-% (default given by stylefile)
-%\pitem[\figtabdot] The dot after the number. (default value |.|)
-%\pitem[\captionskip] Vertical skip between caption and main body of float.
-% (default value 6pt)
-%\pitem[\tabcapspace] Space between heading of caption and
-%text of caption. This is a vertical or horizontal skip, depending on
-%whether captions are split or not. Default value .5em.
-%\pitem[\splittabcaptions] Splits the table captions in two parts.
-%\pitem[\splitfigcaptions] Splits the figure captions in two parts.
-%\pitem[\splitcaptions] Combines both.
-%\pitem[\indentedcaptions] Ordinarily, captions are centered above or below
-%the float. This setting allows you to specify a specific indentation.
-%\pitem[\captionindent] Value used for the previous option The default value
-%is 0pt (appears to make most sense).
-%\end{description}
-%
-%
-%
-%\newpage\section{Implementation}
-%
-% The |klutab| is necesarry here, because we need the definitions
-% of tabular \& co that set the correct widths. It also makes sure that
-% these two are nicely tied in to eachother (version control problems).
-%
-% \begin{macrocode}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{klufloa}[\filedate ]
-\RequirePackage{klutab}[1997/05/30]
-% \end{macrocode}
-%\subsection{Float parameters}
-% These are standard as in \LaTeXe.
-% \begin{macrocode}
-\setcounter{topnumber}{2}
-\setcounter{bottomnumber}{1}
-\setcounter{totalnumber}{3}
-\setcounter{dbltopnumber}{2}
-% \end{macrocode}
-% The parameters below try to ensure that there are not so many float
-% pages. (prevents empty white space).
-%
-% In the old stylefiles,
-% |\topfraction| was $.99$, but that was bit to much, resulting in
-% pages with a huge float and only two text lines. Now a float has
-% to be $>.85$|\textheight| before it will result in a float page.
-% (oversimplified, but this is the general idea). This leaves
-% space on the page for a few more textlines.
-%
-% |\bottomfraction| used to be $.3$, but that is to small for almost
-% any float this style generates; there are split captions and tabnotes
-% to account for, so the value has increased a bit.
-% \begin{macrocode}
-\renewcommand{\topfraction}{.85}
-\renewcommand{\textfraction}{.01}
-\renewcommand{\bottomfraction}{.4}
-\renewcommand{\floatpagefraction}{.84}
-\renewcommand{\dblfloatpagefraction}{.84}
-\renewcommand{\dbltopfraction}{.7}
-% \end{macrocode}
-%\newpage
-% \subsection{Helper macros}
-% |\figtabdot| serves the same purpose as |\sectiondot| elsewhere,
-% and the
-% names of various strings.
-% \begin{macrocode}
-\def\figtabdot{.}
-\def\tablename{Table}%
-\def\figurename{Figure}%
-\def\algorithmname{Algorithm}%
-% \end{macrocode}
-% |\maxfloatwidth| is the allowed width of the table.\\
-% (If this is a rotated table or figure, it will use all of the
-% page. Of course, |\maxfloatwidth| then is |\textheight|.)\\
-% |\figtabbox| will contain the total float as a vbox.
-% |\floatindent| is the indentation skip for indented tables \& figures.
-% The last defined value will overwrite the previous one.\\
-% |\@tabskip| is an aid in helping to decide indentation of rotated tables.\\
-% |\cap@type| is an aid in keeping track of caption types\\
-% |\captionskip| is the vertical skip between caption and main body.
-% \begin{macrocode}
-\newdimen\maxfloatwidth
-\newbox\figtabbox
-\newdimen\floatindent
-\newdimen\@tabskip
-\gdef\cap@type{0}
-\newdimen\captionskip
-\setlength\captionskip{6pt}
-% \end{macrocode}
-%
-%
-% |\@tabwidth| is
-% supposed to contain the width of the table. (the width of |\figtabbox| is
-% probably either |\textwidth| or zero.) |tabular| and |TABULAR| from
-% |klutab.sty| set
-% this value automatically, but so should every |table|. If your table
-% does not contain a |tabular|, you can set this value yourself:
-% just say |\tabwidth{..}| somewhere in your table. Your text will
-% be typeset inside a |\vbox| with width |\maxfloatwidth|.
-% \begin{macrocode}
-\newdimen\@tabwidth
-\setlength\@tabwidth{\textwidth}
-\def\tabwidth#1{\global\setlength\@tabwidth{#1}}
-% \end{macrocode}
-%
-% |\@getindent| calculates the value of |\maxfloatwidth|,
-% It is called from figure and table.
-%
-% For rotated floats, |\maxfloatwidth| == |\vsize|. The use
-% of |\vsize| here is probably
-% better than |\textheight|, because it allows use of minipages and
-% |\vbox|es to get special effects (where |\textheight| $>$ |\vsize|).
-%
-% |\@floatcorrect| fixes indentation for rotated floats. This and\\
-% |\hbox@to@floatwidth| are just shortcuts.
-% \begin{macrocode}
-\def\@getmaxwidth{\maxfloatwidth=\hsize
- \if@kaprotate \maxfloatwidth=\textheight \fi }
-\def\@floatcorrect{\if@kaprotate\else
- \advance\maxfloatwidth -\floatindent \fi }
-\def\hbox@to@floatwidth#1{\leavevmode
- \hbox to \@tabwidth{#1}}
-% \end{macrocode}
-%
-% |\@getindent| calculates the values for |\@tabskip| and
-% |\@floatindent|. The first check initializes |\@tabwidth| for
-% anything except tables. The macro\\ |\@centeredfloat| does the
-% hard work for centered floats, where |\floatindent| is not given
-% beforehand.
-% \begin{macrocode}
-\def\@getindent{%
- \ifnum\cap@type=2 \else
- \@tabwidth=\if@kaprotate \textheight \else \hsize \fi
- \if@figindent\advance \@tabwidth -\floatindent \fi\fi
- \ifnum\cap@type=1
- \if@figindent \@tabskip\floatindent
- \else \@centeredfloat \fi
- \else \ifnum\cap@type=2
- \if@tabindent \@tabskip\floatindent
- \else \@centeredfloat \fi
- \ifdim \@tabwidth > \maxfloatwidth
- \@tabskip 0pt
- \floatindent 0pt
- \fi
- \else
- \@centeredfloat
- \fi
- \fi
-}
-% \end{macrocode}
-%
-% |\@centeredfloat|\\
-% Calculate |\@tabskip| for centering. In this macro, we know the
-% float will be centered. We calculate |\floatindent| ourselves from
-% |\maxfloatwidth|.
-%
-% We need to maintain this indentation for rotated floats (so they
-% will be vertically centered), but |\@tabskip| needs to be re-done.
-%
-% \begin{macrocode}
-\def\@centeredfloat{%
- \floatindent\maxfloatwidth
- \advance\floatindent by -\@tabwidth
- \divide\floatindent by 2
- \@tabskip\floatindent
- \if@kaprotate
- \@tabskip\hsize
- \advance\@tabskip by -\ht\figtabbox
- \advance\@tabskip by -\dp\figtabbox
- \divide\@tabskip by 2
- \fi
-}
-% \end{macrocode}
-%
-% \subsection{Table caption commands}
-% Here is the code for the captions.
-%
-%
-% |\indentedcaptions| is a user option that indents captions instead
-% (over a default value of 0pt).
-% \begin{macrocode}
-\newif\if@centeredfigcaption
-\newif\if@centeredtabcaption
-\@centeredtabcaptiontrue
-\@centeredfigcaptiontrue
-\def\indentedtabcaptions{\global\@centeredtabcaptionfalse }
-\def\indentedfigcaptions{\global\@centeredfigcaptionfalse }
-\def\indentedcaptions{\global\@centeredtabcaptionfalse
- \global\@centeredfigcaptionfalse}
-\newdimen\captionindent
-\setlength\captionindent{0pt}
-\newtoks\@floatcaption
-\def\tabcapspace{.5em}
-\def\tabcapfont{\footnotesize }
-\long\def\@maketabcaption#1#2{\global\@floatcaption={#2}%
- \message{\tablename\space\thetable \if@kaprotate
- \space(rotated) \fi}}
-% \end{macrocode}
-%
-% Captions are centered above the table by default.\footnote{
-% In real life, {\tt @klu@caption} would be called {\tt make@caption},
-% since these do the typesetting}. This code is called from |\endtable|.
-% \begin{macrocode}
-\def\@klu@caption{%
- \setbox1=\hbox{\tabcapfont\fnum@table\hskip\tabcapspace
- \the\@floatcaption}%
- \noindent
- \ifdim\wd1 >\@tabwidth
- {\if@centeredtabcaption\centering\else \hskip \captionindent\fi
- \parbox[b]{\@tabwidth}{\tabcapfont\unhbox1}}%
- \else
- \hbox to \@tabwidth{%
- \if@centeredtabcaption \hfil \else \hskip \captionindent\fi
- \tabcapfont\fnum@table
- \hskip\tabcapspace{\tabcapfont\the\@floatcaption}\hfil }%
- \fi
- \if@kaprotate \else \par \vskip -\baselineskip \fi
- \par
-}
-\def\@klu@figcaption{%
- \setbox1=\hbox{\figcapfont\fnum@figure\hskip\tabcapspace
- \the\@floatcaption}%
- \noindent
- \ifdim\wd1 >\@tabwidth
- {\if@centeredfigcaption\centering\else \hskip \captionindent\fi
- \parbox{\@tabwidth}{\figcapfont\unhbox1}}%
- \else
- \hbox to \@tabwidth{%
- \if@centeredfigcaption \hfil\else \hskip \captionindent\fi
- \tabcapfont\fnum@figure
- \hskip\tabcapspace{\figcapfont\the\@floatcaption}\hfil}%
- \fi
- \par
-}
-% \end{macrocode}
-%
-% |\splitcaptions| is a user option to generate a caption in which the
-% `Table 1' is separated from the caption text. The resulting
-% definitions depend on being inside a
-% vbox when called.
-% \begin{macrocode}
-\def\splitcaptions{\splittabcaptions\splitfigcaptions}
-\def\splittabcaptions{
- \def\@klu@caption{%
- \setbox1=\hbox{\tabcapfont\the\@floatcaption}%
- \noindent
- \ifdim\wd1 >\@tabwidth
- \hbox to \@tabwidth{\if@centeredtabcaption\hss\else
- \hskip\captionindent\fi
- \tabcapfont\fnum@table\hss}\vskip \tabcapspace
- \vskip 6pt
- {\if@centeredtabcaption\centering\fi
- \hskip \captionindent
- \parbox{\@tabwidth}{\tabcapfont\unhbox1}}%
- \else
- \hbox to \@tabwidth{%
- \if@centeredtabcaption \hfil\else \hskip\captionindent\fi
- \tabcapfont\fnum@table\strut\hfil }\vskip \tabcapspace
- \hbox to \@tabwidth{%
- \if@centeredtabcaption \hfil\else \hskip\captionindent \fi
- \tabcapfont\the\@floatcaption \hfil }%
- \if@kaprotate \else \par \vskip -\baselineskip \fi
- \fi
- \par
-}}
-\def\splitfigcaptions{\def\@klu@figcaption{%
- \setbox1=\hbox{\figcapfont\the\@floatcaption}%
- \noindent
- \ifdim\wd1 >\@tabwidth
- \hbox to \@tabwidth{\if@centeredfigcaption\hfil\else
- \hskip\captionindent\fi
- \figcapfont\fnum@figure\hfil}\vskip \tabcapspace
- \vskip 6pt
- {\if@centeredfigcaption\centering\fi \hskip \captionindent
- \parbox{\@tabwidth}{\figcapfont\unhbox1}}%
- \else
- \hbox to \@tabwidth{%
- \if@centeredfigcaption \hfil\else \hskip\captionindent\fi
- \figcapfont\fnum@figure\strut\hfil }\vskip \tabcapspace
- \hbox to \@tabwidth{%
- \if@centeredfigcaption \hfil\else \hskip\captionindent\fi
- \figcapfont\the\@floatcaption \hfil }%
- \fi
- \par
-}}%
-% \end{macrocode}
-%\newpage
-%\subsection{Table}
-% Standard \LaTeX\ definitions first:
-%
-% |\newcounter| removed 7/6/96 to prevent errors when used as package.
-% (`counter |\c@table| already defined')
-% \begin{macrocode}
-\@ifundefined{thetable}{\newcounter{table}}{}
-\def\thetable{\arabic{table}}
-\def\fps@table{tbp}
-\def\ftype@table{2}
-\def\ext@table{lot}
-\def\fnum@table{\tablename~\thetable\figtabdot}
-% \end{macrocode}
-% Now the switch to control indentation.
-%
-% \begin{macrocode}
-\newif\if@tabindent \@tabindentfalse
-\def\tableindent#1{%
- \global\floatindent= #1\global\@tabindenttrue }
-% \end{macrocode}
-% Default font for tables.
-% This could also be used to redefine the font
-% defaults like family and shape.
-% \begin{macrocode}
-\def\tabfont{\footnotesize}
-% \end{macrocode}
-% |\tabnotes| is intended to be used as `footnote' to a tabular
-% environment. |\@tabnotes| will be cleared before every table.
-% \begin{macrocode}
-\def\@tabnotes{}
-\newcounter{tabnote}
-\def\tabnotemark{\ensuremath{^{\thetabnote}}}
-\def\thetabnote{\arabic{tabnote}}
-\def\tabnotesep{\par}
-\def\tabnote#1{\stepcounter{tabnote}%
- \rlap{\tabnotemark }%
- \begingroup
- \let\tabnotesep\relax
- \xdef\@tabnotes{\@tabnotes\tabnotesep \tabnotemark #1\par}%
- \endgroup }
-\long\def\tabnotes#1{\gdef\@tabnotes{{\tabfont\noindent #1\par}}}
-% \end{macrocode}
-% Now for the macro's that set the table itself. Just to recall: \\[6pt]
-%|\maxfloatwidth|== max. width of table\\
-%|\@tabskip|== horizontal offset\\
-%|\floatindent|==indent before table proper\\
-%|\@tabnotes|==macro containing tabnotes (in Tabfont)\\
-%|\figtabbox|==vbox containing table (minus caption \& tabnotes)
-%
-% Non-rotated version:\\
-% Check width of caption. If it is too wide to fit on one line, put it
-% in a |\parbox| with proper |\floatindent| before it.
-%
-% \begin{macrocode}
-\def\@setnotrotatedtabbox{%
- \setbox4=\hbox to \maxfloatwidth{\vbox{\hsize=\maxfloatwidth
- \@klu@caption
- \vskip\captionskip \leavevmode
- \unvbox\figtabbox\par
- \noindent\parbox{\@tabwidth}{\tabfont\@tabnotes}\par}}%
- \if@fixedfloat\calc@fixedspace4\fi
- \noindent\kern \floatindent\box4
- }
-% \end{macrocode}
-% Rotated version. We are inside a |\vbox| here, so we typeset 3
-% hboxes (and a |\vskip|).
-%
-% |\maxfloatwidth| is |\textheight| here, causing overfull boxes.
-%
-% \begin{macrocode}
-\def\@setrotatedtabbox{\begingroup \hfuzz=\vsize
- \setbox2\hbox to \textheight{\hfil
- \vbox to \hsize{\hsize=\vsize
- \vfil
- \hbox{\hbox@to@floatwidth{\vbox{\@klu@caption }}}
- \vskip\captionskip
- \hbox{\hbox@to@floatwidth{\box\figtabbox\hss}}%
- \hbox{\hbox@to@floatwidth{\parbox{\@tabwidth}{\tabfont\@tabnotes}\hfil }}%
- \vss
- }\hss}\rotl{2}\endgroup
-}
-% \end{macrocode}
-% |\@makecaption| will be |\let| to |\@maketabcaption| in for the
-% duration of the table.
-%
-% This is quite simple code, apart from handling the optional argument
-% ourselves. |kaprotate| effectively kills Overfull and Underfull
-% hbox-es. I don't like that, but I also don't like the messages I
-% always get (Overfull hbox with width = |\textheight| $-$ |\textwidth|).
-% \begin{macrocode}
-\def\table{\let\@makecaption\@maketabcaption
- \global\@floatcaption={}%
- \gdef\@tabnotes{}\setcounter{tabnote}{0}\gdef\cap@type{2}%
- \@ifnextchar[{\t@blewithoptions}{\t@blewithoptions[tbp]}}
-\def\t@blewithoptions[#1]{%
- \if H#1\@fixedtable \else \@float{table}[#1]\fi
- \@getmaxwidth \if@tabindent \@floatcorrect \fi
- \setbox\figtabbox\vbox\bgroup\tabfont
- \if@kaprotate\hfuzz=\vsize\fi }%
-% \end{macrocode}
-%
-% This |\hfuzz| is a bit more precise. At least ik will warn if the
-% tabular itself is too large.
-% \begin{macrocode}
-\def\endtable{\egroup \@getindent
- \gdef\cap@type{0}\noindent
- \hfuzz=\floatindent
- \if@kaprotate \@setrotatedtabbox
- \else \@setnotrotatedtabbox \fi
- \if@fixedfloat \vskip\intextsep \@fixedfloatfalse
- \else \end@float \fi
- \hfuzz =0.1pt }%
-% \end{macrocode}
-%\subsection{Table starred}
-% This code is basically identical to the code above.
-% Multicolumn `Here' floats in twocolumn layout don't work, for obvious
-% reasons. If you need something like that, fake it with the
-% twocolumn package.
-% \begin{macrocode}
-\@namedef{table*}{\let\@makecaption\@maketabcaption
- \global\@floatcaption={}%
- \gdef\@tabnotes{}\setcounter{tabnote}{0}\gdef\cap@type{2}%
- \@ifnextchar[{\dt@blewithoptions}{\dt@blewithoptions[tbp]}}
-\def\dt@blewithoptions[#1]{%
- \if H#1\if@twocolumn \@dblfloat{table}[t]\else \@fixedtable\fi
- \else \@dblfloat{table}[#1]\fi
- \@getmaxwidth \if@tabindent \@floatcorrect \fi
- \setbox\figtabbox\vbox\bgroup\tabfont
- \if@kaprotate \hfuzz=\vsize \fi }%
-% \end{macrocode}
-%
-% \begin{macrocode}
-\@namedef{endtable*}{\egroup \@getindent
- \gdef\cap@type{0}\noindent
- \hfuzz=\floatindent
- \if@kaprotate \@setrotatedtabbox
- \else \@setnotrotatedtabbox \fi
- \if@fixedfloat \vskip\intextsep \@fixedfloatfalse
- \else \end@dblfloat \fi
- \hfuzz=0.1pt }%
-% \end{macrocode}
-% \subsection{fixed point tables and figures}
-% The fixedtable option. If there is enough room on the page, the
-% box is typeset right away. If there is not enough space, the page is
-% ended and the box is typeset at the top of the next page. This may
-% conflict with following `top' floats, but the exact location in
-% the text is maintained.
-%
-% Don't try to use |[H]| on rotated tables, and twocolumn will produce
-% overlapping text in the second column, also, these will not appear
-% in a `list of tables' unless you specifically ask that.
-% \begin{macrocode}
-\newif\if@fixedfloat
-\def\@fixedtable{\vskip\intextsep \@fixedfloattrue
- \def\caption{\@ifnextchar[{\f@xedcap{table}}%
- {\f@xedcap{table}[]}}}
-\def\@fixedfigure{\vskip\intextsep \@fixedfloattrue
- \def\caption{\@ifnextchar[{\f@xedcap{figure}}%
- {\f@xedcap{figure}[]}}}
-\def\f@xedcap#1[#2]#3{\refstepcounter{#1}\def\@tempa{#2}%
- \ifx\@tempa\empty
- \else \addcontentsline{\csname ext@#1\endcsname}{#1}{#2}\fi
- \message{#1\space\csname the#1\endcsname \space (fixed)}%
- \global\@floatcaption={#3}}
-\def\calc@fixedspace#1{%
- \@tempdima=\pagegoal
- \@tempdimb=\dp#1
- \advance\@tempdimb \ht#1
- \advance\@tempdima -\pagetotal
- \advance\@tempdima -2\intextsep
- \wlog{pageleft= \the\@tempdima,
- size= \the\@tempdimb }%
- \ifdim\@tempdima>\@tempdimb \else \newpage \fi}
-% \end{macrocode}
-%
-%\newpage \subsection{Figure}
-% Now we are going to do this all over again for
-% figures. Documentation will only mark important differences.
-%
-% Parameters.
-%
-% \begin{macrocode}
-\@ifundefined{thefigure}{\newcounter{figure}}{}
-\def\thefigure{\arabic{figure}}
-\def\fps@figure{tbp}
-\def\ftype@figure{1}
-\def\ext@figure{lof}
-\def\fnum@figure{\figurename~\thefigure\figtabdot}
-% \end{macrocode}
-% Indentation, font and caption.
-% \begin{macrocode}
-\newif\if@figindent \@figindentfalse
-\def\figindent#1{%
- \global\floatindent #1
- \global\@figindenttrue }
-\def\figcapfont{\footnotesize}
-\long\def\@makefigcaption#1#2{%
- \message{\figurename\space\thefigure
- \if@kaprotate \space (rotated)\fi }%
- \global\@floatcaption={#2}}
-% \end{macrocode}
-%
-% The |fixed| option.
-%
-% \begin{macrocode}
-% \end{macrocode}
-% The figure environment itself.
-% \begin{macrocode}
-\def\figure{%
- \gdef\cap@type{1}%
- \let\@makecaption\@makefigcaption
- \global\@floatcaption={}%
- \@ifnextchar[{\f@gurewithoptions}{\f@gurewithoptions[tbp]}}%
-\def\f@gurewithoptions[#1]{%
- \let\saved@centerline\centerline
- \if H#1\@fixedfigure \else \@float{figure}[#1]\fi
- \@getmaxwidth \if@figindent \@floatcorrect
- \def\centerline##1{##1}\fi
- \setbox\figtabbox\vbox\bgroup }%
-\def\endfigure{\egroup
- \@getindent \gdef\cap@type{0}%
- \hfuzz=\floatindent
- \if@kaprotate \@setrotatedfigbox \pagebreak
- \else \@setnotrotatedfigbox \fi
- \let\centerline\saved@centerline
- \if@fixedfloat \vskip\intextsep \@fixedfloatfalse
- \else \end@float \fi
- \hfuzz=0.1pt }%
-% \end{macrocode}
-% \subsection{figure starred}
-% \begin{macrocode}
-\@namedef{figure*}{%
- \def\cap@type{1}%
- \let\@makecaption\@makefigcaption
- \global\@floatcaption={}%
- \@ifnextchar[{\df@gurewithoptions}{\df@gurewithoptions[ttp]}}
-\def\df@gurewithoptions[#1]{%
- \let\saved@centerline\centerline
- \if H#1 \@fixedfigure \else \@dblfloat{figure}[#1]\fi
- \@getmaxwidth \if@figindent \@floatcorrect
- \def\centerline##1{##1}\fi
- \setbox\figtabbox\vbox\bgroup }%
-\@namedef{endfigure*}{\egroup
- \@getindent \gdef\cap@type{0}%
- \hfuzz=\floatindent
- \if@kaprotate \@setrotatedfigbox
- \else \@setnotrotatedfigbox \fi
- \let\centerline\saved@centerline
- \if@fixedfloat \vskip\intextsep \@fixedfloatfalse
- \else \end@dblfloat \fi
- \hfuzz=0.1pt }%
-% \end{macrocode}
-% Non-rotated version (in figures |\caption| is done last):
-% \begin{macrocode}
-\def\@setnotrotatedfigbox{%
- \setbox4=\hbox to \maxfloatwidth{\vbox{\hsize=\maxfloatwidth
- \unvbox\figtabbox
- \vskip\captionskip
- \@klu@figcaption }}%
- \if@fixedfloat\calc@fixedspace4 \fi
- \noindent\kern \floatindent\box4
-}
-% \end{macrocode}
-% Rotated version:
-%
-% \begin{macrocode}
-\def\@setrotatedfigbox{%
- \setbox2\vbox to \hsize{\hsize=\textheight
- \leavevmode
- \vrule width \textheight height 0pt depth 0pt\par
- \vskip \@tabskip
- \hbox to \textheight{\hss\box\figtabbox\hss}%
- \vskip\captionskip
- \hbox to \textheight{\vbox{\@klu@figcaption }}
- \vss
- }\rotl{2}}%
-% \end{macrocode}
-%\newpage \subsection{Algorithm}
-% This is a `standard' float.
-% \begin{macrocode}
-\newcounter{algorithm}
-\def\thealgorithm{\arabic{algorithm}}
-\def\fps@algorithm{tbp}
-\def\ftype@algorithm{4}
-\def\ext@algorithm{lof}
-\long\def\@makealgocaption#1#2{%
- \hbox to \hsize{\parbox[t]{\hsize}{{\vskip 1ex \tabcapfont
- #1\figtabdot~~#2}}}}
-\def\fnum@algorithm{\algorithmname\space \thealgorithm}
-\def\algorithm{\let\@makecaption\@makealgocaption
- \@float{algorithm}\footnotesize\obeyspaces\obeylines}
-\let\endalgorithm\end@float
-% \end{macrocode}
-%\subsection{subtable and subfigure}
-% These are the sub... environments. If you need comment on what
-% happens, please see |kluthm.sty|, definition of |subequation|.
-% \begin{macrocode}
-\def\subtable{\@ifnextchar[{\@subtable}{\@subtable[alph]}}
-\def\@subtable[#1]{\refstepcounter{table}%
- \def\@testoption{arabic}\def\@testparam{#1}%
- \begingroup
- \edef\old@table{\the\c@table}%
- \edef\old@thetable{\thetable}%
- \setcounter{table}{0}%
- \ifx\@testoption\@testparam
- \def\thetable{\old@thetable.\csname #1\endcsname{table}}%
- \else
- \def\thetable{\old@thetable\csname #1\endcsname{table}}%
- \fi}
-\def\endsubtable{\setcounter{table}{\old@table}%
- \endgroup \global\@ignoretrue}
-\def\subfigure{\@ifnextchar[{\@subfigure}{\@subfigure[alph]}}
-\def\@subfigure[#1]{\refstepcounter{figure}%
- \def\@testoption{arabic}\def\@testparam{#1}%
- \begingroup
- \edef\old@figure{\the\c@figure}%
- \edef\old@thefigure{\thefigure}%
- \setcounter{figure}{0}%
- \ifx\@testoption\@testparam
- \def\thefigure{\old@thefigure.\csname #1\endcsname{figure}}%
- \else
- \def\thefigure{\old@thefigure\csname #1\endcsname{figure}}%
- \fi}
-\def\endsubfigure{\setcounter{figure}{\old@figure}%
- \endgroup \global\@ignoretrue}
-% \end{macrocode}
-% \subsection{kaprotate}
-% This appears to be an afterthought now, but in fact it is a quite
-% handy command. The environment is defined in this file, because
-% this reflects common usage, and this allows loading as a package
-% in e.g. |article|.
-%
-% \begin{macrocode}
-
-\newif\if@kaprotate \@kaprotatefalse
-\def\kaprotate{\global\@kaprotatetrue}
-\def\endkaprotate{\global\@kaprotatefalse}
-
-% \end{macrocode}
-%
-% \subsubsection{Rotation macros}
-% These are used in the |kaprotate| environment. Note that these
-% macros depend on PostScript output at this moment. Later,
-% I might include commands for (at least) Tpic.
-%
-% These are just a few macro's, so it isn't really worth including |graphicx|
-% at the moment.
-%
-% |\rotl| and |\rotr| rotate a given box over resp. 270 and 90 degrees
-% while typesetting that box. The new box has $wd_{new}=dp_1 + ht_1$ and
-% $ht_{new}=wd_1$, with $dp_{new} ==0$.
-% \begin{macrocode}
-\newdimen\rotdimen
-\def\rotstart#1{\special{ps: gsave currentpoint currentpoint translate
- #1 neg exch neg exch translate}}
-\def\rotfinish{\special{ps: currentpoint grestore moveto}}
-\def\rotl#1{\rotdimen=\ht#1\advance\rotdimen by \dp#1
- \hbox to \rotdimen{\vbox to\wd#1{\vskip \wd#1
- \rotstart{270 rotate}\box #1\vss}\hss}\rotfinish}
-\def\rotr#1{\rotdimen=\ht #1\advance\rotdimen by \dp#1
- \hbox to \rotdimen{\vbox to \wd#1{\vskip \wd#1
- \rotstart{90 rotate}\box #1\vss}\hss}\rotfinish}
-\endinput
-% \end{macrocode}
-%\newpage
-%\def\IndexParms{\hbadness=10000}
-%\PrintIndex
-%\end{document}
-% end of klufloa.sty
-
-
-
-
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/03/17}
-\def\filename{klulist.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal stylefile takes care of list definitions and `general'
-% environments. There is one option: |kaplist|.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Usage}
-% For the time being, all environments for which it is not so clear
-% where to put them are placed in this file. This came about because
-% most of these are |\trivlist| alike, but is quite arbitrary.
-%
-% As a result, this stylefile defines the following `common'
-% environments: \\[6pt]
-%|verse|\\
-%|quote|\\
-%|quotation|\\
-%|frontmatter|\\
-%|acknowledgements|\\
-%|notes|\\
-%|vitae|\\
-%|ao|\\
-%~
-% And, of course, |itemize|, |enumerate| and |description|.
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesPackage{klulist}[\filedate ]
-\newif\if@kaplist
-\DeclareOption{kaplist}{\@kaplisttrue}
-\ExecuteOptions{}
-\ProcessOptions
-% \end{macrocode}
-% The label and counter default values for |enumerate|. Reference
-% output at a level above 3 starts to look ridiculous.
-% \begin{macrocode}
-\def\labelenumi{\arabic{enumi}.} % 1.
-\def\theenumi{\arabic{enumi}} % 1
-\def\labelenumii{\alph{enumii})} % a)
-\def\theenumii{\alph{enumii}} % a
-\def\p@enumii{\theenumi} % 1a
-\def\labelenumiii{\it\roman{enumiii})} % \it i)
-\def\theenumiii{\roman{enumiii}} % i
-\def\p@enumiii{\theenumi(\theenumii)} % 1(a)\it i)
-\def\labelenumiv{\Alph{enumiv})} % A)
-\def\theenumiv{\Alph{enumiv}} % A
-\def\p@enumiv{\p@enumiii\theenumiii} % 1(a)\it i)A
-% \end{macrocode}
-% Itemize labels
-% \begin{macrocode}
-\def\labelitemi{\m@th$-$}
-\def\labelitemii{\m@th$\bullet$}
-\def\labelitemiii{\m@th$\ast$}
-\def\labelitemiv{{\footnotesize +}}
-% \end{macrocode}
-% Description list.
-% \begin{macrocode}
-\def\descriptionlabel#1{\hspace\labelsep \bf #1}
-\newenvironment{description}{%
- \list{}{%
- \labelwidth\z@
- \itemindent -\leftmargin
- \let\makelabel\descriptionlabel
- }}{\endlist}
-% \end{macrocode}
-%\newpage
-% \subsection{kaplist}
-% This changes quite a lot of things.
-%
-% Insert different options to |\list|
-% \begin{macrocode}
-\if@kaplist
- \def\kapitemargs{%
- \topsep \z@ \@plus 1pt
- \partopsep \z@ \@plus 1pt
- \itemsep \z@ \@plus \z@
- \parsep \z@ \@plus 1pt
- \leftmargini \z@
- \leftmarginii 1em
- \leftmarginiii 1em
- \leftmarginiv 1em
- \rightmargin \z@
- \listparindent \z@
- \itemindent \z@
- }
- \let\kapenumargs\kapitemargs
-% \end{macrocode}
-% Changed |\@mklab| from |[ 1]| to |[1 ]|
-% \begin{macrocode}
- \renewcommand{\@mklab}[1]{#1\hfil}
-\else
-\def\kapenumargs{}
-\def\kapitemargs{}
-\fi
-% \end{macrocode}
-% \newpage \subsection{Other environments}
-% These are the environments that we {\it have\/} to define.
-%
-% This enumerate has an optional argument and uses that to implement dynamic
-% resizing of the left margin.
-%
-% This itemize has an extra optional argument that gives the default label.
-% \begin{macrocode}
-\def\enumerate{%
- \@ifnextchar[{\kap@enumerate}{\kap@enumerate[00]}}
-\def\kap@enumerate[#1]{%
- \ifnum \@enumdepth >3 \@toodeep\else
- \advance\@enumdepth \@ne
- \edef\@enumctr{enum\romannumeral\the\@enumdepth}
- \list{\csname label\@enumctr\endcsname}{%
- \kapenumargs
- \usecounter{\@enumctr}
- \settowidth\labelwidth{#1.}
- \setlength{\leftmargin}{\labelwidth}
- \addtolength{\leftmargin}{\labelsep}
- \def\makelabel##1{\hss \llap{##1}}}%
- \fi
- }
-\let\endenumerate\endlist
-\def\itemize{\@ifnextchar[{\kap@itemize}{\kap@itemize[]}}
-\def\kap@itemize[#1]{\def\klu@arg{#1}%
- \ifnum \@itemdepth >3 \@toodeep
- \else
- \advance\@itemdepth \@ne
- \edef\@itemitem{labelitem\romannumeral\the\@itemdepth}%
- \ifx \klu@arg\empty
- \list {\csname\@itemitem\endcsname}%
- {\kapitemargs
- \def\makelabel##1{\hss ##1\hfil}}%
- \else
- \list {\klu@arg }%
- {\kapitemargs
- \def\makelabel##1{\hss ##1\hfil}}%
- \fi
- \fi
- }
-\let\enditemize\endlist
-\def\verse{\let\\=\@centercr
- \list{}{\itemsep\z@
- \itemindent -1.5em
- \listparindent \itemindent
- \rightmargin\leftmargin
- \advance\leftmargin 1.5em
- }\item[]}
-\let\endverse\endlist
-
-\def\quotation{\quoteskip
- \list{}{%
- \listparindent 1.5em
- \topsep .5ex plus 2pt minus 1pt
- \itemindent\listparindent
- \parsep 0pt plus 1pt
- }\item[]
- \hskip-\listparindent}
-\def\endquotation{\endlist\quoteskip}
-
-\def\quote{\quoteskip\list{}{%
- \leftmargin 1.5em
- \topsep .5ex plus 2pt minus 1pt
- }\item[]}
-\def\endquote{\endlist\quoteskip}
-\def\quoteskip{}
-
-\def\frontmatter{\begingroup\thispagestyle{empty}%
- \renewcommand{\thepage}{\roman{page}}\setcounter{page}{1}}
-\def\endfrontmatter{\newpage\endgroup\setcounter{page}{1}}
-% \end{macrocode}
-% \newpage\subsection{`New' environments}
-% The |notes| environment is used for incapsulation of `endnotes' that
-% are typed in.
-% \begin{macrocode}
-\newenvironment{notes}{\sectioncmd*{\notesname}\footnotesize
- \begin{enumerate}}{\end{enumerate}%
- \par \vskip 6pt \@plus 12pt \@minus 2pt}
-\def\notesname{Notes}
-% \end{macrocode}
-%
-% This is the |vitae| environment. It does not use a list, but `item's
-% are specified through |\Vauthor|. The name is defined in
-% |\vitaename| and |\multiplevitaename|.
-%
-% The choice between these two names is done by checking the value of
-% |enumiv|, which is incremented by every |\Vauthor|.
-% \begin{macrocode}
-\newenvironment{vitae}{%
- \begingroup
- \setcounter{enumiv}{0}%
- \global\setbox0=\vbox\bgroup
- }{%
- \egroup
- \ifnum \c@enumiv > 1
- \par\section*{\multiplevitaename}%
- \else
- \par\section*{\vitaename}%
- \fi
- \unvbox0 \endgroup \par
- \vspace{24pt}%
- }
-\newcommand{\Vauthor}[1]{%
- \addtocounter{enumiv}{1}%
- \subsubsection*{#1}%
- }
- \def\vitaename{Author's Vitae}%
- \def\multiplevitaename{Authors' Vitae}%
-% \end{macrocode}
-% |ao| will be typeset at the end of an article.
-% I exchanged the |\if| for a permanent |\box|, because
-% the box is needed anyway.
-% \begin{macrocode}
-\newbox\aobox
-\newenvironment{ao}{%
- \global\setbox\aobox
- \vbox\bgroup
- \footnotesize\noindent
-% \end{macrocode}
-% Watch out for the fixed space here.
-% \begin{macrocode}
- \ifx\offprintsaddress\empty
- \leavevmode
- \else
- {\it \offprintsaddress:\/}\
- \fi
- }
- {\par\vskip18pt\egroup}
-\newcommand{\make@ao}{%
- \@tempdima \ht\aobox
- \ifdim \@tempdima > 0pt
- \par\noindent \unvbox\aobox
- \fi
- }
-% \end{macrocode}
-% This is a name that is not done at |\begin{document}|, because
-% certain style may want to change this. The saveguard above is in
-% case a style defines it to be empty.
-% \begin{macrocode}
-\newcommand{\offprintsaddress}{Address for Offprints}
-\newenvironment{thenomenclature}{\section*{Nomenclature}
- \parbox[t]{.48\textwidth}\bgroup\parindent 0pt
- \footnotesize \begin{tabular}{p{2pc}p{11pc}}}{%
- \end{tabular}\egroup}
-\newcommand{\splitnomen}{\end{tabular}\egroup~\parbox[t]{.48\textwidth}%
- \bgroup\parindent 0pt \footnotesize \begin{tabular}{p{2pc}p{11pc}}}
-\newcommand{\nmc}[1]{\parbox[t]{11pc}{\raggedright #1}}
-\def\verbatim@font{\normalsize\tt}
-\def\acknowledgementsname{Acknowledgements}%
-\def\acknowledgements{\section*{\acknowledgementsname}%
- \message{\acknowledgementsname}}
-\def\endacknowledgements{\par \bigskip}
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-% end of klulist.sty
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klumac.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\gdef,\@cla,\@clb}
-%\DoNotIndex{\normalsize,\protect,\global,\setbox,\hbox,\vbox,\endinput}
-%\DoNotIndex{\egroup,\endgroup,\bgroup,\begingroup,\let}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}%
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal stylefile defines some handy macros and exports the special
-% \AmSTeX\ fonts if available.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Usage}
-%Here are tests for the macro commands used and defined in this file:
-%{\def\mentry#1{$#1$ & \$\string #1\$ &}
-%\def\tentry#1{#1 & \string #1 &}
-%
-%\begin{tabular}{lllllllll}\hline
-%$\I $&\verb!$\I$! &$\iduaal$ &\verb!$\iduaal$! \\
-%$\restrict $&\verb!$\restrict$! &$\diamond$ &\verb!$\diamond$! \\
-%$\depth $&\verb!$\depth$! &$\dom$ &\verb!$\dom$! \\
-%$\mapdown{a}$&\verb!$\mapdown{a}$!&$\dC$ &\verb!$\dC$! \\
-%$\dF $&\verb!$\dF$! &$\dP$ &\verb!$\dP$! \\
-%$\dZ $&\verb!$\dZ$! &$\dQ$ &\verb!$\dQ$! \\
-%$\gsim $&\verb!$\gsim$! &$\logr$ &\verb!$\logr$! \\
-%$\dres $&\verb!$\dres$! &\today &\verb!\today! \\
-%$\forces $&\verb!$\forces$! &\.{a} & \verb!\.{a}! \\
-%$\concat $&\verb!$\concat$! &$\lh$ &\verb!$\lh$! \\
-%$\range $&\verb!$\range$! &$\mapright{a}$&\verb!$\mapright{a}$!\\
-%$\dL $&\verb!$\dL$! &$\dE$ &\verb!$\dE$!\\
-%$\dN $&\verb!$\dN$! &$\dR$ &\verb!$\dR$!\\
-%$\nequiv $&\verb!$\nequiv$! &$\lsim$ &\verb!$\lsim$!\\
-%$\grlo $&\verb!$\grlo$! &$\oast$ &\verb!$\oast$! \\
-%$\res$ &\verb!$\res$! &$\dres$ &\verb!$\dres$! \\
-%$\bigo{a}$ &\verb!$\bigo{a}$! &$\Res{a}$ &\verb!$\Res{a}$!\\
-%$\down{a}$ &\verb!$\down{a}$! &\timenow &\verb!\timenow!& \\
-%\TODAY &\verb!\TODAY! &\nbox{6}{500}{}{.}{4}{1}&
-%\verb!\nbox{6}{500}{0}{.}{4}{1}! \\
-%\cb[6pc]{Quite a bit to long a text to fit in one column}&
-%\verb!\cb[6pc]{Qu.... mn}!& \nbox{6}{600}{}{.}{4}{74} &
-%\verb!\nbox{6}{600}{0}{.}{4}{74}!\\
-%\hline
-%\end{tabular}
-%
-% \begin{itemize}
-% \spitem spitem. (\verb!\spitem spitem. !)
-% \spitem item) (\verb!\spitem spitem) !)
-% \spitem em] (\verb!\spitem spitem] !)
-% \spitem - (\verb!\spitem spitem- !)
-% \spitem * (\verb!\spitem spitem* !)
-% \end{itemize}
-%\newpage\section{Implementation}
-% Input special fonts. The commands for kluwer's internal font are
-% always valid, but this option defines the font. This is needed
-% because we do not intend to supply the font to everyone.
-%
-% Policy is that we want the ams fonts defined. However, not everybody
-% has these fonts installed, so it's better to be careful.
-% \begin{macrocode}
-\ProvidesPackage{klumac}[\filedate ]
-\font\@klusymfont=cmr10
-\DeclareOption{klusym}{\font\@klusymfont=klusym10 }
-\ExecuteOptions{}
-\ProcessOptions
-\IfFileExists{amssymb.sty}{\RequirePackage{amssymb}%
- \global\font\smallmsa=msam7
- \gdef\Register{$^{\mbox{\smallmsa\char114}}$~}}{}
-\IfFileExists{wasysym.sty}{\RequirePackage{wasysym}}{%
- \IfFileExists{wasysym.tex}{\input{wasysym}}{}}
-% \end{macrocode}
-%
-% \subsection{Math macro's}
-% \begin{macrocode}
-\newcommand\I{{\bf I}}
-\newcommand\iduaal{\overline{\I}}
-\let\forces\Vdash
-\newcommand\rrestrict{\hbox{$\mid$ \kern-5pt \raise3.6pt\hbox{$
- \scriptscriptstyle \backslash$}}}
-\newcommand\restrict{\mathrel{\mathpalette\rrestrict{}}}
-\let\diamond\lozenge
-\newcommand\concat{\mathrel{\raise1pt\hbox{$\!\!^\frown\!\!$}}}
-\newcommand\lh{\mathop\mathrm{lh}}
-\newcommand\depth{\mathop\mathrm{depth}}
-\newcommand\dom{\mathop\mathrm{dom}}
-\newcommand\range{\mathop\mathrm{range}}
-\newcommand\mapright[1]{\smash{\mathop{\longrightarrow}\limits^{#1}}}
-\newcommand\mapdown[1]{\big\downarrow
- \rlap{$\vcenter{\hbox{$\scriptstyle#1$}}$}}
-\newcommand{\dC}{C \! \! \! \! {\scriptscriptstyle {}^{{}_|}}\ }
-\newcommand{\dL}{I \! \! L}
-\newcommand{\dE}{I \! \! E}
-\newcommand{\dF}{I \! \! F}
-\newcommand{\dP}{I \! \! P}
-\newcommand{\dN}{I \! \! N}
-\newcommand{\dR}{I \! \! R}
-\newcommand{\dZ}{Z \! \! \! Z}
-\newcommand{\dQ}{Q \! \! \! \! {\scriptscriptstyle {}^|}\ }
-\newcommand{\nequiv}{\setbox0\hbox{$\equiv$}%
- \rlap{\hbox{$\equiv$}}%
- \hbox to \wd0{\hfil $/$\hfil}}
-\newcommand{\lsim}{\rlap{\raise -.3ex\hbox{${\scriptstyle\sim}$}}%
- \raise .6ex\hbox{${\scriptstyle <}$}}%
-\newcommand{\gsim}{\rlap{\raise -.3ex\hbox{${\scriptstyle\sim}$}}%
- \raise .6ex\hbox{${\scriptstyle >}$}}%
-\newcommand{\logr}{\rlap{\raise -.3ex\hbox{${\scriptstyle <}$}}%
- \raise .6ex\hbox{${\scriptstyle >}$}}%
-\newcommand{\grlo}{\rlap{\raise -.3ex\hbox{${\scriptstyle >}$}}%
- \raise .6ex\hbox{${\scriptstyle <}$}}%
-\newcommand{\oast}{\setbox0\hbox{$\odot$}%
- \rlap{\hbox to \wd0{\hfil$\ast$\hfil}}\box0}
-\newcommand{\res}{\oalign{\hbox{$\grave{}$\kern-3pt$\mid$}}}
-\newcommand{\dres}{\mid \! \res}
-\newcommand{\bigo}[1]{\setbox0\hbox{$\bigcirc$}%
- \rlap{\raise .2ex\hbox to \wd0{\hfil ${\scriptscriptstyle
- #1}$\hfil}}\box0}
-\newcommand{\Res}[1]{\mathop{\hbox{Res}}\limits_{\scriptscriptstyle #1}}
-\newcommand{\down}[1]{\raise -1ex\hbox{{$\scriptstyle #1$}}}
-% \end{macrocode}
-% \subsection{General}
-%
-% \begin{macrocode}
-\newcount\@cla
-\newcount\@clb
-\hyphenation{equiv-a-lent equiv-a-lent-ly sat-is-fy sat-is-fies
- sat-is-fied}
-\newcommand\fn{\hspace*{14pt} \= \kill}
-\newcommand\mc{\multicolumn}
-\newcommand{\dummy}[1]{}
-\def\today{\ifcase\month\or January\or February\or March\or April\or
- May\or June\or July\or August\or September\or October\or November\or
- December\fi \space\number\day, \number\year}
-\def\TODAY{\number\day/\ifcase\month\or 01\or 02\or 03\or 04\or 05\or
- 06\or 07\or 08\or 09\or 10\or 11\or 12\fi/\number\year}
-\def\timenow{%
- \@tempcnta=\time \divide\@tempcnta by 60 \number\@tempcnta:\multiply
- \@tempcnta by 60 \@tempcntb=\time \advance\@tempcntb by -\@tempcnta
- \ifnum\@tempcntb <10 0\number\@tempcntb\else\number\@tempcntb\fi}
-\def\numtoword#1{\ifcase#1\or one\or two\or three\or four\or
- five\or six\or seven\or eight\or nine\or ten\or eleven\or twelve\or
- thirteen\or fourteen\or fifteen\or sixteen\or seventeen\or
- eighteen\or nineteen\or twenty\fi}
-\def\NUMTOWORD#1{\ifcase#1\or ONE\or TWO\or THREE\or FOUR\or
- FIVE\or SIX\or SEVEN\or EIGHT\or NINE\or TEN\or ELEVEN\or TWELVE\or
- THIRTEEN\or FOURTEEN\or FIFTEEN\or SIXTEEN\or SEVENTEEN\or
- EIGHTEEN\or NINETEEN\or TWENTY\fi}
-
-% \end{macrocode}
-% |\genaccent| is defined below. |\ifempty| is a shortcut used inside
-% |\genaccent|.
-% \begin{macrocode}
-\def\ifempty#1#2#3{\def\inner{#1}\ifx\inner\empty
- #2\else #3\fi }
-\def\ifdef#1{\edef\tempa{\expandafter\@gobble\string #1}%
- \expandafter\expandafter\expandafter\ifx\expandafter\csname
- \tempa \endcsname\relax
- \let\next\nosw \else \let\next=\yessw \fi \next}
-\def\nosw{\iffalse}
-\def\yessw{\iftrue}
-% \end{macrocode}
-% \subsubsection{Spitem}
-% This can be done better.
-% \begin{macrocode}
-\newif\ifklaar
-\newbox\bdj
-\def\onestep#1{\ifklaar\else
- \if#1){)}\klaartrue\else
- \if#1.{.}\klaartrue\else
- \if#1]{]}\klaartrue\else
- \if#1-{--}\klaartrue\else
- \if#1*{*}\klaartrue\else
- #1%
- \fi\fi\fi\fi\fi
- \fi}
-\def\subspitem#1{\scan#1\end}
-\def\spitem#1 {%
- \def\scan##1##2\end{\def\aux{##1}%
- \ifklaar\global\setbox\bdj=\hbox{##1##2\space}\else
- \ifx\aux\empty \else \def\aux{##2}\onestep{##1}%
- \ifx\aux\empty \else \scan##2\end \fi \fi \fi}%
- \global\setbox\bdj\hbox{}%
- \klaarfalse\expandafter\item[\subspitem{#1}]%
- \unhbox\bdj}
-% \end{macrocode}
-% \subsubsection{Genaccent}
-% \begin{macrocode}
-\font\genacc=cmr10
-\def\genaccent#1#2#3#4#5{\protect\@genaccent{#1}{#2}{#3}{#4}{#5}}
-\def\@genaccent#1#2#3#4#5{%
- \leavevmode\setbox0=\hbox{#3}%
- \vbox{\offinterlineskip
- \ifempty{#1}{}{%\else
- \hbox to\wd0{\hss\genacc \char#1\hss}}%
- \ifempty{#4}{\kern -.8ex}{\kern #4}%
- \vbox to\ht0{\copy0\vss}%
- \vtop{\null\vbox to\dp0{\vss}%
- \ifempty{#2}{}{%\else
- \ifempty{#5}{\kern .2ex}{\kern#5}%
- \hbox to \wd0{\hss \genacc\char #2\hss}}%
- }}}
-\renewcommand\.[1]{\genaccent{95}{}{#1}{}{}}
-% \end{macrocode}
-% \subsubsection{Table labels}
-% Note that these are font-dependant, the option |klusym| is needed to
-% initialize the correct font, otherwise the symbols will be in |cmr|.
-% \begin{macrocode}
-\newcommand\BlackBox{\hbox{\@klusymfont B}~}
-\newcommand\EmptyBox{\hbox{\@klusymfont E}~}
-\newcommand\HstripeBox{\hbox{\@klusymfont H}~}
-\newcommand\VstripeBox{\hbox{\@klusymfont V}~}
-\newcommand\LstripeBox{\hbox{\@klusymfont L}~}
-\newcommand\RstripeBox{\hbox{\@klusymfont R}~}
-\newcommand\UpCrossBox{\hbox{\@klusymfont U}~}
-\newcommand\DiagCrossBox{\hbox{\@klusymfont D}~}
-% \end{macrocode}
-% \subsection{Table macro's}
-% |\cb| it a typing shortcut for |\parbox|, without forcing this
-% width.
-% \begin{macrocode}
-\def\cb{\@ifnextchar[{\@cbone}{\@cbone[8pc]}}
-\def\@cbone[#1]#2{{\setbox0\hbox{#2}%
- \ifdim\wd0 >#1 \parbox[t]{#1}{#2}\else #2\fi}}
-% \end{macrocode}
-% |\nbox| allows typesetting of aligned numbers. Arguments \#1, \#3
-% and \#5 specify widths in number of digits for the arguments \#2,
-% \#4 and \#6. Typeset as |lcr|. Empty arguments for widths means
-% natural width. This macro is a lot easier to use inside of another
-% macro.
-% \begin{macrocode}
-\def\nbox#1#2#3#4#5#6{\begingroup\setbox0\hbox{0}%
- \ifempty{#1}{\hfil #2}{\hbox to #1\wd0{\hfil #2}}%
- \ifempty{#3}{\hbox{#4}}{\hbox to #3\wd0{\hfil #4\hfil }}%
- \ifempty{#5}{#6 \hfil}{\hbox to #5\wd0{#6\hfil }}%
- \endgroup}
-% \end{macrocode}
-%
-%
-% \subsection{Charkern macro's}
-%
-% These are not very readable, but they work quite well.
-%
-% Use dollars for inlinemath, not |\(....\)|.
-%
-% Special handling added for the (quite often appearing) case of
-% |\charkern{\notesname}|, and a security check for the often
-% appearing case of no argument at all.
-% \begin{macrocode}
-\newif\ifkern@mathmode \kern@mathmodefalse
-\def\charkerncharspace{\kern 0.5ex}
-\def\charkernwordspace{\kern 0.5em\penalty 10}
-\let\charkerncommand\uppercase
-\def\@kap@tfor#1:=#2\do#3{\ifempty{#1}{}{%
- \@tforloop#2\@nil\@nil\@@#1{#3}}}
-\def\charkern#1{%
- \ifempty{#1}{}{%else
- \begingroup
- \def\test##1##2!!!!{\def\@tempa{##2}}\test#1!!!!%
- \ifx\@tempa\empty \edef\@@kc{#1}\else \def\@@kc{#1}\fi
- \def\c@@k{@s@e@v@y}%
- \def\ck@@##1 @s@e@v@y\@@ck{\def\@@kc{##1}}%
- \def\ck@##1 ##2\@@ck{\def\@kc{##1}\def\@@kc{##2}}%
-% \end{macrocode}
-% |\@kc| == first word of remaining sentence
-% \begin{macrocode}
- \def\iterate{\expandafter\expandafter\expandafter\ck@
-% \end{macrocode}
-% The |\space| forces the line to end on with a space.
-%
-% In |\@kernword| most of the real work is done
-%
-%
-% \begin{macrocode}
- \expandafter\@@kc\space @s@e@v@y\@@ck
- \expandafter\@kernword\expandafter{\@kc}%
- \ifx\@@kc\c@@k
- \let\next\relax
- \else
- \expandafter\ck@@\@@kc\@@ck
- \let\next\iterate\charkernwordspace
- \fi\next}\iterate
- \endgroup
- }}
-
-\def\@kernword#1{\def\d@ll@rm@th{$}\@kap@tfor\@nextchar:=#1\do{%
- \ifx\@nextchar\d@ll@rm@th
- \ifkern@mathmode
- \kern@mathmodefalse
-% \end{macrocode}
-%
-% Here all collected math is typeset
-%
-% \begin{macrocode}
- $\kern@math$%
- \else
- \kern@mathmodetrue
- \xdef\kern@math{}%
- \fi
- \else
- \ifkern@mathmode
- \begingroup
- \def\protect{\noexpand}%
-% \end{macrocode}
-%
-% eat up math char by char
-%
-% |ab -> A\kern .5ex B\kern .5ex|
-%
-% \begin{macrocode}
- \xdef\kern@math{\kern@math\@nextchar}%
- \endgroup
- \else
- \charkerncommand\expandafter{\@nextchar}\charkerncharspace
- \fi
- \fi
-}}
-
-\newcount\tracingkluwer
-\def\kludebug#1{\relax\ifcase\tracingkluwer \or
- \wlog{kap: #1}\or \typeout{kap: #1}\else
- \immediate\wlog{kap*: #1}\typeout{kap: #1}\fi}
-\global\tracingkluwer=3
-\def\kluverbatim{\par\begingroup\vbox \bgroup\trivlist
- \item\relax \vskip\parskip
- \rightskip\z@skip \parindent\z@
- \parfillskip\@flushglue \parskip0pt \@@par \@tempswafalse
- \def\par{\if@tempswa \leavevmode\null\@@par\penalty\interlinepenalty
- \else \@tempswatrue \ifhmode\@@par\penalty\interlinepenalty\fi \fi}
- \let\do\@makeother \catcode`\|=0
- \obeylines \verbatim@font \@noligs \dospecials \catcode`\%=14
- \frenchspacing\@vobeyspaces
- \everypar \expandafter{\the\everypar \unpenalty }}
-\def\endkluverbatim{\endtrivlist\egroup\endgroup}
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% end of klumac.sty
-
-
-
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\def\filedate{1998/03/13}
-\def\filename{klumath.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput}
-%\DoNotIndex{\@compare,\ifx,\global}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{T. \surname{Hoekwater}}
-%\institute{Kluwer Academic Publishers}
-%\begin{abstract}
-% The math environments |varequation| and |subequation|, and the
-% |mathsec| and |mathchap| options have been moved here.
-% These are intended for large articles or books.
-%
-% This package also implements theorem-like environment
-% support. There is one option: |thms|, which also defines the
-% theorems, instead of just controlling layout for user defined
-% theorems. This option is only supplied for backward compatibility,
-% use is deprecated.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Usage notes}
-%\subsection{Math environments}
-% Two environments are defined to use with equations: |varequation|
-% and\\ |subequation|.
-%
-% For |varequation|, there is one argument needed to be typeset as the
-% `equation counter'. Usage example:
-%\begin{verbatim}
-%\begin{varequation}{A.345}
-%...
-%\end{varequation}
-%\end{verbatim}
-%results in:
-%\begin{varequation}{A.345}
-%...
-%\end{varequation}
-% This environment does not step the equation counter.
-%
-% For |subequation|,
-% there is one {\it optional\/} argument, that allows selecting the formatted
-% layout of the added part of the equation number. Example usage:
-%\begin{verbatim}
-%\begin{subequation}[alph] % this is also the default value
-%\begin{equation}
-%...
-%\end{equation}
-%\end{subequation}
-%\end{verbatim}
-%
-% There are four package options, namely:
-% \begin{itemize}
-% \item[leqno] For equation numbers on the left.
-% \item[fleqn] For flush left equations.
-%\item[mathsec] For numbering within sections.
-%\item[mathchap] For numbering within chapters.
-% (make sure the chapter counter is defined before you use this one)
-% \end{itemize}
-%
-% There are two user settings:
-% \begin{itemize}
-% \item |\mathindent| controls the amount of left indentation of
-% equations under |fleqn|.
-% \item |\eqnoindent| controls indentation for equation numbers.
-% This only makes sense when used together with flush left equations, in
-% which case it will move the equation counter from the right side to
-% the left, with the specified indentation from the margin.
-%
-% \end{itemize}
-%
-% \subsection{Theorems}
-% This part of the stylefile is a bit strange, because it doesn't really do
-% much. For the theorem part, all it does is redefining the internal
-% \LaTeX\ command from |\newtheorem| to recognize some common
-% strings. Then it tries to extract meaning from the string it has
-% found, and typesets the entire theorem accordingly.
-%
-% All this has the following effect: If you define something like
-%\begin{verbatim}
-%\newtheorem{thm}{THEOREM}[subsubsection]
-%\end{verbatim}
-% It will still be typeset according to the rules defined in the
-% stylefile you're using, regardless of the environment name and the
-% used counter.
-%
-% At this time, the following ``names'' are recognized:
-%
-%\begin{tabular}{lllll} \hline
-%THEOREM & COROLLARY & LEMMA & CLAIM\\
-%ALGORITHM & DEFINITION & EXAMPLE & REMARK\\
-%PROBLEM & CONJECTURE & PROPOSITION & \\[6pt]
-%Remark & Note & Summary & Case & Criterion\\ \hline
-%\end{tabular}
-%
-% The case distinction is significant here, so please note that
-% |REMARK| and |Remark| are typeset differently.
-%
-% \subsection{Proof environments}
-%
-% The stylefile defines the environments |pf| and |pf*| for use in
-% proofs. |pf*| requires one argument, to be used as the `name' of the
-% proof. Example usage:
-%\begin{verbatim}
-%\begin{thm}
-%......
-%\end{thm}
-%\begin{pf*}{Proofs}
-%....
-%\end{pf*}\qed
-%\end{verbatim}
-%\begin{pf*}{Proofs}
-%....
-%\end{pf*}\qed
-% |\qed| Typesets an open box on the right margin.
-%
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{klumath}[\filedate ]
-\DeclareOption{leqno}{\AtEndOfPackage{\varleqno}}
-\DeclareOption{fleqn}{\AtEndOfPackage{\varfleqn}}
-\DeclareOption{mathsec}{%
- \def\theequation{\arabic{section}.\arabic{equation}}}
-\DeclareOption{mathchap}{%
- \def\theequation{\arabic{chapter}.\arabic{equation}}}
-\newif\if@thms \@thmsfalse
-\DeclareOption{thms}{\@thmstrue }
-\DeclareOption{secthm}{\AtEndOfPackage{\if@thms
- \renewcommand{\thethm}{\thesection.\arabic{thm}.}%
- \renewcommand{\thecrit}{\thesection.\arabic{crit}.}%
- \renewcommand{\therem}{\thesection.\arabic{rem}.}%
- \renewcommand{\theNote}{\thesection.\arabic{Note}.}%
- \renewcommand{\thesumm}{\thesection.\arabic{summ}.}%
- \renewcommand{\thecase}{\thesection.\arabic{case}.}%
- \fi
- }}
-\ExecuteOptions{}
-\ProcessOptions
-% \end{macrocode}
-% \subsection{Math environments}
-% First off is |varequation|. Doesn't step any counters, and it has one
-% argument to define the `equationnumber' to be used. The option
-% |\eqnoindent| allows fooling around with the location of the number.
-%
-% \begin{macrocode}
-\newdimen\eqnoindent
-\eqnoindent=0pt
-\def\varequation#1{$$ \gdef\curr@vareq{#1}}
-\def\endvarequation{\eqno \var@eqnnum $$\global\@ignoretrue }
-\def\var@eqnnum{\reset@font\normalcolor (\curr@vareq)}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\varleqno{%
- \def\@eqnnum{\hbox to .01\p@{}%
- \rlap{\reset@font\rmfamily\normalcolor
- \hskip -\displaywidth (\theequation)}}%
- \def\var@eqnnum{\hbox to .01\p@{}%
- \rlap{\reset@font\rmfamily\normalcolor
- \hskip -\displaywidth (\curr@vareq)}}%
-}%
-% \end{macrocode}
-% For |fleqn|, |varequation| has to be redefined, because it uses a
-% trivlist.
-% \begin{macrocode}
-\def\varfleqn{%
- \newdimen\mathindent
- \mathindent\leftmargini
- \def\varequation##1{%
- \@beginparpenalty\predisplaypenalty
- \@endparpenalty\postdisplaypenalty
- \gdef\curr@vareq{##1}\trivlist
- \item[]\leavevmode
- \hbox to\linewidth\bgroup $ \displaystyle
- \hskip\mathindent }%
- \def\endvarequation{$\hfil \displaywidth\linewidth
- \ifdim \eqnoindent =\z@
- \llap{\hbox{\var@eqnnum}}%
- \else
- \llap{\hbox to 2pc{\var@eqnnum\hss}\kern \displaywidth
- \kern -\eqnoindent}%
- \fi
- \egroup \endtrivlist}%
-%
- \def\[{\relax \ifmmode\@badmath
- \else \trivlist
- \@beginparpenalty\predisplaypenalty
- \@endparpenalty\postdisplaypenalty
- \item[]\leavevmode
- \hbox to\linewidth\bgroup $\m@th\displaystyle %$
- \hskip\mathindent\bgroup \fi}%
- \def\]{\relax \ifmmode \egroup $\hfil \egroup \endtrivlist % $
- \else \@badmath \fi }%
-%
- \renewenvironment{equation}%
- {\@beginparpenalty\predisplaypenalty
- \@endparpenalty\postdisplaypenalty
- \refstepcounter{equation}%
- \trivlist \item[]\leavevmode
- \hbox to\linewidth\bgroup $\m@th% $
- \displaystyle
- \hskip\mathindent}%
- {$\hfil % $
- \displaywidth\linewidth
- \ifdim \eqnoindent =\z@
- \llap{\hbox{\@eqnnum}}%
- \else
- \llap{\hbox to 2pc{\@eqnnum\hss}\kern \displaywidth
- \kern -\eqnoindent}%
- \fi
- \egroup
- \endtrivlist}%
-%
- \renewenvironment{eqnarray}{%
- \stepcounter{equation}%
- \def\@currentlabel{\p@equation\theequation}%
- \global\@eqnswtrue\m@th
- \global\@eqcnt\z@
- \tabskip\mathindent
- \let\\=\@eqncr
- \setlength{\abovedisplayskip}{\topsep}%
- \ifvmode
- \addtolength{\abovedisplayskip}{\partopsep}%
- \fi
- \addtolength{\abovedisplayskip}{\parskip}%
- \setlength{\belowdisplayskip}{\abovedisplayskip}%
- \setlength{\belowdisplayshortskip}{\abovedisplayskip}%
- \setlength{\abovedisplayshortskip}{\abovedisplayskip}%
- $$\everycr{}\halign to\linewidth% $$
- \bgroup
- \hskip\@centering
- $\displaystyle\tabskip\z@skip{####}$\@eqnsel&%
- \global\@eqcnt\@ne \hskip \tw@\arraycolsep \hfil${####}$\hfil&%
- \global\@eqcnt\tw@ \hskip \tw@\arraycolsep
- $\displaystyle{####}$\hfil \tabskip\@centering&%
- \global\@eqcnt\thr@@
- \llap \bgroup
- \ifdim \eqnoindent =\z@ \else
- \hbox to 2pc \bgroup \fi
- ####\ifdim \eqnoindent =\z@
- \egroup \else \hss\egroup\kern \displaywidth
- \kern -\eqnoindent\egroup
- \fi \tabskip\z@skip\cr}%
- {\@@eqncr
- \egroup
- \global\advance\c@equation\m@ne$$% $$
- \global\@ignoretrue
- }}
-% \end{macrocode}
-% |subequation| is a lot smarter, it implements subnumbering by
-% moving the current value of the |equation| counter to a fixed place,
-% then resets |equation| and restarts numbering.
-%
-% Now the equation number consists of the `fixed' part and the
-% updated new part.
-%
-% \begin{macrocode}
-\def\subequation{\@ifnextchar[{\@subequation}{\@subequation[alph]}}
-\def\@subequation[#1]{\refstepcounter{equation}%
-% \end{macrocode}
-% |\@testoption| is needed because we would like to have
-% $$\hfill (1.1)$$
-% with a dot, but
-%$$\hfill (1a)$$ without.
-%
-% \begin{macrocode}
- \def\@testoption{arabic}%
- \def\@testparam{#1}%
- \begingroup
-% \end{macrocode}
-% Save old values
-% \begin{macrocode}
- \edef\old@equation{\the\c@equation}%
- \edef\old@theequation{\theequation}%
- \setcounter{equation}{0}%
-% \end{macrocode}
-% If the optional arg. == arabic; typeset a dot in between.
-% \begin{macrocode}
- \ifx\@testoption\@testparam
- \def\theequation{\old@theequation.\csname #1\endcsname{equation}}
- \else
- \def\theequation{\old@theequation\csname #1\endcsname{equation}}
- \fi}
-% \end{macrocode}
-% Restore old values
-% \begin{macrocode}
-\def\endsubequation{%
- \setcounter{equation}{\old@equation}%
- \endgroup
- \global\@ignoretrue}
-% \end{macrocode}
-%\section{Theorems}
-% \subsection{Fixed macros}
-% \begin{macrocode}
-\newif\if@novspace
-\let\@thmscase\uppercase
-\newdimen\theoremsep
-\theoremsep\z@
-\def\thmdot{.}
-\def\@stylehead{\rm }
-\def\@styletext{\em }
-\let\@dispcase\relax
-\newdimen\dispsep
-\dispsep\parindent
-\def\dispdot{.}
-\def\@disphead{\it }
-\def\@disptext{\rm }
-% \end{macrocode}
-% Definition of the |pf| and |pf*| environments. These take into
-% account the value of |\if@novspace| that is set by the theorem-like
-% environments.
-% \begin{macrocode}
-\def\newproof#1#2{%
- \expandafter\def\csname #1\endcsname{\par
- \if@novspace \vskip-\lastskip
- \else \addvspace{1\baselineskip
- \@plus 0.5\baselineskip \@minus 0.1\baselineskip}%
- \fi \indent
- {\it #2.\/} \ignorespaces }%
- \expandafter\def\csname end#1\endcsname
- {\par \addvspace{1\baselineskip \@plus 0.5\baselineskip \@minus
- 0.1\baselineskip}%
- \global\@novspacefalse
- }}
-\newproof{pf}{Proof}
-
-% \end{macrocode}
-% |pf*| has an argument that allow on-the-spot redefinition of
-% |\proofname|.
-% \begin{macrocode}
-\@namedef{pf*}#1{\par
- \begingroup
- \def\proofname{#1}\pf
- \endgroup
- \ignorespaces}
-\@namedef{endpf*}{\endpf}
-% \end{macrocode}
-% |\qed| takes into account whether it is called during math mode or
-% text mode. This is important because outside of math mode there will
-% usually be a line to much in the output.
-% \begin{macrocode}
-\def\qed{\relax
- \ifmmode
- ~\hfill\Box
- \else
- \unskip\nobreak ~\hfill$\Box$%
- \fi \par}
-% \end{macrocode}
-%|\@begintheorem| and |\@opargbegintheorem| do the real work. Both
-%have roughly the same layout:
-% \begin{macrocode}
-\def\@begintheorem#1#2{\trivlist
- \global\@novspacetrue \itemindent\theoremsep
- \item[\kern\labelsep
- {\@stylehead\@thmscase{#1}\ #2\thmdot\/}]\ \@styletext}
-\def\@opargbegintheorem#1#2#3{\trivlist \labelsep\z@
- \global\@novspacetrue \itemindent\theoremsep
- \item[\kern \labelsep {\@stylehead\@thmscase{#1}\ #2\thmdot\
- (#3). \/}]\ \@styletext}
-\def\@endtheorem{\endtrivlist}
-\def\rmtheorem#1{%
- \expandafter\g@addto@macro\csname #1\endcsname{\rmfamily\upshape }%
- }
-% \end{macrocode}
-%
-% |\newdisplay|.
-%
-% This is taken from |ltthm.dtx|. It echoes the redefinitions
-% for theorems.
-% \begin{macrocode}
-\def\newdisplay#1{\@ifnextchar[{\@odisp{#1}}{\@ndisp{#1}}}
-\def\@ndisp#1#2{%
- \@ifnextchar[{\@xndisp{#1}{#2}}{\@yndisp{#1}{#2}}}
-\def\@xndisp#1#2[#3]{\expandafter\@ifdefinable\csname #1\endcsname
- {\@definecounter{#1}\@newctr{#1}[#3]%
- \expandafter\xdef\csname the#1\endcsname{\expandafter\noexpand
- \csname the#3\endcsname \@dispcountersep \@dispcounter{#1}}%
-\global\@namedef{#1}{%
- \@disp{#1}{#2}}\global\@namedef{end#1}{\@enddisplay}}}
-\def\@yndisp#1#2{\expandafter\@ifdefinable\csname #1\endcsname
-{\@definecounter{#1}%
-\expandafter\xdef\csname the#1\endcsname{\@dispcounter{#1}}%
-\global\@namedef{#1}{%
- \@disp{#1}{#2}}\global\@namedef{end#1}{\@enddisplay}}}
-\def\@odisp#1[#2]#3{%
- \@ifundefined{c@#2}{\@nocounterr{#2}}%
- {\expandafter\@ifdefinable\csname #1\endcsname
- {\global\@namedef{the#1}{\@nameuse{the#2}}%
-\global\@namedef{#1}{\@disp{#2}{#3}}%
-\global\@namedef{end#1}{\@enddisplay}}}}
-\def\@disp#1#2{\refstepcounter
- {#1}\@ifnextchar[{\@ydisp{#1}{#2}}{\@xdisp{#1}{#2}}}
-\def\@xdisp#1#2{\@begindisplay{#2}{\csname the#1\endcsname}\ignorespaces}
-\def\@ydisp#1#2[#3]{\@opargbegindisplay{#2}{\csname
- the#1\endcsname}{#3}\ignorespaces}
-\def\@dispcounter#1{\noexpand\arabic{#1}}
-\def\@dispcountersep{.}
-\def\@begindisplay#1#2{\trivlist
- \global\@novspacefalse \itemindent\dispsep
- \item[{\@disphead
- \@dispcase{#1}\ #2\dispdot \/}]\@disptext}
-\def\@opargbegindisplay#1#2#3{\trivlist
- \global\@novspacefalse
- \itemindent \dispsep
- \item[{\@disphead \@dispcase{#1}\ #2\dispdot\
- (\@dispcase{#3})\/}]\@disptext}
-\def\@enddisplay{\endtrivlist}
-% \end{macrocode}
-% \begin{macrocode}
-\if@thms
- \newtheorem{thm}{THEOREM}
- \newtheorem{cor}[thm]{COROLLARY}
- \newtheorem{lem}[thm]{LEMMA}
- \newtheorem{claim}[thm]{CLAIM}
- \newtheorem{conj}[thm]{CONJECTURE}
- \newtheorem{prop}[thm]{PROPOSITION}
- \newtheorem{exer}[thm]{EXERCISE}
- \newtheorem{REM}[thm]{REMARK}
- \newtheorem{prob}[thm]{PROBLEM}
- \newtheorem{alg}{ALGORITHM}
- \rmtheorem{alg}
- \newtheorem{defn}[thm]{DEFINITION}
- \rmtheorem{defn}
- \newtheorem{exmp}[thm]{EXAMPLE}
- \rmtheorem{exmp}
- \newdisplay{crit}{Criterion}
- \newdisplay{rem}{Remark}
- \newdisplay{Note}{Note}
- \newdisplay{summ}{Summary}
- \newdisplay{case}{Case}
-\fi
-\arraycolsep = 3pt
-\endinput
-% \end{macrocode}
-% \IndexParms{\hbadness=10000}
-%\PrintIndex
-%\end{document}
-% end of klumath.sty
-
-
-
-
-
-
-
-
+++ /dev/null
-% This style produces citations in the `author-year' format.
-% It supports two forms of citation: the \cite command produces: (Author, year)
-% in the text; the \cite* command only: (year) .
-
-
-ENTRY
- { address
- author
- booktitle
- chapter
- edition
- editor
- howpublished
- institution
- journal
- key
- note
- number
- organization
- pages
- publisher
- school
- series
- title
- type
- volume
- year
- }
- {}
- { label extra.label sort.label }
-
-INTEGERS { output.state before.all mid.sentence after.sentence after.block }
-
-FUNCTION {init.state.consts}
-{ #0 'before.all :=
- #1 'mid.sentence :=
- #2 'after.sentence :=
- #3 'after.block :=
-}
-
-STRINGS { s t }
-
-FUNCTION {output.nonnull}
-{ 's :=
- output.state mid.sentence =
- { ", " * write$ }
- { output.state after.block =
- { add.period$ write$
- newline$
- "\newblock " write$
- }
- { output.state before.all =
- 'write$
- { add.period$ " " * write$ }
- if$
- }
- if$
- mid.sentence 'output.state :=
- }
- if$
- s
-}
-
-FUNCTION {output.nonnull.extra}
-{ 's :=
- output.state mid.sentence =
- { " " * write$ }
- { output.state after.block =
- { add.period$ write$
- newline$
- "\newblock " write$
- }
- { output.state before.all =
- 'write$
- { add.period$ " " * write$ }
- if$
- }
- if$
- mid.sentence 'output.state :=
- }
- if$
- s
-}
-
-FUNCTION {output}
-{ duplicate$ empty$
- 'pop$
- 'output.nonnull
- if$
-}
-
-FUNCTION {output.extra}
-{ duplicate$ empty$
- 'pop$
- 'output.nonnull.extra
- if$
-}
-
-FUNCTION {output.check}
-{ 't :=
- duplicate$ empty$
- { pop$ "empty " t * " in " * cite$ * warning$ }
- 'output.nonnull
- if$
-}
-
-FUNCTION {output.check.extra}
-{ 't :=
- duplicate$ empty$
- { pop$ "empty " t * " in " * cite$ * warning$ }
- 'output.nonnull.extra
- if$
-}
-
-FUNCTION {output.year.check}
-{ year empty$
- { "empty year in " cite$ * warning$ }
- { write$
- ": " year * extra.label *
- mid.sentence 'output.state :=
- }
- if$
-}
-
-FUNCTION {output.bibitem}
-{ newline$
- "\bibitem[" write$
- label write$
- "]{" write$
- cite$ write$
- "}" write$
- newline$
- ""
- before.all 'output.state :=
-}
-
-FUNCTION {fin.entry}
-{ add.period$
- write$
- newline$
-}
-
-FUNCTION {new.block}
-{ output.state before.all =
- 'skip$
- { after.block 'output.state := }
- if$
-}
-
-FUNCTION {new.sentence}
-{ output.state after.block =
- 'skip$
- { output.state before.all =
- 'skip$
- { after.sentence 'output.state := }
- if$
- }
- if$
-}
-
-FUNCTION {not}
-{ { #0 }
- { #1 }
- if$
-}
-
-FUNCTION {and}
-{ 'skip$
- { pop$ #0 }
- if$
-}
-
-FUNCTION {or}
-{ { pop$ #1 }
- 'skip$
- if$
-}
-
-FUNCTION {new.block.checkb}
-{ empty$
- swap$ empty$
- and
- 'skip$
- 'new.block
- if$
-}
-
-FUNCTION {field.or.null}
-{ duplicate$ empty$
- { pop$ "" }
- 'skip$
- if$
-}
-
-FUNCTION {boldface}
-{ duplicate$ empty$
- { pop$ "" }
- { "{\bf " swap$ * "}" * }
- if$
-}
-
-FUNCTION {emphasize}
-{ duplicate$ empty$
- { pop$ "" }
- { "{\em " swap$ * "}" * }
- if$
-}
-
-INTEGERS { nameptr namesleft numnames }
-
-FUNCTION {format.names}
-{ 's :=
- #1 'nameptr :=
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- { s nameptr "{vv~}{ll}{, jj}{, f.}" format.name$ 't := }
- if$
- nameptr #1 >
- { namesleft #1 >
- { ", " * t * }
- { numnames #2 >
- { "," * }
- 'skip$
- if$
- t "others" =
- { " et~al." * }
- { " and " * t * }
- if$
- }
- if$
- }
- 't
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {format.ed.names}
-{ 's :=
- #1 'nameptr :=
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- if$
- nameptr #1 >
- { namesleft #1 >
- { ", " * t * }
- { numnames #2 >
- { "," * }
- 'skip$
- if$
- t "others" =
- { " et~al." * }
- { " and " * t * }
- if$
- }
- if$
- }
- 't
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {format.authors}
-{ author empty$
- { "" }
- { author format.names }
- if$
-}
-
-FUNCTION {format.key}
-{ empty$
- { key field.or.null }
- { "" }
- if$
-}
-
-FUNCTION {format.editors}
-{ editor empty$
- { "" }
- { editor format.names
- editor num.names$ #1 >
- { " (eds.)" * }
- { " (ed.)" * }
- if$
- }
- if$
-}
-
-FUNCTION {format.editors.extra}
-{ editor empty$
- { "" }
- { editor format.ed.names
- editor num.names$ #1 >
- { " (eds.)" * }
- { " (ed.)" * }
- if$
- }
- if$
-}
-
-FUNCTION {format.title}
-{ title empty$
- { "" }
- { "`" title "'" * * }
- if$
-}
-
-FUNCTION {n.dashify}
-{ 't :=
- ""
- { t empty$ not }
- { t #1 #1 substring$ "-" =
- { t #1 #2 substring$ "--" = not
- { "--" *
- t #2 global.max$ substring$ 't :=
- }
- { { t #1 #1 substring$ "-" = }
- { "-" *
- t #2 global.max$ substring$ 't :=
- }
- while$
- }
- if$
- }
- { t #1 #1 substring$ *
- t #2 global.max$ substring$ 't :=
- }
- if$
- }
- while$
-}
-
-FUNCTION {first.page.number}
-{ 't :=
- ""
- { t "" =
- { #0 }
- { t #1 #1 substring$ "-" = not }
- if$
- }
- { t #1 #1 substring$ *
- t #2 global.max$ substring$ 't :=
- }
- while$
-}
-
-FUNCTION {format.btitle}
-{ title emphasize
-}
-
-FUNCTION {tie.or.space.connect}
-{ duplicate$ text.length$ #3 <
- { "~" }
- { " " }
- if$
- swap$ * *
-}
-
-FUNCTION {either.or.check}
-{ empty$
- 'pop$
- { "can't use both " swap$ * " fields in " * cite$ * warning$ }
- if$
-}
-
-FUNCTION {format.bvolume}
-{ volume empty$
- { "" }
- { "Vol." volume tie.or.space.connect
- series empty$
- 'skip$
- { " of " * series emphasize * }
- if$
- "volume and number" number either.or.check
- }
- if$
-}
-
-FUNCTION {format.number.series}
-{ volume empty$
- { number empty$
- { series field.or.null }
- { output.state mid.sentence =
- { "No." }
- { "No." }
- if$
- number tie.or.space.connect
- series empty$
- { "there's a number but no series in " cite$ * warning$ }
- { " in " * series * }
- if$
- }
- if$
- }
- { "" }
- if$
-}
-
-FUNCTION {format.edition}
-{ edition empty$
- { "" }
- { output.state mid.sentence =
- { edition "l" change.case$ " edition" * }
- { edition "t" change.case$ " edition" * }
- if$
- }
- if$
-}
-
-INTEGERS { multiresult }
-
-FUNCTION {multi.page.check}
-{ 't :=
- #0 'multiresult :=
- { multiresult not
- t empty$ not
- and
- }
- { t #1 #1 substring$
- duplicate$ "-" =
- swap$ duplicate$ "," =
- swap$ "+" =
- or or
- { #1 'multiresult := }
- { t #2 global.max$ substring$ 't := }
- if$
- }
- while$
- multiresult
-}
-
-FUNCTION {format.pages}
-{ pages empty$
- { "" }
- { pages multi.page.check
- { "pp." pages n.dashify tie.or.space.connect }
- { "p." pages tie.or.space.connect }
- if$
- }
- if$
-}
-
-FUNCTION {format.page}
-{ pages empty$
- { "" }
- { "p.~" pages first.page.number * }
- if$
-}
-
-FUNCTION {format.vol.num.pages}
-{ volume field.or.null
- volume empty$
- 'skip$
- { boldface }
- if$
- number empty$
- 'skip$
- { "(" number * ")" * *
- volume empty$
- { "there's a number but no volume in " cite$ * warning$ }
- 'skip$
- if$
- }
- if$
- pages empty$
- 'skip$
- { duplicate$ empty$
- { pop$ format.pages }
- { ", " * pages n.dashify * }
- if$
- }
- if$
-}
-
-FUNCTION {format.vol.num.page}
-{ volume field.or.null
- volume empty$
- 'skip$
- { boldface }
- if$
- number empty$
- 'skip$
- { "(" number * ")" * *
- volume empty$
- { "there's a number but no volume in " cite$ * warning$ }
- 'skip$
- if$
- }
- if$
- pages empty$
- 'skip$
- { duplicate$ empty$
- { pop$ format.pages }
- { ", " * pages first.page.number * }
- if$
- }
- if$
-}
-
-FUNCTION {format.chapter.pages}
-{ chapter empty$
- 'format.pages
- { type empty$
- { "Chapt." }
- { type "l" change.case$ }
- if$
- chapter tie.or.space.connect
- pages empty$
- 'skip$
- { ", " * format.pages * }
- if$
- }
- if$
-}
-
-FUNCTION {format.in.ed.booktitle}
-{ booktitle empty$
- { "" }
- { editor empty$
- { "In: " booktitle emphasize * }
- { "In: " format.editors.extra * ": " * booktitle emphasize * }
- if$
- }
- if$
-}
-
-FUNCTION {format.in.booktitle.or.series}
-{ booktitle empty$
- { series empty$
- { "" }
- { "In: " series emphasize * }
- if$
- }
- { editor empty$
- { "In: " booktitle emphasize * }
- { "In: " format.editors.extra * ": " * booktitle emphasize * }
- if$
- }
- if$
-}
-
-FUNCTION {format.thesis.type}
-{ type empty$
- 'skip$
- { pop$
- type "t" change.case$
- }
- if$
-}
-
-FUNCTION {format.tr.number}
-{ type empty$
- { "Technical Report" }
- 'type
- if$
- number empty$
- { "t" change.case$ }
- { number tie.or.space.connect }
- if$
-}
-
-FUNCTION {format.article.crossref}
-{ "in"
- " \cite{" * crossref * "}" *
-}
-
-FUNCTION {format.book.crossref}
-{ volume empty$
- { "empty volume in " cite$ * "'s crossref of " * crossref * warning$
- "in "
- }
- { "Vol." volume tie.or.space.connect
- " of " *
- }
- if$
- "\cite{" * crossref * "}" *
-}
-
-FUNCTION {format.incoll.inproc.crossref}
-{ "in"
- " \cite{" * crossref * "}" *
-}
-
-FUNCTION {article}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { journal emphasize "journal" output.check.extra
- format.vol.num.pages output.extra
- }
- { format.article.crossref output.nonnull
- format.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {book}
-{ output.bibitem
- author empty$
- { format.editors "author and editor" output.check
- editor format.key output
- }
- { format.authors output.nonnull
- crossref missing$
- { "author and editor" editor either.or.check }
- 'skip$
- if$
- }
- if$
- output.year.check
- format.btitle "title" output.check
- crossref missing$
- { format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- }
- { new.block
- format.book.crossref output.nonnull
- }
- if$
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {booklet}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.btitle "title" output.check
- new.block
- howpublished output
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {inbook}
-{ output.bibitem
- author empty$
- { format.editors "author and editor" output.check
- editor format.key output
- }
- { format.authors output.nonnull
- crossref missing$
- { "author and editor" editor either.or.check }
- 'skip$
- if$
- }
- if$
- output.year.check
- format.btitle "title" output.check
- crossref missing$
- { format.bvolume output
- format.chapter.pages "chapter and pages" output.check
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- }
- { format.chapter.pages "chapter and pages" output.check
- new.block
- format.book.crossref output.nonnull
- }
- if$
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {incollection}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { format.in.ed.booktitle "booktitle" output.check
- format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- format.edition output
- format.chapter.pages output
- }
- { format.incoll.inproc.crossref output.nonnull
- format.chapter.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {inproceedings}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { format.in.booktitle.or.series "booktitle or series" output.check
- format.bvolume output
- new.sentence
- address output
- format.pages output
- }
- { format.incoll.inproc.crossref output.nonnull
- format.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {conference} { inproceedings }
-
-FUNCTION {manual}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- organization output
- address output
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {mastersthesis}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- "Master's thesis" format.thesis.type output.nonnull
- school "school" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {misc}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.title output
- new.block
- howpublished output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {phdthesis}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- "Ph.D. thesis" format.thesis.type output.nonnull
- school "school" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {proceedings}
-{ output.bibitem
- format.editors output
- editor format.key output
- output.year.check
- format.title "title" output.check
- format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- organization output.extra
- publisher output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {techreport}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- format.tr.number output.nonnull
- institution "institution" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {unpublished}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- note "note" output.check
- fin.entry
-}
-
-FUNCTION {default.type} { misc }
-
-MACRO {jan} {"Jan."}
-
-MACRO {feb} {"Feb."}
-
-MACRO {mar} {"Mar."}
-
-MACRO {apr} {"Apr,"}
-
-MACRO {may} {"May"}
-
-MACRO {jun} {"June"}
-
-MACRO {jul} {"July"}
-
-MACRO {aug} {"Aug."}
-
-MACRO {sep} {"Sept."}
-
-MACRO {oct} {"Oct."}
-
-MACRO {nov} {"Nov."}
-
-MACRO {dec} {"Dec."}
-
-READ
-
-FUNCTION {sortify}
-{ purify$
- "l" change.case$
-}
-
-INTEGERS { len }
-
-FUNCTION {chop.word}
-{ 's :=
- 'len :=
- s #1 len substring$ =
- { s len #1 + global.max$ substring$ }
- 's
- if$
-}
-
-FUNCTION {format.lab.names}
-{ 's :=
- s #1 "{vv~}{ll}" format.name$
- s num.names$ duplicate$
- #2 >
- { pop$ " et~al." * }
- { #2 <
- 'skip$
- { s #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" =
- { " et~al." * }
- { " and " * s #2 "{vv~}{ll}" format.name$ * }
- if$
- }
- if$
- }
- if$
-}
-
-FUNCTION {author.key.label}
-{ author empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { author format.lab.names }
- if$
-}
-
-FUNCTION {author.editor.key.label}
-{ author empty$
- { editor empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { editor format.lab.names }
- if$
- }
- { author format.lab.names }
- if$
-}
-
-FUNCTION {editor.key.label}
-{ editor empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { editor format.lab.names }
- if$
-}
-
-FUNCTION {calc.label}
-{ type$ "book" =
- type$ "inbook" =
- or
- 'author.editor.key.label
- { type$ "proceedings" =
- 'editor.key.label
- 'author.key.label
- if$
- }
- if$
- "\protect\citeauthoryear{" swap$ * "}{"
- *
- year field.or.null purify$ #-1 #4 substring$
- *
- 'label :=
-}
-
-FUNCTION {sort.format.names}
-{ 's :=
- #1 'nameptr :=
- ""
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { " " * }
- 'skip$
- if$
- s nameptr "{vv{ } }{ll{ }}{ f{ }}{ jj{ }}" format.name$ 't :=
- nameptr numnames = t "others" = and
- { "et al" * }
- { t sortify * }
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {sort.format.title}
-{ 't :=
- "A " #2
- "An " #3
- "The " #4 t chop.word
- chop.word
- chop.word
- sortify
- #1 global.max$ substring$
-}
-
-FUNCTION {author.sort}
-{ author empty$
- { key empty$
- { "to sort, need author or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { author sort.format.names }
- if$
-}
-
-FUNCTION {author.editor.sort}
-{ author empty$
- { editor empty$
- { key empty$
- { "to sort, need author, editor, or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { editor sort.format.names }
- if$
- }
- { author sort.format.names }
- if$
-}
-
-FUNCTION {editor.sort}
-{ editor empty$
- { key empty$
- { "to sort, need editor or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { editor sort.format.names }
- if$
-}
-
-FUNCTION {presort}
-{ calc.label
- label sortify
- " "
- *
- type$ "book" =
- type$ "inbook" =
- or
- 'author.editor.sort
- { type$ "proceedings" =
- 'editor.sort
- 'author.sort
- if$
- }
- if$
- #1 entry.max$ substring$
- 'sort.label :=
- sort.label
- *
- " "
- *
- title field.or.null
- sort.format.title
- *
- #1 entry.max$ substring$
- 'sort.key$ :=
-}
-
-ITERATE {presort}
-
-SORT % by label, sort.label, title---for final label calculation
-
-STRINGS { last.label next.extra }
-
-INTEGERS { last.extra.num }
-
-FUNCTION {initialize.extra.label.stuff}
-{ #0 int.to.chr$ 'last.label :=
- "" 'next.extra :=
- #0 'last.extra.num :=
-}
-
-FUNCTION {forward.pass}
-{ last.label label =
- { last.extra.num #1 + 'last.extra.num :=
- last.extra.num int.to.chr$ 'extra.label :=
- }
- { "a" chr.to.int$ 'last.extra.num :=
- "" 'extra.label :=
- label 'last.label :=
- }
- if$
-}
-
-FUNCTION {reverse.pass}
-{ next.extra "b" =
- { "a" 'extra.label := }
- 'skip$
- if$
- label extra.label * "}" * 'label :=
- extra.label 'next.extra :=
-}
-
-EXECUTE {initialize.extra.label.stuff}
-
-ITERATE {forward.pass}
-
-REVERSE {reverse.pass}
-
-FUNCTION {bib.sort.order}
-{ sort.label
- " "
- *
- year field.or.null sortify
- *
- " "
- *
- title field.or.null
- sort.format.title
- *
- #1 entry.max$ substring$
- 'sort.key$ :=
-}
-
-ITERATE {bib.sort.order}
-
-SORT % by sort.label, year, title---giving final bibliography order
-
-FUNCTION {begin.bib}
-{ preamble$ empty$
- 'skip$
- { preamble$ write$ newline$ }
- if$
- "\begin{thebibliography}{}" write$ newline$
-}
-
-EXECUTE {begin.bib}
-
-EXECUTE {init.state.consts}
-
-ITERATE {call.type$}
-
-FUNCTION {end.bib}
-{ newline$
- "\end{thebibliography}" write$ newline$
-}
-
-EXECUTE {end.bib}
-
+++ /dev/null
-%
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\def\filedate{1998/02/11}
-\def\filename{klunote.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\gdef,\@cla,\@clb}
-%\DoNotIndex{\normalsize,\protect,\global,\setbox,\hbox,\vbox,\endinput}
-%\DoNotIndex{\egroup,\endgroup,\bgroup,\begingroup,\let}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{T. \surname{Hoekwater}}
-%\institute{Kluwer Academic Publishers}
-%\begin{abstract}
-% This internal stylefile takes care of footnotes, endnotes and marginpars.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\section{Usage}
-%
-%
-% Footnotes are quite normal in usage, so please see Lamport for
-% details.
-%
-% Endnotes were originally code from |endnotes.sty| (\LaTeX 2.09
-% package), with some minor adjustments to aid\endnote{Example}
-% kluwer layout. Endnotes can be used just as |\footnote|s, with the
-% command |\endnote| and family. Say |\theendnotes| where you
-% want\endnote{another}.
-% them to appear in your document.
-%
-% This endnote code {\it does\/} obey |\nofiles|, but will not work
-% then (prevents an NFS error i've had). This means: any
-% writing command will be ignored, but the file will be read if
-% available. Note that this might mean that the endnotes are incorrect!
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{klunote}[\filedate ]
-% \end{macrocode}
-%
-%
-% \subsection{Footnotes}
-%
-% Most stylefiles need to redefine the following lines, but we
-% need a default anyway...
-% \begin{macrocode}
-\def\footnoterule{\kern-3\p@
- \hrule width 3pc
- \kern 2.6\p@}
-\long\def\@makefntext#1{\parindent 1em\noindent
- \hbox to 1.5em{\hss$^{\@thefnmark}$}\hskip0.5em\footnotesize#1}
-\def\@makefnmark{\hbox{$^{\@thefnmark}\m@th$}}
-\footnotesep 6pt
-\skip\footins 10pt plus 4pt minus 2pt
-% \end{macrocode}
-% \subsection{Endnotes}
-% User options first.
-% \begin{macrocode}
-\newcounter{endnote}
-\def\theendnote{\arabic{endnote}}
-\def\@makeenmark{\hbox{$^{\@theenmark}$}}
-\newdimen\endnotesep
-\setlength\endnotesep{1pt}
-\def\notesname{Notes}% <------ JK
-\def\endnotesize{\footnotesize}
-\def\endnoteformat{\vskip\endnotesep
- \rightskip\z@ \leftskip\z@
- \parindent=1.8em\leavevmode\llap{\hbox{$^{\@theenmark}$ }}}
-% \end{macrocode}
-% User level interface: |\endnote|, |\addtoendnotes| and
-% |\theendnotes|.
-% \begin{macrocode}
-\def\endnote{%
- \@ifnextchar[
- {\@xendnote}%
- {\stepcounter{endnote}%
- \xdef\@theenmark{\theendnote}%
- \@endnotemark
- \@endnotetext}}
-\long\def\addtoendnotes#1{%
- \if@endnotesopen \else \@openendnotes \fi
- \begingroup
- \newlinechar='40
- \let\protect\string
- \if@filesw \immediate\write\@endnotes{#1}\fi
- \endgroup}
-% \end{macrocode}
-%
-% I can't remember what the |\makeatletter| is doing here.
-%
-% \begin{macrocode}
-\def\theendnotes{%
- \if@filesw \immediate\closeout\@endnotes \fi
- \global\@endnotesopenfalse
- \begingroup
- \makeatletter
- \def\@doanendnote##1##2>{%
- \def\@theenmark{##1}%
- \par\begingroup
- \endnoteformat}%
- \def\@endanendnote{\par\endgroup}%
- \def\ETC.{\PackageError{klunote}{%
- Some endnotes will be truncated}{%
- Because of memory constraints, LaTeX truncated some\MessageBreak
- long endnotes while writing the auxiliary file.\MessageBreak
- Use a bigger TeX main memory size to avoid this,\MessageBreak
- It is save to continue by pressing <enter>}%
- \def\ETC.{\relax}}%
- \IfFileExists{\jobname.ent}{%
- \endnoteheading
- \endnotesize
- \@input{\jobname.ent}}{}%
- \endgroup }
-% \end{macrocode}
-% The less commonly used part of the user interface.
-% \begin{macrocode}
-\def\endnotemark{%
- \@ifnextchar[{\@xendnotemark}%
- {\stepcounter{endnote}%
- \xdef\@theenmark{\theendnote}%
- \@endnotemark}}
-\def\endnotetext{%
- \@ifnextchar[{\@xendnotenext}%
- {\xdef\@theenmark{\theendnote}%
- \@endnotetext}}
-\def\endnoteheading{\section*{\notesname
- \imarkboth{\notesname}{\notesname}}\leavevmode\par}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\@xendnote[#1]{\begingroup
- \c@endnote=#1\relax
- \xdef\@theenmark{\theendnote}\endgroup
- \@endnotemark\@endnotetext}
-\let\@doanendnote=0
-\let\@endanendnote=0
-\newwrite\@endnotes
-\newif\if@endnotesopen \@endnotesopenfalse
-\def\@openendnotes{%
- \if@filesw \immediate\openout\@endnotes=\jobname.ent\relax
- \global\@endnotesopentrue \fi}
-\long\def\@endnotetext#1{%
- \if@endnotesopen \else \@openendnotes \fi
- \if@filesw \immediate\write\@endnotes{\@doanendnote{\@theenmark}}\fi
- \begingroup
- \def\next{#1}%
- \newlinechar='40
- \if@filesw \immediate\write\@endnotes{\meaning\next}\fi
- \endgroup
- \if@filesw \immediate\write\@endnotes{\@endanendnote}\fi
- \edef\@currentlabel{\csname p@endnote\endcsname\@theenmark}}
-\def\@xendnotemark[#1]{%
- \begingroup
- \c@endnote #1\relax
- \xdef\@theenmark{\theendnote}\endgroup
- \@endnotemark}
-\def\@endnotemark{%
- \leavevmode
- \ifhmode \edef\@x@sf{\the\spacefactor}\fi
- \@makeenmark
- \ifhmode\spacefactor\@x@sf\fi\relax}
-\def\@xendnotenext[#1]{%
- \begingroup \c@endnote=#1\relax
- \xdef\@theenmark{\theendnote}\endgroup
- \@endnotetext}
-% \end{macrocode}
-%
-%
-% \subsection{marginparbox}
-% This redefinition puts a |\marginparbox| in a |\fbox|. I am not sure
-% whether we want this, because it is quite hard to restore if needed.
-% \begin{macrocode}
-%\long\def\@savemarbox#1#2{%
-% \global\setbox #1
-% \vtop{\fbox{\vtop{\hsize\marginparwidth
-% \@parboxrestore
-% \raggedright
-% \footnotesize
-% #2}}}}
-\endinput
-% \end{macrocode}
-% \theendnotes
-%\PrintIndex
-%\end{document}
-% end of klunote.sty
-
-
\ No newline at end of file
+++ /dev/null
-% This style produces citations in the `author-year' format.
-% It supports two forms of citation: the \cite command produces: (Author, year)
-% in the text; the \cite* command only: (year) .
-
-
-ENTRY
- { address
- author
- booktitle
- chapter
- edition
- editor
- howpublished
- institution
- journal
- key
- note
- number
- organization
- pages
- publisher
- school
- series
- title
- type
- volume
- year
- }
- {}
- { label extra.label sort.label }
-
-INTEGERS { output.state before.all mid.sentence after.sentence after.block }
-
-FUNCTION {init.state.consts}
-{ #0 'before.all :=
- #1 'mid.sentence :=
- #2 'after.sentence :=
- #3 'after.block :=
-}
-
-STRINGS { s t }
-
-FUNCTION {output.nonnull}
-{ 's :=
- output.state mid.sentence =
- { ", " * write$ }
- { output.state after.block =
- { add.period$ write$
- newline$
- "\newblock " write$
- }
- { output.state before.all =
- 'write$
- { add.period$ " " * write$ }
- if$
- }
- if$
- mid.sentence 'output.state :=
- }
- if$
- s
-}
-
-FUNCTION {output.nonnull.extra}
-{ 's :=
- output.state mid.sentence =
- { " " * write$ }
- { output.state after.block =
- { add.period$ write$
- newline$
- "\newblock " write$
- }
- { output.state before.all =
- 'write$
- { add.period$ " " * write$ }
- if$
- }
- if$
- mid.sentence 'output.state :=
- }
- if$
- s
-}
-
-FUNCTION {output}
-{ duplicate$ empty$
- 'pop$
- 'output.nonnull
- if$
-}
-
-FUNCTION {output.extra}
-{ duplicate$ empty$
- 'pop$
- 'output.nonnull.extra
- if$
-}
-
-FUNCTION {output.check}
-{ 't :=
- duplicate$ empty$
- { pop$ "empty " t * " in " * cite$ * warning$ }
- 'output.nonnull
- if$
-}
-
-FUNCTION {output.check.extra}
-{ 't :=
- duplicate$ empty$
- { pop$ "empty " t * " in " * cite$ * warning$ }
- 'output.nonnull.extra
- if$
-}
-
-FUNCTION {output.year.check}
-{ year empty$
- { "empty year in " cite$ * warning$ }
- { write$
- ": " year * extra.label *
- mid.sentence 'output.state :=
- }
- if$
-}
-
-FUNCTION {output.bibitem}
-{ newline$
- "\bibitem{" write$
- cite$ write$
- "}" write$
- newline$
- ""
- before.all 'output.state :=
-}
-
-FUNCTION {fin.entry}
-{ add.period$
- write$
- newline$
-}
-
-FUNCTION {new.block}
-{ output.state before.all =
- 'skip$
- { after.block 'output.state := }
- if$
-}
-
-FUNCTION {new.sentence}
-{ output.state after.block =
- 'skip$
- { output.state before.all =
- 'skip$
- { after.sentence 'output.state := }
- if$
- }
- if$
-}
-
-FUNCTION {not}
-{ { #0 }
- { #1 }
- if$
-}
-
-FUNCTION {and}
-{ 'skip$
- { pop$ #0 }
- if$
-}
-
-FUNCTION {or}
-{ { pop$ #1 }
- 'skip$
- if$
-}
-
-FUNCTION {new.block.checkb}
-{ empty$
- swap$ empty$
- and
- 'skip$
- 'new.block
- if$
-}
-
-FUNCTION {field.or.null}
-{ duplicate$ empty$
- { pop$ "" }
- 'skip$
- if$
-}
-
-FUNCTION {boldface}
-{ duplicate$ empty$
- { pop$ "" }
- { "{\bf " swap$ * "}" * }
- if$
-}
-
-FUNCTION {emphasize}
-{ duplicate$ empty$
- { pop$ "" }
- { "{\em " swap$ * "}" * }
- if$
-}
-
-INTEGERS { nameptr namesleft numnames }
-
-FUNCTION {format.names}
-{ 's :=
- #1 'nameptr :=
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- { s nameptr "{vv~}{ll}{, jj}{, f.}" format.name$ 't := }
- if$
- nameptr #1 >
- { namesleft #1 >
- { ", " * t * }
- { numnames #2 >
- { "," * }
- 'skip$
- if$
- t "others" =
- { " et~al." * }
- { " and " * t * }
- if$
- }
- if$
- }
- 't
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {format.ed.names}
-{ 's :=
- #1 'nameptr :=
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- { s nameptr "{f. }{vv~}{ll}{, jj}" format.name$ 't := }
- if$
- nameptr #1 >
- { namesleft #1 >
- { ", " * t * }
- { numnames #2 >
- { "," * }
- 'skip$
- if$
- t "others" =
- { " et~al." * }
- { " and " * t * }
- if$
- }
- if$
- }
- 't
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {format.authors}
-{ author empty$
- { "" }
- { author format.names }
- if$
-}
-
-FUNCTION {format.key}
-{ empty$
- { key field.or.null }
- { "" }
- if$
-}
-
-FUNCTION {format.editors}
-{ editor empty$
- { "" }
- { editor format.names
- editor num.names$ #1 >
- { " (eds.)" * }
- { " (ed.)" * }
- if$
- }
- if$
-}
-
-FUNCTION {format.editors.extra}
-{ editor empty$
- { "" }
- { editor format.ed.names
- editor num.names$ #1 >
- { " (eds.)" * }
- { " (ed.)" * }
- if$
- }
- if$
-}
-
-FUNCTION {format.title}
-{ title empty$
- { "" }
- { "`" title "'" * * }
- if$
-}
-
-FUNCTION {n.dashify}
-{ 't :=
- ""
- { t empty$ not }
- { t #1 #1 substring$ "-" =
- { t #1 #2 substring$ "--" = not
- { "--" *
- t #2 global.max$ substring$ 't :=
- }
- { { t #1 #1 substring$ "-" = }
- { "-" *
- t #2 global.max$ substring$ 't :=
- }
- while$
- }
- if$
- }
- { t #1 #1 substring$ *
- t #2 global.max$ substring$ 't :=
- }
- if$
- }
- while$
-}
-
-FUNCTION {first.page.number}
-{ 't :=
- ""
- { t "" =
- { #0 }
- { t #1 #1 substring$ "-" = not }
- if$
- }
- { t #1 #1 substring$ *
- t #2 global.max$ substring$ 't :=
- }
- while$
-}
-
-FUNCTION {format.btitle}
-{ title emphasize
-}
-
-FUNCTION {tie.or.space.connect}
-{ duplicate$ text.length$ #3 <
- { "~" }
- { " " }
- if$
- swap$ * *
-}
-
-FUNCTION {either.or.check}
-{ empty$
- 'pop$
- { "can't use both " swap$ * " fields in " * cite$ * warning$ }
- if$
-}
-
-FUNCTION {format.bvolume}
-{ volume empty$
- { "" }
- { "Vol." volume tie.or.space.connect
- series empty$
- 'skip$
- { " of " * series emphasize * }
- if$
- "volume and number" number either.or.check
- }
- if$
-}
-
-FUNCTION {format.number.series}
-{ volume empty$
- { number empty$
- { series field.or.null }
- { output.state mid.sentence =
- { "No." }
- { "No." }
- if$
- number tie.or.space.connect
- series empty$
- { "there's a number but no series in " cite$ * warning$ }
- { " in " * series * }
- if$
- }
- if$
- }
- { "" }
- if$
-}
-
-FUNCTION {format.edition}
-{ edition empty$
- { "" }
- { output.state mid.sentence =
- { edition "l" change.case$ " edition" * }
- { edition "t" change.case$ " edition" * }
- if$
- }
- if$
-}
-
-INTEGERS { multiresult }
-
-FUNCTION {multi.page.check}
-{ 't :=
- #0 'multiresult :=
- { multiresult not
- t empty$ not
- and
- }
- { t #1 #1 substring$
- duplicate$ "-" =
- swap$ duplicate$ "," =
- swap$ "+" =
- or or
- { #1 'multiresult := }
- { t #2 global.max$ substring$ 't := }
- if$
- }
- while$
- multiresult
-}
-
-FUNCTION {format.pages}
-{ pages empty$
- { "" }
- { pages multi.page.check
- { "pp." pages n.dashify tie.or.space.connect }
- { "p." pages tie.or.space.connect }
- if$
- }
- if$
-}
-
-FUNCTION {format.page}
-{ pages empty$
- { "" }
- { "p.~" pages first.page.number * }
- if$
-}
-
-FUNCTION {format.vol.num.pages}
-{ volume field.or.null
- volume empty$
- 'skip$
- { boldface }
- if$
- number empty$
- 'skip$
- { "(" number * ")" * *
- volume empty$
- { "there's a number but no volume in " cite$ * warning$ }
- 'skip$
- if$
- }
- if$
- pages empty$
- 'skip$
- { duplicate$ empty$
- { pop$ format.pages }
- { ", " * pages n.dashify * }
- if$
- }
- if$
-}
-
-FUNCTION {format.vol.num.page}
-{ volume field.or.null
- volume empty$
- 'skip$
- { boldface }
- if$
- number empty$
- 'skip$
- { "(" number * ")" * *
- volume empty$
- { "there's a number but no volume in " cite$ * warning$ }
- 'skip$
- if$
- }
- if$
- pages empty$
- 'skip$
- { duplicate$ empty$
- { pop$ format.pages }
- { ", " * pages first.page.number * }
- if$
- }
- if$
-}
-
-FUNCTION {format.chapter.pages}
-{ chapter empty$
- 'format.pages
- { type empty$
- { "Chapt." }
- { type "l" change.case$ }
- if$
- chapter tie.or.space.connect
- pages empty$
- 'skip$
- { ", " * format.pages * }
- if$
- }
- if$
-}
-
-FUNCTION {format.in.ed.booktitle}
-{ booktitle empty$
- { "" }
- { editor empty$
- { "In: " booktitle emphasize * }
- { "In: " format.editors.extra * ": " * booktitle emphasize * }
- if$
- }
- if$
-}
-
-FUNCTION {format.in.booktitle.or.series}
-{ booktitle empty$
- { series empty$
- { "" }
- { "In: " series emphasize * }
- if$
- }
- { editor empty$
- { "In: " booktitle emphasize * }
- { "In: " format.editors.extra * ": " * booktitle emphasize * }
- if$
- }
- if$
-}
-
-FUNCTION {format.thesis.type}
-{ type empty$
- 'skip$
- { pop$
- type "t" change.case$
- }
- if$
-}
-
-FUNCTION {format.tr.number}
-{ type empty$
- { "Technical Report" }
- 'type
- if$
- number empty$
- { "t" change.case$ }
- { number tie.or.space.connect }
- if$
-}
-
-FUNCTION {format.article.crossref}
-{ "in"
- " \cite{" * crossref * "}" *
-}
-
-FUNCTION {format.book.crossref}
-{ volume empty$
- { "empty volume in " cite$ * "'s crossref of " * crossref * warning$
- "in "
- }
- { "Vol." volume tie.or.space.connect
- " of " *
- }
- if$
- "\cite{" * crossref * "}" *
-}
-
-FUNCTION {format.incoll.inproc.crossref}
-{ "in"
- " \cite{" * crossref * "}" *
-}
-
-FUNCTION {article}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { journal emphasize "journal" output.check.extra
- format.vol.num.pages output.extra
- }
- { format.article.crossref output.nonnull
- format.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {book}
-{ output.bibitem
- author empty$
- { format.editors "author and editor" output.check
- editor format.key output
- }
- { format.authors output.nonnull
- crossref missing$
- { "author and editor" editor either.or.check }
- 'skip$
- if$
- }
- if$
- output.year.check
- format.btitle "title" output.check
- crossref missing$
- { format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- }
- { new.block
- format.book.crossref output.nonnull
- }
- if$
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {booklet}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.btitle "title" output.check
- new.block
- howpublished output
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {inbook}
-{ output.bibitem
- author empty$
- { format.editors "author and editor" output.check
- editor format.key output
- }
- { format.authors output.nonnull
- crossref missing$
- { "author and editor" editor either.or.check }
- 'skip$
- if$
- }
- if$
- output.year.check
- format.btitle "title" output.check
- crossref missing$
- { format.bvolume output
- format.chapter.pages "chapter and pages" output.check
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- }
- { format.chapter.pages "chapter and pages" output.check
- new.block
- format.book.crossref output.nonnull
- }
- if$
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {incollection}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { format.in.ed.booktitle "booktitle" output.check
- format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- publisher "publisher" output.check.extra
- format.edition output
- format.chapter.pages output
- }
- { format.incoll.inproc.crossref output.nonnull
- format.chapter.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {inproceedings}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- crossref missing$
- { format.in.booktitle.or.series "booktitle or series" output.check
- format.bvolume output
- new.sentence
- address output
- format.pages output
- }
- { format.incoll.inproc.crossref output.nonnull
- format.pages output
- }
- if$
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {conference} { inproceedings }
-
-FUNCTION {manual}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- organization output
- address output
- format.edition output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {mastersthesis}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- "Master's thesis" format.thesis.type output.nonnull
- school "school" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {misc}
-{ output.bibitem
- format.authors output
- author format.key output
- output.year.check
- format.title output
- new.block
- howpublished output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {phdthesis}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- "Ph.D. thesis" format.thesis.type output.nonnull
- school "school" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {proceedings}
-{ output.bibitem
- format.editors output
- editor format.key output
- output.year.check
- format.title "title" output.check
- format.bvolume output
- format.number.series output
- new.block
- address empty$
- 'skip$
- { address ":" * output }
- if$
- organization output.extra
- publisher output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {techreport}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- format.tr.number output.nonnull
- institution "institution" output.check
- address output
- new.block
- note output
- fin.entry
-}
-
-FUNCTION {unpublished}
-{ output.bibitem
- format.authors "author" output.check
- author format.key output
- output.year.check
- format.title "title" output.check
- new.block
- note "note" output.check
- fin.entry
-}
-
-FUNCTION {default.type} { misc }
-
-MACRO {jan} {"Jan."}
-
-MACRO {feb} {"Feb."}
-
-MACRO {mar} {"Mar."}
-
-MACRO {apr} {"Apr,"}
-
-MACRO {may} {"May"}
-
-MACRO {jun} {"June"}
-
-MACRO {jul} {"July"}
-
-MACRO {aug} {"Aug."}
-
-MACRO {sep} {"Sept."}
-
-MACRO {oct} {"Oct."}
-
-MACRO {nov} {"Nov."}
-
-MACRO {dec} {"Dec."}
-
-READ
-
-FUNCTION {sortify}
-{ purify$
- "l" change.case$
-}
-
-INTEGERS { len }
-
-FUNCTION {chop.word}
-{ 's :=
- 'len :=
- s #1 len substring$ =
- { s len #1 + global.max$ substring$ }
- 's
- if$
-}
-
-FUNCTION {format.lab.names}
-{ 's :=
- s #1 "{vv~}{ll}" format.name$
- s num.names$ duplicate$
- #2 >
- { pop$ " et~al." * }
- { #2 <
- 'skip$
- { s #2 "{ff }{vv }{ll}{ jj}" format.name$ "others" =
- { " et~al." * }
- { " and " * s #2 "{vv~}{ll}" format.name$ * }
- if$
- }
- if$
- }
- if$
-}
-
-FUNCTION {author.key.label}
-{ author empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { author format.lab.names }
- if$
-}
-
-FUNCTION {author.editor.key.label}
-{ author empty$
- { editor empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { editor format.lab.names }
- if$
- }
- { author format.lab.names }
- if$
-}
-
-FUNCTION {editor.key.label}
-{ editor empty$
- { key empty$
- { cite$ #1 #3 substring$ }
- 'key
- if$
- }
- { editor format.lab.names }
- if$
-}
-
-FUNCTION {calc.label}
-{ type$ "book" =
- type$ "inbook" =
- or
- 'author.editor.key.label
- { type$ "proceedings" =
- 'editor.key.label
- 'author.key.label
- if$
- }
- if$
- "" swap$ * "}{"
- *
- year field.or.null purify$ #-1 #4 substring$
- *
- 'label :=
-}
-
-FUNCTION {sort.format.names}
-{ 's :=
- #1 'nameptr :=
- ""
- s num.names$ 'numnames :=
- numnames 'namesleft :=
- { namesleft #0 > }
- { nameptr #1 >
- { " " * }
- 'skip$
- if$
- s nameptr "{vv{ } }{ll{ }}{ f{ }}{ jj{ }}" format.name$ 't :=
- nameptr numnames = t "others" = and
- { "et al" * }
- { t sortify * }
- if$
- nameptr #1 + 'nameptr :=
- namesleft #1 - 'namesleft :=
- }
- while$
-}
-
-FUNCTION {sort.format.title}
-{ 't :=
- "A " #2
- "An " #3
- "The " #4 t chop.word
- chop.word
- chop.word
- sortify
- #1 global.max$ substring$
-}
-
-FUNCTION {author.sort}
-{ author empty$
- { key empty$
- { "to sort, need author or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { author sort.format.names }
- if$
-}
-
-FUNCTION {author.editor.sort}
-{ author empty$
- { editor empty$
- { key empty$
- { "to sort, need author, editor, or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { editor sort.format.names }
- if$
- }
- { author sort.format.names }
- if$
-}
-
-FUNCTION {editor.sort}
-{ editor empty$
- { key empty$
- { "to sort, need editor or key in " cite$ * warning$
- ""
- }
- { key sortify }
- if$
- }
- { editor sort.format.names }
- if$
-}
-
-FUNCTION {presort}
-{ calc.label
- label sortify
- " "
- *
- type$ "book" =
- type$ "inbook" =
- or
- 'author.editor.sort
- { type$ "proceedings" =
- 'editor.sort
- 'author.sort
- if$
- }
- if$
- #1 entry.max$ substring$
- 'sort.label :=
- sort.label
- *
- " "
- *
- title field.or.null
- sort.format.title
- *
- #1 entry.max$ substring$
- 'sort.key$ :=
-}
-
-ITERATE {presort}
-
-SORT % by label, sort.label, title---for final label calculation
-
-STRINGS { last.label next.extra }
-
-INTEGERS { last.extra.num }
-
-FUNCTION {initialize.extra.label.stuff}
-{ #0 int.to.chr$ 'last.label :=
- "" 'next.extra :=
- #0 'last.extra.num :=
-}
-
-FUNCTION {forward.pass}
-{ last.label label =
- { last.extra.num #1 + 'last.extra.num :=
- last.extra.num int.to.chr$ 'extra.label :=
- }
- { "a" chr.to.int$ 'last.extra.num :=
- "" 'extra.label :=
- label 'last.label :=
- }
- if$
-}
-
-FUNCTION {reverse.pass}
-{ next.extra "b" =
- { "a" 'extra.label := }
- 'skip$
- if$
- label extra.label * "}" * 'label :=
- extra.label 'next.extra :=
-}
-
-EXECUTE {initialize.extra.label.stuff}
-
-ITERATE {forward.pass}
-
-REVERSE {reverse.pass}
-
-FUNCTION {bib.sort.order}
-{ sort.label
- " "
- *
- year field.or.null sortify
- *
- " "
- *
- title field.or.null
- sort.format.title
- *
- #1 entry.max$ substring$
- 'sort.key$ :=
-}
-
-ITERATE {bib.sort.order}
-
-SORT % by sort.label, year, title---giving final bibliography order
-
-FUNCTION {begin.bib}
-{ preamble$ empty$
- 'skip$
- { preamble$ write$ newline$ }
- if$
- "\begin{thebibliography}{00}" write$ newline$
-}
-
-EXECUTE {begin.bib}
-
-EXECUTE {init.state.consts}
-
-ITERATE {call.type$}
-
-FUNCTION {end.bib}
-{ newline$
- "\end{thebibliography}" write$ newline$
-}
-
-EXECUTE {end.bib}
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-% \def\changes#1#2{}
-% \changes{1997/07/10}{bugfix in title@thanks: move thanks into ititle@.}
-% \changes{1997/07/10}{bugfix in opening: inserted hsize == textwidth. This
-% to enforce double width in abstract (twocolumn layouts)}
-% \changes{1997/07/10}{changes in ititle@ to correct spacing of thanks. This
-% removed the need for title@@ and title@thanks: both removed}
-% \changes{1997/07/10}{speccright etc. removed (never used)}
-% \changes{1997/07/10}{crude vertical spacing fix for @arttype if copyrighthead}
-% \changes{1998/01/06}{fix thispagestyle (crt. endup on 2nd page if abstract too long)}
-% \changes{1998/02/04}{added new hooks: "beforeartskip", "titlebaselinefactor"}
-% \changes{1998/02/04}{made "classification", "keywords", "abbreviations" and "nomenclature" long}
-% \changes{1998/02/06}{force "email" lowercase}
-% \changes{1998/02/06}{removed () around defaulted dates}
-\def\filedate{1998/02/11}
-\def\filename{kluopen.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput,\hfill}
-%\DoNotIndex{\@compare,\ifx,\global,\gdef,\def,\let,\hbox,\par,\typeout}
-%\CodelineIndex
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\runningtitle{\filename\ -- \filedate}
-%\runningauthor{Kluwer Academic Publishers}
-%\editor{Test}
-%\journalcode{test}
-%\begin{abstract}
-% This internal stylefile defines most of the special kluwer
-% opening commands.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesPackage{kluopen}[\filedate ]
-% \end{macrocode}
-% \subsection{The opening environment}
-% The beginning of this environment is rather empty, there is not much
-% need to do anything here. All definitions inside the `opening' have
-% to be indirect |\def|s anyway, so we will start worrying about
-% typesetting things at the end of the environment.
-%
-% \begin{macrocode}
-\gdef\title#1{\title@{#1}}
-\gdef\author#1{\author@{#1}}
-\gdef\date#1{\date@{#1}}
-\def\opening{%
- \let\title=\title@
- \let\author=\author@
- \let\date=\date@
- \let\arttype=\arttype@
- \let\subtitle=\subtitle@
- \let\dedication=\dedication@
- \let\translation=\translation@
- \let\received=\received@
- \let\orf=\orf@
- \let\accepted=\accepted@
- \let\revised=\revised@
- \let\institute=\institute@
- \hsize\textwidth
- }
-% \end{macrocode}
-% Since |\listfiles| is a definite `preambleonly' command, we can test
-% for that. IF |\listfiles| = |\@notprerr| typeset opening, ELSE
-% typeset opening at begin document.
-%
-% If new commands are added to this list, don't forget to add them
-% above too. Also, please gobble all arguments carefully. Als note
-% that these redefinitions only take place if there is an |opening|
-% environment.
-%
-% The new syntax for |opening| is to use it {\it after\/}
-% |\begin{document}| and/or |\begin{article}|, but we still honour the
-% old syntax. Also, because I wanted to support |\maketitle| the
-% ordinary way, |\maketitle| is |\let| to |\endopening|.
-% \begin{macrocode}
-\gdef\maketitle{\endopening}
-\def\endopening{%
- \ifx\listfiles\@notprerr \maketitle@@ \else
- \AtBeginDocument{\maketitle@@}\fi
- \gdef\title##1{\opening@only\title}
- \gdef\subtitle##1{\opening@only\subtitle}
- \gdef\orf##1{\opening@only\orf}
- \gdef\dedication##1{\opening@only\dedication}
- \gdef\translation##1{\opening@only\translation}
- \gdef\received##1{\opening@only\received}
- \gdef\revised##1{\opening@only\revised}
- \gdef\author##1{\opening@only\author}
- \gdef\institute##1{\opening@only\institute}
- \gdef\date##1{\opening@only\date}%
- \gdef\arttype##1{\opening@only\arttype}
- }
-% \end{macrocode}
-% Let `opening only' == warning.
-% \begin{macrocode}
-\def\opening@only#1{\PackageWarning{kluopen}{\string#1\space
- effective only inside opening environment.}}
-% \end{macrocode}
-% \subsection{Internal Author and institute commands}
-% author and institute commands are seriously intertwined. Too bad
-% about the relocation that used to happen in |humnkap|, because has
-% been sacrificed again. It turned out be more of a fuzz than it was
-% worth.
-%
-% The general idea is to keep four different command lists that stack
-% the authors and institutes.
-%
-% Let's do the easy thing first. These are the `user' changeable
-% parameters for authors and institutes.
-% \begin{macrocode}
-\def\authorsize{\normalsize \raggedright}
-\def\authorcase#1{#1}
-\def\authorindent{0pt}
-\def\afterallauthorsskip{1em\relax}
-\def\afterauthorskip{0pt}
-\def\institutesize{\footnotesize\it}
-\def\institutecase#1{#1}
-\def\instituteindent{0pt}
-\def\institutesep{.4\baselineskip}
-\def\authorand{and}
-% \end{macrocode}
-% This is a hook for klups.sty (oldstyle numerals)
-% \begin{macrocode}
-\def\i@oldseries{}
-% \end{macrocode}
-%
-% We only need |\@temptokenb|, because |\@temptokena| is a \LaTeX\
-% scratch register.
-% \begin{macrocode}
-\newtoks\@temptokenb
-% \end{macrocode}
-% The list will, for example, look like this:
-%\begin{verbatim}
-%\@authors == {\@k@p {A. \surname{Thor}}\@k@p {B. \surname{Thor}}}
-%\end{verbatim}
-% \begin{macrocode}
-\long\def\append@item#1\to#2{%
- \@temptokena={\@k@p{#1}}%
- \@temptokenb=\expandafter{#2}%
- \xdef#2{\the\@temptokenb\the\@temptokena}}
-% \end{macrocode}
-% Extraction macros. Typical usage:
-%
-%\begin{verbatim}
-%\get@left\@instituteauthors\to\@curauths
-%\end{verbatim}
-%
-% This will expand into:
-%
-%\begin{verbatim}
-%\g@l\@k@p \ITEM1\@k@p \ITEM2 ...\g@l \@instituteauthors \@curauths
-%\end{verbatim}
-%
-% And from there into
-%
-%\begin{verbatim}
-%\def\@curauths \ITEM1 \def\@institeauthors{\ITEM2 ...}
-%\end{verbatim}
-%
-% Gee, this looks so easy if you write it out :-).
-% \begin{macrocode}
-\def\get@left#1\to#2{\expandafter\g@l#1\g@l#1#2}
-\long\def\g@l\@k@p#1#2\g@l#3#4{\def#4{#1}\def#3{#2}}
-% \end{macrocode}
-% This will contain the authors for the current institute.
-% \begin{macrocode}
-\def\@authors{}%
-% \end{macrocode}
-% This will contain all authors.
-% \begin{macrocode}
-\def\@allauthors{}%
-% \end{macrocode}
-% This will contain all institutes.
-% \begin{macrocode}
-\def\@institutes{}%
-% \end{macrocode}
-% This will contain items containing all of the authors that are
-% tied up to one institute.
-% \begin{macrocode}
-\def\@instituteauthors{}%
-% \end{macrocode}
-% These two are temporaries that need to be initialized.
-% \begin{macrocode}
-\def\@curauths{}
-\def\@curinst{}
-% \end{macrocode}
-% These are the insertion macros. |\author@| is the internal version
-% of |\author|, and just adds to the two author lists.
-%
-% |\institute@| is a bit trickier, it has to store the institute
-% itself for later retrieval, but it also has to clear |\@authors|, so
-% it can be used again for the next institute. It does this by moving
-% all of the collected authors in the |\@authors| list as one item
-% into the |\authors@institute| list.
-%
-% Because |\@institutes| and |\@instituteauthors| are parallel, there
-% will be an error condition if there are authors after the last
-% institute. The |\expandafter|'s are needed to get |\@authors| folded
-% out.
-% \begin{macrocode}
-\def\author@#1{\append@item#1\to\@authors
- \append@item#1\to\@allauthors }
-\def\institute@#1{\append@item#1\to\@institutes
- \expandafter\append@item\expandafter{\@authors}\to\@instituteauthors
- \gdef\@authors{}}
-% \end{macrocode}
-% Format one name.
-%
-% The box in the first part is needed because we have to typeset once
-% in order to get the |\thanks|.
-%
-% The |\expandafter|'s in the second part bypass grouping. Param \#2
-% is either a comma or nothing. The italic correction is needed if
-% authors are typeset in Italics, or the thankssymbol will come out to
-% far to the left.
-%
-% \changes{1997/08/13}{Removed null box for thankssymbol and switched
-% places with comma (hor. spacing bugs)}
-% \begin{macrocode}
-\newif\ifthanks
-\def\orf@#1{#1}
-\def\@formatname#1#2{\begingroup
- \def\thanks##1{\global\thankstrue}\setbox0\vbox{#1}%
- \endgroup
- \begingroup
- \ifthanks
- \edef\fn##1\thanks##2{\authorcase{##1}\/%
- \noexpand\thanks{##2}#2}\expandafter\fn#1
- \else
- \edef\fn##1{{\authorcase{##1}}#2}%
- \expandafter\fn\expandafter{#1}%
- \fi
- \endgroup\global\thanksfalse }
-% \end{macrocode}
-%
-% Format authors presently in |\@curauths| (These are the ones belonging
-% to one specific institute).
-%
-% First, loop over |\@curauths| counting the number of authors. Then
-% we know how many, so loop over again, typesetting all. The |,| needs
-% to be given separately to make sure |\thanks| works inside an
-% author.
-%
-% It there are 0 authors, nothing will happen at all.
-% \begin{macrocode}
-\newcount\cnt@authors
-\def\@formatauthors{\begingroup
- \authorsize
- \leavevmode
- \gdef\surname##1{##1}%
- \gdef\email##1{ \hbox{({\tt \lowercase{##1}})}}%
- \cnt@authors=0
- \def\@k@p##1{\advance\cnt@authors by 1}\@curauths
- \def\@k@p##1{\advance\cnt@authors by -1
- \ifnum\cnt@authors>1
- \@formatname{##1}{,}\penalty0\ \fi % signif. space
- \ifnum\cnt@authors=1 % before \fi's !!
- \@formatname{##1}{} \authorand \penalty0\ \fi
- \ifnum\cnt@authors<1
- \@formatname{##1}{}\par\fi}\@curauths
- \vskip \afterauthorskip
- \endgroup}
-% \end{macrocode}
-% Format one institute.
-% \begin{macrocode}
-\def\@formatinstitute{{\institutesize \institutecase{\@curinst}\par}}
-% \end{macrocode}
-% Format all authors and all institutes. Indentation is done through
-% parindent and hangindent instead of rightskip, because otherwise a
-% |\centering| would fail.
-%
-% There is a space of |\institutesep| + |\parskip| between every
-% author\,/\,institute block, and double that space between the last
-% two (don't understand that).
-%
-% This macro also takes care of the case that there is no institute at
-% all given, which is likely to happen in the \LaTeX\ compatibility
-% mode. {\it This does not allow you to have only the last author without
-% an institute\/}.
-%
-% The |\relax| after |\@institutes| is absolutely necessary, or the
-% author will be set twice!
-% \begin{macrocode}
-\newcount\cnt@institutes
-\def\@authorsandinstitutes{\begingroup
- \authorsize
- \cnt@authors=0
- \def\@k@p##1{\advance\cnt@authors by 1}\@allauthors
- \cnt@institutes=0
- \def\@k@p##1{\advance\cnt@institutes by 1}\@institutes\relax
- \ifnum\cnt@institutes=0
- \let\@curauths\@allauthors
- \parindent=\authorindent
- \hangindent=\authorindent
- \@formatauthors
- \fi
- \loop\ifnum\cnt@institutes>0
- \get@left\@instituteauthors\to\@curauths
- \parindent=\authorindent
- \hangindent=\authorindent
- \@formatauthors
- \get@left\@institutes\to\@curinst
- \parindent=\instituteindent
- \hangindent=\instituteindent
- \@formatinstitute
- \ifnum\cnt@institutes=2 \vskip \institutesep\relax \fi
- \ifnum\cnt@institutes>1 \vskip \institutesep\relax \fi
- \advance\cnt@institutes by -1
- \repeat
- \vskip \afterallauthorsskip
- \gdef\@authors{}%
- \gdef\@allauthors{}%
- \gdef\@institutes{}%
- \gdef\@instituteauthors{}%
- \gdef\@curauths{}%
- \gdef\@curinst{}%
-\endgroup}
-% \end{macrocode}
-% \subsection{Typesetting the title and subtitle}
-% First, here are the user settings again:
-% \begin{macrocode}
-\def\titleflushstyle{}
-\def\titlefont{\Large\rm}
-\def\titlecase#1{#1}
-\def\titleindent{0pt}
-\def\aftertitleskip{1.8pc }
-\def\presubtitleskip{-1.4pc }
-\def\aftersubtitleskip{1pc }
-\def\subtitlefont{\large\it}
-\def\subtitleflushstyle{}
-% \end{macrocode}
-% Internal commands. |\@maketitle| will call |\@title|. |\title@| is
-% just an internal for |\title|.
-% \begin{macrocode}
-\def\title@#1{\gdef\@title{%
- \@formattitle{#1}\par \vskip \aftertitleskip }}
-\def\@title{}
-% \end{macrocode}
-% The trick with the vbox is the same as above, to get |\thanks|.
-% \begin{macrocode}
-\def\@formattitle#1{\begingroup
- \def\thanks##1{\global\thankstrue}%
- \setbox\@tempboxa\vbox{#1}\endgroup
- \begingroup
- \titleflushstyle
- \ifthanks
- \def\fn##1\thanks##2{\ititle@{##1}{\,\thanks{##2}}}%
- \expandafter\fn#1
- \else
- \def\fn##1{\ititle@{##1}{}}\expandafter\fn\expandafter{#1}%
- \fi
- \endgroup\global\thanksfalse }
-% \end{macrocode}
-% Not much left to do here. The flush style has been set by
-% |\@formattitle|, skips before and after by |\@title|.
-% \begin{macrocode}
-\def\titlebaselinefactor{1.05}
-\def\ititle@#1#2{\begingroup
- \parindent \titleindent
- \hangindent \titleindent
- \hyphenpenalty10000
- {\titlefont\titlecase{#1}#2%
- \baselineskip=\titlebaselinefactor\baselineskip
- \par}
- \endgroup}
-% \end{macrocode}
-% Basically, this is just an echo of title.
-% \begin{macrocode}
-\def\@subtitle{}
-\def\subtitle@#1{\gdef\@subtitle{\vskip \presubtitleskip
- \@formatsubtitle{#1}\par \vskip \aftersubtitleskip }}
-\def\@formatsubtitle#1{\begingroup
- \def\thanks##1{\global\thankstrue}\setbox0\vbox{#1}\endgroup
- \begingroup \subtitleflushstyle
- \ifthanks
- \def\fn##1\thanks##2{\subtitle@thanks{##1}{##2}}\expandafter\fn#1
- \else
- \def\fn##1{\subtitle@@{##1}}\expandafter\fn\expandafter{#1}\fi
- \endgroup
- \par\global\thanksfalse}
-\def\subtitle@thanks#1#2{\isubtitle@{#1}\thanks{#2}\par
- \ignorespaces}
-\def\subtitle@@#1{\isubtitle@{#1}\par\ignorespaces}
-\def\isubtitle@#1{{\subtitlefont #1}}
-% \end{macrocode}
-% \subsection{Date, article type, dedication and translation.}
-% These are all fairly straightforward, so I will not pay too much
-% attention to these commands.
-% \begin{macrocode}
-\def\afterdateskip{.7\baselineskip}
-\def\datesize{\footnotesize}
-\def\@date{{\i@oldseries\datesize Received: \@received ;
- Accepted\@accepted}\vskip \afterdateskip
- \gdef\@received{\ldots\ldots}%
- \gdef\@accepted{\ldots\ldots}}
-\def\date@#1{\gdef\@date{{\i@oldseries\datesize #1\par}\vskip \afterdateskip
- \gdef\@received{\ldots\ldots}%
- \gdef\@accepted{\ldots\ldots}}}
-\def\@received{\ldots\ldots}
-\def\@accepted{: \ldots\ldots}
-\def\revised@#1{\gdef\@accepted{ in revised form: #1}}
-\def\received@#1{\gdef\@received{#1}}
-\def\accepted@#1{\gdef\@accepted{ in final form: #1}}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\artsize{\normalsize\it}
-\def\afterartskip{1.5pc}
-\def\beforeartskip{0pc}
-\def\@arttype{}
-\def\arttype@#1{\gdef\@arttype{\vskip\beforeartskip\noindent
- {\artsize #1\vskip\afterartskip}}}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\@dedication{}
-\def\dedicationsize{\normalsize\it\raggedright}
-\def\prededicationskip{18pt}
-\def\afterdedicationskip{18pt}
-\def\dedication@#1{\gdef\@dedication{%
- \unskip\vskip \prededicationskip
- {\dedicationsize #1\par}%
- \vskip \afterdedicationskip}}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\def\@translation{}
-\def\translationsize{\normalsize\it\raggedright}
-\def\pretranslationskip{18pt}
-\def\aftertranslationskip{18pt}
-\def\translation@#1{\gdef\@translation{%
- \unskip\vskip \pretranslationskip
- {\translationsize #1\par}%
- \vskip \aftertranslationskip}}
-% \end{macrocode}
-% \subsection{Abstract, keywords, abbreviations, classification
-% and nomenclature}
-% All of these are suppposed to have the same size. The only one with
-% a flexible before/after skip is |abstract|, but they all have their
-% own font defined for the name.
-% \begin{macrocode}
-\providecommand{\abstractname}{Abstract}
-\providecommand{\keywordsname}{Keywords}
-\providecommand{\abbreviationsname}{Abbreviations}
-\providecommand{\nomenclaturename}{Nomenclature}
-\def\abstractsize{\footnotesize}
-\def\abstractnamefont{\bf}
-\def\abstractdot{.~}
-\def\keynamefont{\bf}
-\def\nomennamefont{\bf}
-\def\abbrevnamefont{\bf}
-\def\classnamefont{\bf}
-\def\afterabstractskip{.7\baselineskip\relax}
-\def\preabstractskip{0pt\relax}
-% \end{macrocode}
-% Abstract is a box, because we still want to support the opening
-% environment before |\begin{document}|.
-%
-%{\it Note that the stylefile is resposible for making sure that these
-%are typeset at all}.
-% \begin{macrocode}
-\newbox\@abstractbox
-\def\@abstract{}
-\newenvironment{abstract}{%
- \gdef\@abstract{\message{\abstractname}%
- {\vskip\preabstractskip
- \noindent
- \unvbox\@abstractbox
- \vskip\afterabstractskip }}%
- \global\setbox\@abstractbox\vbox\bgroup \abstractsize \noindent
- {\abstractnamefont\abstractname\abstractdot}}{\par\egroup }
-\def\@keywords{}
-\long\def\keywords#1{%
- \gdef\@keywords{\message{\keywordsname}%
- {\abstractsize\noindent{\keynamefont
- \keywordsname:~}#1\par \vskip.7\baselineskip}}}
-\def\@abbreviations{}
-\def\abbrev#1#2{#1 -- #2}
-\long\def\abbreviations#1{%
- \gdef\@abbreviations{\message{\abbreviationsname}%
- {\abstractsize\noindent{\abbrevnamefont \abbreviationsname:~}%
- #1\par \vskip.7\baselineskip}}}
-\def\@nomenclature{}
-\def\nomen#1#2{#1 -- #2}
-\long\def\nomenclature#1{%
- \gdef\@nomenclature{\message{\nomenclaturename}%
- {\abstractsize\noindent{\nomennamefont
- \nomenclaturename:\par}\noindent #1\par \vskip.7\baselineskip}}}
-\def\@classification{}
-\long\def\classification#1#2{%
- \gdef\@classification{\message{Classification}%
- {\abstractsize\noindent{\classnamefont #1: }%
- #2\par \vskip.7\baselineskip}}}
-\def\motto{\@ifnextchar[{\prosemotto}{\poemmotto}}
-\newbox\mottobox
-\def\@motto{}
-\long\def\poemmotto{\global\setbox\mottobox\vbox \bgroup
- \noindent
- \hbox to\hsize\bgroup\begingroup
- \hfill\vbox\bgroup\hsize =15pc
- \footnotesize \raggedright \noindent
- \parskip=3pt}
-\long\def\prosemotto[#1]{\global\setbox\mottobox\vbox \bgroup
- \noindent
- \hbox to\hsize\bgroup \begingroup
- \hfill\vbox\bgroup\hsize =15pc
- \raggedright \footnotesize \noindent
- \parskip=3pt}
-\def\endmotto{\par \egroup \endgroup \egroup
- \vspace{1\baselineskip}\egroup
- \gdef\@motto{\par\message{Motto}\box\mottobox \gdef\@motto{}}}
-% \end{macrocode}
-% \subsection{@maketitle}
-% Internal commands for typesetting of the front part. |\@maketitle|
-% has been kept as simple as possible, making it easy to redefine the
-% order inside a stylefile. For twocolumn output, everything that is
-% done inside |\@maketitle| is typeset over two columns.
-%
-% As noted above, if the stylefile feels like removing some of these
-% commands, it also has to find a way to have them typeset, because
-% that will no longer be automatic.
-% \begin{macrocode}
-\def\@maketitle{%
- \@arttype \@title \@subtitle \@authorsandinstitutes \@date
- \@abstract \@keywords \@abbreviations \@classification
- \@nomenclature \@translation \@dedication \@motto}
-% \end{macrocode}
-% This command is called by |\endopening| and |\maketitle|.
-% \begin{macrocode}
-\def\openingflushstyle{}
-\def\maketitle@@{%
- \begingroup
- \setcounter{footnote}{0}%
- \def\thefootnote{\fnsymbol{footnote}}%
- \if@twocolumn
- \twocolumn[{\openingflushstyle
- \parindent 0pt
- \@maketitle}]
- \thispagestyle{opening}%
- \@extramaketitle
- \else
- \newpage\global\@topnum\z@
- \thispagestyle{opening}%
- {\openingflushstyle \parindent 0pt \@maketitle}%
- \fi
- \markboth{\@runningauthor}{\@runningtitle}%
- \@thanks
- \endgroup
- \setcounter{footnote}{0}%
- \let\@maketitle\relax
- \gdef\@thanks{}%
- \gdef\@title{}%
- \let\thanks\relax }
-% \end{macrocode}
-% \begin{macrocode}
-\def\runningtitle#1{\gdef\@runningtitle{#1}}
-\gdef\@runningtitle{}
-\def\runningauthor#1{\gdef\@runningauthor{#1}}
-\gdef\@runningauthor{}
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-% end of kluopen.sty
-
-
-
-
-
+++ /dev/null
-
-%
-% This input file (c) Kluwer Academic Publishers.
-% You are free to use this file as you see fit, provided
-% that you do not make changes.
-% If you DO make changes, you are required to rename the files.
-%
-% \changes{1998/02/04}{Removed oldstyle numerals}
-%
-\def\fileversion{1.15}
-\def\filedate{1998/03/13}
-\NeedsTeXFormat{LaTeX2e}
-%
-%
-% Options: mathtime's options
-% exported commands: \rmgreek (decl) \greekrm (#1)
-%
-%
-\ProvidesPackage{klups}[\filedate\space\fileversion\space
- Kluwer PSfonts package]
-
-\DeclareOption{uprightgreek}{%
- \AtEndOfPackage{\rmgreek@redefs}}
-\DeclareOption*{\PassOptionsToPackage\CurrentOption{mathtime}}
-\ProcessOptions\relax
-
-% Sans Serifs in 90% Helvetica
-% Running text Times-Roman
-% Typewriter Courier narrowed
-%
-
-\def\spaces{\space\space\space\space\space}
-\def\@fontwarnings{}
-\def\@addtofontwarning#1{\g@addto@macro
- \@fontwarnings{.\MessageBreak #1}}
-
-\renewcommand{\sfdefault}{phv}
-\renewcommand{\rmdefault}{ptm}
-\renewcommand{\ttdefault}{pcr}
-\newif\if@couriernarrow \@couriernarrowtrue
-\normalfont
-% Try loading T1 font-encoding (only if psnfss installed)
-%
-\IfFileExists{T1ptm.fd}{\RequirePackage[T1]{fontenc}}{%
- \IfFileExists{t1ptm.fd}{\RequirePackage[T1]{fontenc}
- \let\@acci\`
- \let\@accii\'
- \let\@acciii\=
- }{%
- \PackageError{klups}{%
- No encoding for T1 PostScript fonts found}{%
- Please check your distribution of LaTeX thoroughly!\MessageBreak%
- There seem to be some files missing the implement the\MessageBreak%
- new 256 character font encodings
- }}}%
-
-% Try loading text companion fonts (only if psnfss installed)
-%
-
-\IfFileExists{TS1ptm.fd}{\RequirePackage{textcomp}}{%
- \IfFileExists{ts1ptm.fd}{\RequirePackage{textcomp}}{%
- \PassOptionsToPackage{noTS1}{mathtime}%
- \@addtofontwarning{%
- No text companion fonts for Times found,\MessageBreak%
- \spaces not loading textcomp style}}}
-
-
-% fontdim5=ex-height
-\def\klutest@font#1#2{\def\klu@font@error{n}%
- \batchmode \font\klutch=#1 \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt
- \def\klu@font@error{y}%
- \@addtofontwarning{%
- Font #2 is not available}%
- \fi \let\klutch\relax
- }
-
-\def\eightt{8t}
-\batchmode \font\klutch=ptmr8t \errorstopmode
-\ifdim \the\fontdimen5\klutch < 1pt
- \batchmode \font\klutch=ptmrq \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt %%EEKS
- \else
- \gdef\eightt{q}%
- \@addtofontwarning{%
- Using old PostScript metrics,\MessageBreak
- \spaces consider updating your LaTeX fonts}%
- \fi
-\fi
-\let\klutch\relax
-
-\def\hvtmpl{7tn}
-\def\hvtmph{\eightt n}
-{\def\@tempa{OT1}
-\ifx \@tempa\encodingdefault
- \batchmode \font\klutch=phvr7tn \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt
- \batchmode \font\klutch=phvrn7t \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt
- \@addtofontwarning{%
- Font Helvetica Narrow is not available}%
- \else
- \gdef\hvtmpl{n7t}
- \gdef\hvtmph{n\eightt}
- \fi
- \fi
- \let\klutch\relax
- \klutest@font{phvl7t}{Helvetica Light}
- \klutest@font{pcrr7tn}{Courier Narrow}
- \if y\klu@font@error
- \global\@couriernarrowfalse
- \fi
-\else
- \batchmode \font\klutch=phvr\eightt n \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt
- \batchmode \font\klutch=phvrn\eightt \errorstopmode
- \ifdim \the\fontdimen5\klutch < 1pt
- \@addtofontwarning{%
- Font Helvetica Narrow is not available}%
- \else
- \gdef\hvtmpl{n7t}
- \gdef\hvtmph{n\eightt}
- \fi
- \fi
- \klutest@font{phvl\eightt}{Helvetica Light}
- \klutest@font{pcrr8tn}{Courier Narrow}
- \if y\klu@font@error
- \global\@couriernarrowfalse
- \fi
-\fi
-}
-
-\newif\if@OSF \@OSFfalse
-%\klutest@font{ptmr8dc}{Times SmallCaps and OSF}
-%\if y\klu@font@error
-% \global\@OSFfalse
-%\fi
-
-\if@OSF
- \DeclareTextFontCommand{\textbo}{\boseries}
- \DeclareTextFontCommand{\textmo}{\moseries}
- \DeclareRobustCommand\boseries
- {\not@math@alphabet\boseries\relax
- \fontseries{bo}\selectfont}
- \DeclareRobustCommand\moseries
- {\not@math@alphabet\moseries\relax
- \fontseries{mo}\selectfont}
- \def\oldstyle#1{{\fontseries{\f@series o}\selectfont #1}}
- \def\oldseries{\fontseries{\f@series o}\selectfont}
- \let\i@oldseries\oldseries
-\fi
-% start .fd files
-
-
-\begingroup \nfss@catcodes
-
-%% Times
-\if@OSF
-
-\DeclareFontFamily{T1}{ptm}{}
-
-\DeclareFontShape{T1}{ptm}{b}{n}{<-> ptmb8t}{}
-\DeclareFontShape{T1}{ptm}{b}{sc}{<-> ptmb8dc}{}
-\DeclareFontShape{T1}{ptm}{b}{sl}{<-> ptmbo8t}{}
-\DeclareFontShape{T1}{ptm}{b}{it}{<-> ptmbi8t}{}
-
-\DeclareFontShape{T1}{ptm}{bo}{n}{<-> ptmb8d}{}
-\DeclareFontShape{T1}{ptm}{bo}{sc}{<-> ptmb8dc}{}
-\DeclareFontShape{T1}{ptm}{bo}{sl}{<-> ptmbi8d}{}
-\DeclareFontShape{T1}{ptm}{bo}{it}{<-> ptmbi8d}{}
-
-\DeclareFontShape{T1}{ptm}{m}{n}{<-> ptmr8t}{}
-\DeclareFontShape{T1}{ptm}{m}{sc}{<-> ptmr8dc}{}
-\DeclareFontShape{T1}{ptm}{m}{sl}{<-> ptmro8t}{}
-\DeclareFontShape{T1}{ptm}{m}{it}{<-> ptmri8t}{}
-
-\DeclareFontShape{T1}{ptm}{mo}{n}{<-> ptmr8d}{}
-\DeclareFontShape{T1}{ptm}{mo}{sc}{<-> ptmr8dc}{}
-\DeclareFontShape{T1}{ptm}{mo}{sl}{<-> ptmri8d}{}
-\DeclareFontShape{T1}{ptm}{mo}{it}{<-> ptmri8d}{}
-
-\DeclareFontShape{T1}{ptm}{bx}{n}{<->ssub * ptm/b/n}{}
-\DeclareFontShape{T1}{ptm}{bx}{sc}{<->ssub * ptm/b/sc}{}
-\DeclareFontShape{T1}{ptm}{bx}{sl}{<->ssub * ptm/b/sl}{}
-\DeclareFontShape{T1}{ptm}{bx}{it}{<->ssub * ptm/b/it}{}
-
-\DeclareFontShape{T1}{ptm}{bxo}{n}{<->ssub * ptm/bo/n}{}
-\DeclareFontShape{T1}{ptm}{bxo}{sc}{<->ssub * ptm/bo/sc}{}
-\DeclareFontShape{T1}{ptm}{bxo}{sl}{<->ssub * ptm/bo/sl}{}
-\DeclareFontShape{T1}{ptm}{bxo}{it}{<->ssub * ptm/bo/it}{}
-
-\DeclareFontShape{T1}{ptm}{l}{n}{<->ssub * ptm/m/n}{}
-\DeclareFontShape{T1}{ptm}{l}{sc}{<->ssub * ptm/m/sc}{}
-\DeclareFontShape{T1}{ptm}{l}{sl}{<->ssub * ptm/m/sl}{}
-\DeclareFontShape{T1}{ptm}{l}{it}{<->ssub * ptm/m/it}{}
-
-\DeclareFontShape{T1}{ptm}{lo}{n}{<->ssub * ptm/mo/n}{}
-\DeclareFontShape{T1}{ptm}{lo}{sc}{<->ssub * ptm/mo/sc}{}
-\DeclareFontShape{T1}{ptm}{lo}{sl}{<->ssub * ptm/mo/sl}{}
-\DeclareFontShape{T1}{ptm}{lo}{it}{<->ssub * ptm/mo/it}{}
-
-\fi
-
-%% OT1 Courier
-
-\DeclareFontFamily{OT1}{pcr}{\hyphenchar \font =-1}%
-
-\DeclareFontShape{OT1}{pcr}{b}{sc}{<-> pcrbc7t}{}%
-\DeclareFontShape{OT1}{pcr}{m}{sc}{<-> pcrrc7t}{}%
-%%%% condensed courier
-\if@couriernarrow
-\DeclareFontShape{OT1}{pcr}{m}{n}{<-> pcrr7tn}{}%
-\DeclareFontShape{OT1}{pcr}{b}{n}{<-> pcrb7tn}{}%
-\DeclareFontShape{OT1}{pcr}{b}{sl}{<-> pcrbo7tn}{}%
-\DeclareFontShape{OT1}{pcr}{m}{sl}{<-> pcrro7tn}{}%
-\else
-\DeclareFontShape{OT1}{pcr}{m}{n}{<-> pcrr7t}{}%
-\DeclareFontShape{OT1}{pcr}{b}{n}{<-> pcrb7t}{}%
-\DeclareFontShape{OT1}{pcr}{b}{sl}{<-> pcrbo7t}{}%
-\DeclareFontShape{OT1}{pcr}{m}{sl}{<-> pcrro7t}{}%
-\fi
-%%%% substitutions
-\DeclareFontShape{OT1}{pcr}{bx}{it}{<->ssub * pcr/b/it}{}%
-\DeclareFontShape{OT1}{pcr}{bx}{n}{<->ssub * pcr/b/n}{}%
-\DeclareFontShape{OT1}{pcr}{bx}{sc}{<->ssub * pcr/b/sc}{}%
-\DeclareFontShape{OT1}{pcr}{bx}{sl}{<->ssub * pcr/b/sl}{}%
-\DeclareFontShape{OT1}{pcr}{b}{it}{<->ssub * pcr/b/sl}{}%
-\DeclareFontShape{OT1}{pcr}{b}{ui}{<->ssub * pcr/b/it}{}
-\DeclareFontShape{OT1}{pcr}{l}{it}{<->ssub * pcr/m/it}{}
-\DeclareFontShape{OT1}{pcr}{l}{n}{<->ssub * pcr/m/n}{}
-\DeclareFontShape{OT1}{pcr}{l}{sc}{<->ssub * pcr/m/sc}{}
-\DeclareFontShape{OT1}{pcr}{l}{sl}{<->ssub * pcr/m/sl}{}
-\DeclareFontShape{OT1}{pcr}{m}{it}{<->ssub * pcr/m/sl}{}
-\DeclareFontShape{OT1}{pcr}{m}{ui}{<->ssub * pcr/m/it}{}
-
-%%%% T1 courier
-
-\DeclareFontFamily{T1}{pcr}{\hyphenchar \font =-1}%
-
-\DeclareFontShape{T1}{pcr}{b}{sc}{<-> pcrbc\eightt}{}%
-\DeclareFontShape{T1}{pcr}{m}{sc}{<-> pcrrc\eightt}{}%
-%%%% condensed courier
-\if@couriernarrow
-\DeclareFontShape{T1}{pcr}{m}{n}{<-> pcrr8tn}{}%
-\DeclareFontShape{T1}{pcr}{b}{n}{<-> pcrb8tn}{}%
-\DeclareFontShape{T1}{pcr}{b}{sl}{<-> pcrbo8tn}{}%
-\DeclareFontShape{T1}{pcr}{m}{sl}{<-> pcrro8tn}{}%
-\else
-\DeclareFontShape{T1}{pcr}{b}{n}{<-> pcrb\eightt}{}%
-\DeclareFontShape{T1}{pcr}{b}{sl}{<-> pcrbo\eightt}{}%
-\DeclareFontShape{T1}{pcr}{m}{sl}{<-> pcrro\eightt}{}%
-\DeclareFontShape{T1}{pcr}{m}{n}{<-> pcrr\eightt}{}%
-\fi
-%%%% substitutions
-\DeclareFontShape{T1}{pcr}{bx}{n}{<->ssub * pcr/b/n}{}
-\DeclareFontShape{T1}{pcr}{bx}{sc}{<->ssub * pcr/b/sc}{}
-\DeclareFontShape{T1}{pcr}{bx}{sl}{<->ssub * pcr/b/sl}{}
-\DeclareFontShape{T1}{pcr}{b}{it}{<->ssub * pcr/b/sl}{}
-\DeclareFontShape{T1}{pcr}{bx}{it}{<->ssub * pcr/b/it}{}
-\DeclareFontShape{T1}{pcr}{l}{n}{<->ssub * pcr/m/n}{}
-\DeclareFontShape{T1}{pcr}{l}{sc}{<->ssub * pcr/m/sc}{}
-\DeclareFontShape{T1}{pcr}{l}{sl}{<->ssub * pcr/m/sl}{}
-\DeclareFontShape{T1}{pcr}{m}{it}{<->ssub * pcr/m/sl}{}
-\DeclareFontShape{T1}{pcr}{l}{it}{<->ssub * pcr/m/it}{}
-
-% OT1 Helvetica
-
-\DeclareFontFamily{OT1}{phv}{}
-\DeclareFontShape{OT1}{phv}{b}{n}{<-> s * [.9] phvb7t}{}
-\DeclareFontShape{OT1}{phv}{b}{sc}{<-> s * [.9] phvbc7t}{}
-\DeclareFontShape{OT1}{phv}{b}{sl}{<-> s * [.9] phvbo7t}{}
-\DeclareFontShape{OT1}{phv}{bc}{n}{<-> s * [.9] phvb\hvtmpl}{}
-\DeclareFontShape{OT1}{phv}{bc}{sc}{<-> s * [.9] phvbc\hvtmpl}{}
-\DeclareFontShape{OT1}{phv}{bc}{sl}{<-> s * [.9] phvbo\hvtmpl}{}
-\DeclareFontShape{OT1}{phv}{l}{n}{<-> s * [.9] phvl7t}{}
-\DeclareFontShape{OT1}{phv}{l}{sc}{<-> s * [.9] phvlc7t}{}
-\DeclareFontShape{OT1}{phv}{l}{sl}{<-> s * [.9] phvlo7t}{}
-\DeclareFontShape{OT1}{phv}{m}{n}{<-> s * [.9] phvr7t}{}
-\DeclareFontShape{OT1}{phv}{m}{sc}{<-> s * [.9] phvrc7t}{}
-\DeclareFontShape{OT1}{phv}{m}{sl}{<-> s * [.9] phvro7t}{}
-\DeclareFontShape{OT1}{phv}{mc}{n}{<-> s * [.9] phvr\hvtmpl}{}
-\DeclareFontShape{OT1}{phv}{mc}{sc}{<-> s * [.9] phvrc\hvtmpl}{}
-\DeclareFontShape{OT1}{phv}{mc}{sl}{<-> s * [.9] phvro\hvtmpl}{}
-
-\DeclareFontShape{OT1}{phv}{bx}{n}{<->ssub * phv/b/n}{}
-\DeclareFontShape{OT1}{phv}{bx}{sc}{<->ssub * phv/b/sc}{}
-\DeclareFontShape{OT1}{phv}{bx}{sl}{<->ssub * phv/b/sl}{}
-\DeclareFontShape{OT1}{phv}{b}{it}{<->ssub * phv/b/sl}{}
-\DeclareFontShape{OT1}{phv}{bx}{it}{<->ssub * phv/b/it}{}
-\DeclareFontShape{OT1}{phv}{bc}{it}{<->ssub * phv/bc/sl}{}
-\DeclareFontShape{OT1}{phv}{l}{it}{<->ssub * phv/l/sl}{}
-\DeclareFontShape{OT1}{phv}{m}{it}{<->ssub * phv/m/sl}{}
-\DeclareFontShape{OT1}{phv}{mc}{it}{<->ssub * phv/mc/sl}{}
-\DeclareFontShape{OT1}{phv}{m}{ui}{<->ssub * phv/m/it}{}
-\DeclareFontShape{OT1}{phv}{b}{ui}{<->ssub * phv/b/it}{}
-
-%%%% T1 Helvetica
-
-
-\DeclareFontFamily{T1}{phv}{}
-
-\DeclareFontShape{T1}{phv}{b}{n}{<-> s * [.9] phvb\eightt}{}
-\DeclareFontShape{T1}{phv}{b}{sc}{<-> s * [.9] phvbc\eightt}{}
-\DeclareFontShape{T1}{phv}{b}{sl}{<-> s * [.9] phvbo\eightt}{}
-\DeclareFontShape{T1}{phv}{bc}{n}{<-> s * [.9] phvb\hvtmph}{}
-\DeclareFontShape{T1}{phv}{bc}{sc}{<-> s * [.9] phvbc\hvtmph}{}
-\DeclareFontShape{T1}{phv}{bc}{sl}{<-> s * [.9] phvbo\hvtmph}{}
-\DeclareFontShape{T1}{phv}{l}{n}{<-> s * [.9] phvl\eightt}{}
-\DeclareFontShape{T1}{phv}{l}{sc}{<-> s * [.9] phvlc\eightt}{}
-\DeclareFontShape{T1}{phv}{l}{sl}{<-> s * [.9] phvlo\eightt}{}
-\DeclareFontShape{T1}{phv}{m}{n}{<-> s * [.9] phvr\eightt}{}
-\DeclareFontShape{T1}{phv}{m}{sc}{<-> s * [.9] phvrc\eightt}{}
-\DeclareFontShape{T1}{phv}{m}{sl}{<-> s * [.9] phvro\eightt}{}
-\DeclareFontShape{T1}{phv}{mc}{n}{<-> s * [.9] phvr\hvtmph}{}
-\DeclareFontShape{T1}{phv}{mc}{sc}{<-> s * [.9] phvrc\hvtmph}{}
-\DeclareFontShape{T1}{phv}{mc}{sl}{<-> s * [.9] phvro\hvtmph}{}
-
-\DeclareFontShape{T1}{phv}{bx}{n}{<->ssub * phv/b/n}{}
-\DeclareFontShape{T1}{phv}{bx}{sc}{<->ssub * phv/b/sc}{}
-\DeclareFontShape{T1}{phv}{bx}{sl}{<->ssub * phv/b/sl}{}
-\DeclareFontShape{T1}{phv}{b}{it}{<->ssub * phv/b/sl}{}
-\DeclareFontShape{T1}{phv}{bx}{it}{<->ssub * phv/b/it}{}
-\DeclareFontShape{T1}{phv}{bc}{it}{<->ssub * phv/bc/sl}{}
-\DeclareFontShape{T1}{phv}{l}{it}{<->ssub * phv/l/sl}{}
-\DeclareFontShape{T1}{phv}{m}{it}{<->ssub * phv/m/sl}{}
-\DeclareFontShape{T1}{phv}{mc}{it}{<->ssub * phv/mc/sl}{}
-
-\endgroup
-
-
-\klutest@font{MTSY}{Mathtime}
-\if y\klu@font@error
- \IfFileExists{mathptm.sty}{%
- \PackageWarningNoLine{klups}{%
- Using mathptm, possibly incorrect output for math fonts}%
- \RequirePackage{mathptm}}{%
- \PackageError{klups}{%
- Incorrect output for all math fonts}{%
- Because I could not find the MathTime package, I am reverting\MessageBreak
- to Computer Modern for Calligraphics and all math.\MessageBreak
- Sorry, but you don't even have mathptm.sty installed!
- }}
-\else
-\klutest@font{MTSYB}{Mathtime Plus}
-\if y\klu@font@error
- \PackageError{klups}{%
- Unstable output encoding for \string\boldmath}{%
- Because I could not find the MathTime plus fonts, I am reverting\MessageBreak
- to Computer Modern for Calligraphics and bold math. This looks\MessageBreak
- bad and may even give incorrect characters if you use \string\boldmath
- }%
- \RequirePackage{mathtime}
-\else
- \RequirePackage[mtbold,mtpluscal]{mathtime}
-\fi
-\fi
-\klutest@font{MTGU}{Mathtime Plus upright greek}
-\if y\klu@font@error
- \@addtofontwarning{%
- \spaces disabling \string\psgreek\space and \string\greekps}
- \AtEndOfPackage{\let\rmgreek@redefs\relax }%
-\else
-
-
-\begingroup \nfss@catcodes
-\DeclareFontFamily{U}{mtgu}{}
-\DeclareFontShape{U}{mtgu}{m}{n}{<-> MTGU}{}
-\DeclareFontShape{U}{mtgu}{b}{n}{<-> MTGUB}{}
-\endgroup
-
-\DeclareSymbolFont{uprightlcgreek}{U}{mtgu}{m}{n}
-%
-% This is not clean. bold lowercase greek should come
-% from the 'letters' font (MTMIB) to avoid confusion.
-% However, there are the same glyphs in both fonts.
-%
-\SetSymbolFont{uprightlcgreek}{bold}{U}{mtgu}{b}{n}
-
-
-\DeclareMathSymbol{\upr@alpha }{\mathord}{uprightlcgreek}{`a}
-\DeclareMathSymbol{\upr@beta }{\mathord}{uprightlcgreek}{`b}
-\DeclareMathSymbol{\upr@gamma }{\mathord}{uprightlcgreek}{`g}
-\DeclareMathSymbol{\upr@delta }{\mathord}{uprightlcgreek}{`d}
-\DeclareMathSymbol{\upr@epsilon }{\mathord}{uprightlcgreek}{`e}
-\DeclareMathSymbol{\upr@zeta }{\mathord}{uprightlcgreek}{`z}
-\DeclareMathSymbol{\upr@eta }{\mathord}{uprightlcgreek}{'041}
-\DeclareMathSymbol{\upr@theta }{\mathord}{uprightlcgreek}{'042}
-\DeclareMathSymbol{\upr@iota }{\mathord}{uprightlcgreek}{`i}
-\DeclareMathSymbol{\upr@kappa }{\mathord}{uprightlcgreek}{`k}
-\DeclareMathSymbol{\upr@lambda }{\mathord}{uprightlcgreek}{`l}
-\DeclareMathSymbol{\upr@mu }{\mathord}{uprightlcgreek}{`m}
-\DeclareMathSymbol{\upr@nu }{\mathord}{uprightlcgreek}{`n}
-\DeclareMathSymbol{\upr@xi }{\mathord}{uprightlcgreek}{`x}
-\DeclareMathSymbol{\upr@pi }{\mathord}{uprightlcgreek}{`p}
-\DeclareMathSymbol{\upr@rho }{\mathord}{uprightlcgreek}{`r}
-\DeclareMathSymbol{\upr@sigma }{\mathord}{uprightlcgreek}{`s}
-\DeclareMathSymbol{\upr@tau }{\mathord}{uprightlcgreek}{`t}
-\DeclareMathSymbol{\upr@upsilon }{\mathord}{uprightlcgreek}{`u}
-\DeclareMathSymbol{\upr@phi }{\mathord}{uprightlcgreek}{'043}
-\DeclareMathSymbol{\upr@chi }{\mathord}{uprightlcgreek}{'044}
-\DeclareMathSymbol{\upr@psi }{\mathord}{uprightlcgreek}{'045}
-\DeclareMathSymbol{\upr@omega }{\mathord}{uprightlcgreek}{'046}
-\DeclareMathSymbol{\upr@varepsilon}{\mathord}{uprightlcgreek}{'053}
-\DeclareMathSymbol{\upr@vartheta }{\mathord}{uprightlcgreek}{'054}
-\DeclareMathSymbol{\upr@varpi }{\mathord}{uprightlcgreek}{'055}
-\DeclareMathSymbol{\upr@varrho }{\mathord}{uprightlcgreek}{'056}
-\DeclareMathSymbol{\upr@varsigma }{\mathord}{uprightlcgreek}{'057}
-\DeclareMathSymbol{\upr@varphi }{\mathord}{uprightlcgreek}{'060}
-\DeclareMathSymbol{\upr@varkappa }{\mathord}{uprightlcgreek}{'061}
-
-
-\let\italicalpha \alpha
-\let\italicbeta \beta
-\let\italicgamma \gamma
-\let\italicdelta \delta
-\let\italicepsilon \epsilon
-\let\italiczeta \zeta
-\let\italiceta \eta
-\let\italictheta \theta
-\let\italiciota \iota
-\let\italickappa \kappa
-\let\italiclambda \lambda
-\let\italicmu \mu
-\let\italicnu \nu
-\let\italicxi \xi
-\let\italicpi \pi
-\let\italicrho \rho
-\let\italicsigma \sigma
-\let\italictau \tau
-\let\italicupsilon \upsilon
-\let\italicphi \phi
-\let\italicchi \chi
-\let\italicpsi \psi
-\let\italicomega \omega
-\let\italicvarepsilon \varepsilon
-\let\italicvartheta \vartheta
-\let\italicvarpi \varpi
-\let\italicvarrho \varrho
-\let\italicvarsigma \varsigma
-\let\italicvarphi \varphi
-\let\italicvarkappa \varkappa
-
-\def\rmgreek@redefs{%
-\def\alpha {\upr@alpha }%
-\def\beta {\upr@beta }%
-\def\gamma {\upr@gamma }%
-\def\delta {\upr@delta }%
-\def\epsilon {\upr@epsilon }%
-\def\zeta {\upr@zeta }%
-\def\eta {\upr@eta }%
-\def\theta {\upr@theta }%
-\def\iota {\upr@iota }%
-\def\kappa {\upr@kappa }%
-\def\lambda {\upr@lambda }%
-\def\mu {\upr@mu }%
-\def\nu {\upr@nu }%
-\def\xi {\upr@xi }%
-\def\pi {\upr@pi }%
-\def\rho {\upr@rho }%
-\def\sigma {\upr@sigma }%
-\def\tau {\upr@tau }%
-\def\upsilon {\upr@upsilon }%
-\def\phi {\upr@phi }%
-\def\chi {\upr@chi }%
-\def\psi {\upr@psi }%
-\def\omega {\upr@omega }%
-\def\varepsilon {\upr@varepsilon }%
-\def\vartheta {\upr@vartheta }%
-\def\varpi {\upr@varpi }%
-\def\varrho {\upr@varrho }%
-\def\varsigma {\upr@varsigma }%
-\def\varphi {\upr@varphi }%
-\def\varkappa {\upr@varkappa }%
- }
-
-\def\rmgreek{\rmgreek@redefs }
-\def\greekrm#1{{\rmgreek #1}}
-\fi
-
-\ifx\@fontwarnings\empty \else
- \PackageWarningNoLine{klups}{\@fontwarnings}
-\fi
-\normalfont
-\endinput
-
-%%
-%% End of file `klups.sty'.
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filename{kluref.sty}
-\def\filedate{1998/03/17}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput}
-%\changes{1998/03/17}{TH: Fixed optional argument to cite for numreferences}
-%\changes{1997/02/18}{TH: Toggled lines for cite definition and citation write (3x)}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\addtolength{\textwidth}{4pc}
-%\MakeShortVerb{\|}
-%\begin{document}
-%\begin{article}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-%This internal stylefile provides commands for references. Options are
-%|openbib|, |numreferences| and |namedreferences|. This documentation
-%is compiled on |kluwer.cls| to give some examples.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage
-%\section{Interface}
-% This file provides |namedreferences| and |numreferences| options
-% for the stylefiles. |namedreferences| use the syntax that is
-% explained in the |named.sty| package, but will be repeated
-% below. |numreferences| we wrote ourselves, the major difference with
-% standard \LaTeX\ iss that the brackets in the `references' section
-% have turned into a dot.
-% \subsection{Named references}
-% This presumes that the reference list you use is sorted
-% alphabetically. The general chape of the references section is this:
-%
-% \begin{verbatim}
-% \begin{thebibliography}{}
-% \bibitem[\protect\citeauthoryear{author's name}{year}]{key}
-% \end{verbatim}
-% In a `real' example this is what it looks like:
-% \begin{verbatim}
-% \begin{thebibliography}{}
-%\bibitem[\protect\citeauthoryear{Bisogni~Jr and Arroyo}{1991}]{BJA91}
-%J.J. Bisogni~Jr and S.L. Arroyo.
-%\newblock The effect of carbon dioxide equilibrium on p{H} in dilute lakes.
-%\newblock {\em Water Research}, 25(2):185--190, 1991.
-% \end{verbatim}
-% This entry was generated by \BibTeX, using the file |named.bst|
-% to do the formatting and sorting. This method of generating
-% references is highly recommended, because it tends to prevent
-% errors. (The |\protect| is only needed if the output is in an
-% external file, like the |.bbl| file.) Until we have a `private'
-% |.bst| file, |named.bst| is the best option.
-%
-% Allthough keying this sort of thing in is quite tedious, It also has
-% some advantages: this allows you to use some `special' |\cite|
-% commands that are normally not available. The following shows what
-% the respective commands output on the previous example:
-%
-% \begin{tabular}{ll} \hline
-%Call: &Produces:\\ \hline
-%|\cite{BJA91}| &\cite{BJA91}\\
-%|\cite*{BJA91}| &\cite*{BJA91}\\
-%|\shortcite{BJA91}| &\shortcite{BJA91}\\
-%|\citeyear{BJA91}| &\citeyear{BJA91}\\
-%|\inlinecite{BJA91}| &\inlinecite{BJA91}\\
-%|\opencite{BJA91}| &\opencite{BJA91}
-%\end{tabular}
-%\section{Implementation}
-% From the options follows that the default value is
-% |namedreferences|.
-%
-% \begin{macrocode}
-\ProvidesPackage{kluref}[\filedate ]
-\newif\if@numreferences
-\DeclareOption{namedreferences}{\@numreferencesfalse}
-\DeclareOption{numreferences}{\@numreferencestrue}
-% \end{macrocode}
-%
-% openbib is ignored (for now ?).
-%
-% \begin{macrocode}
-\DeclareOption{openbib}{}
-\ExecuteOptions{namedreferences}
-\ProcessOptions*
-% \end{macrocode}
-%
-%
-% |\sectioncmd| is either |\section| or |\chapter|, depending on the used
-% major stylefile. Same goes for |\Uppercase|, with regard to pagestyles.
-%
-%
-% \begin{macrocode}
-\newenvironment{thebibliography}[1]{%
- \sectioncmd*{\refname}\imarkboth{\bibname}{\bibname}%
- \footnotesize
- \message{\refname}
- \def\bibwidthlabel{\releft#1\reright}%
-% \end{macrocode}
-% |\releft| and |\reright| are usually empty, but they can be defined
-% to contain brackets, for instance. This is only useful using
-% |numreferences|.
-%
-% The list and counter are defined below. They vary for the different
-% options.
-% \begin{macrocode}
- \list{\kapbib@counter}{\kapbib@list}
- \let\makelabel\@biblabel
- \def\newblock{\hskip .11em plus .33em minus .07em}%
- \sloppy
- \clubpenalty10000
- \widowpenalty10000
- \sfcode`\.=1000\relax
- }{\endlist}
-% \end{macrocode}
-%
-% \subsection{Some utilities}
-%
-% |\refname| and |\bibname| are not |\providecommand|'s to allow for
-% already existing definitions, because we do need to be absolutely
-% sure we are in control. That's why they are inside
-% |\AtBeginDocument|, to circumvent the |babel| package.
-%
-% I should ask for french/german names, though.
-%
-% \begin{macrocode}
-\AtBeginDocument{%
- \def\refname{References}%
- \def\bibname{References}}
-% \end{macrocode}
-%
-%
-%
-% |\releft| and |\reright| are around the text inside the optional
-% argument to |\bibitem|. Together with |\redot|, this allows the
-% following hack:
-%
-%\begin{verbatim}
-%\documentclass[numreferences]{kluwer}
-%\renewcommand{\releft}{[}
-%\renewcommand{\reright}{]}
-%\renewcommand{\redot}{}
-%\begin{document}
-%......
-%\begin{thebibliography}{abs}
-%\bibitem[abs]{key}...
-%\end{verbatim}
-%... and the references will look identical to \LaTeX\ Article
-% `namedreferences', except for size. Note that this will only work
-% using numreferences.
-%
-% |\coleft| and |\ccright| are the same sort of thing, they allow you
-% to change the braces around |\cite| commands into something else.
-%
-% This is a hook for klups.sty (oldstyle numerals)
-% \begin{macrocode}
-\def\i@oldseries{}
-% \end{macrocode}
-% \begin{macrocode}
-\newlength{\bibhang}
-\setlength{\bibhang}{14pt}
-\newcommand{\redot}{.}
-\newcommand{\releft}{}
-\newcommand{\reright}{}
-\newcommand{\coleft}{(}
-\newcommand{\ccright}{)}
-\let\oldcite\cite
-% \end{macrocode}
-% \newpage\subsection{Numbered references}
-% \begin{macrocode}
-\def\numreferences{%
- \typeout{KAP -- Numbered references}%
- \def\kapbib@counter{\arabic{enumiv}}%
- \def\labelsepwidth{1em}%
- \def\kapbib@list{%
- \setlength{\labelsep}{\labelsepwidth}%
- \settowidth{\labelwidth}{\@biblabel{\bibwidthlabel}}%
- \setlength{\leftmargin}{\labelwidth}%
- \addtolength{\leftmargin}{\labelsep}%
- \setlength{\itemindent}{0pt}%
- \setlength{\itemsep}{0pt}%
- \setlength{\parsep}{0pt}%
- \usecounter{enumiv}%
- \let\makelabel\kap@biblabel}%
-% \end{macrocode}
-% This makes flush right labels
-% \begin{macrocode}
- \def\@biblabel##1{\hfill\releft##1\redot\reright}%
-% \end{macrocode}
-% |\@bibitem| writes out either |\bibcite{key}{number}| or
-% |\bibcite{number}{number}| in case there is no key given. This
-% allows |\cite{2}| without a key.
-% \begin{macrocode}
- \def\@bibitem##1{\item
- \def\@tempa{##1}%
- \ifx\@tempa\empty
- \if@filesw
- \immediate\write\@auxout
- {\string\bibcite{\thearticle \the\value{\@listctr}}%
- {\the\value{\@listctr}}}%
- \fi
- \else
- \if@filesw
- \immediate\write\@auxout
- {\string\bibcite{\thearticle ##1}{\the\value{\@listctr}}}%
- \fi
- \fi
- \ignorespaces
- }%
-% \end{macrocode}
-% |\@lbibitem| handles the optional argument version.
-%
-% If no key
-% is given, we presume numbered references are really wanted. (It would
-% be a bit strange to have entries like |\bibitem[A95]{}| and
-% to reference using a counter as in |\cite{1}|).
-%
-% \begin{macrocode}
- \def\@lbibitem[##1]##2{%
- \def\@biblabel####1{####1}%
- \let\makelabel\@biblabel
- \def\@tempa{##2}%
- \ifx\@tempa\empty
- \item[\@biblabel{\hfill\releft
- \arabic{\@listctr}\redot\reright}]%
- \if@filesw
- {\def\protect####1{\string ####1\space}\immediate
- \write\@auxout{\string\bibcite{\thearticle \the\value{\@listctr}}%
- {\the\value{\@listctr}}}}%
- \fi
-% \end{macrocode}
-% Otherwise, typeset the argument and write out both argument and key
-% to the |.aux| file.
-% \begin{macrocode}
- \else
- \item[\@biblabel{\hfill\releft ##1\redot\reright}]%
- \if@filesw
- {\def\protect####1{\string ####1\space}\immediate
- \write\@auxout{\string\bibcite{\thearticle ##2}{##1}}}%
- \fi
- \fi
- \ignorespaces
- }%
-% \end{macrocode}
-% Now allow some |namedreferences| commands to a least mean something.
-% \begin{macrocode}
- \let\@internalcite\oldcite
- \let\shortcite\@internalcite
- \let\citeauthor\@internalcite
- \let\citeyear\@internalcite
- \let\inlinecite\@internalcite
- \let\opencite\@internalcite
- \let\cite\@internalcite
- \def\citeauthoryear##1##2{}%
-% \end{macrocode}
-% To end: relatively standard definition of |\@citex|.
-% \begin{macrocode}
-\def\@citex[##1]##2{%
- \let\@citea\@empty
- \@cite{\@for\@citeb:=##2\do
- {\@citea\def\@citea{,\penalty\@m\ }%
- \if@filesw\immediate\write\@auxout{\string\citation{\@citeb}}\fi
- \edef\gl@citeb{\expandafter\@firstofone\@citeb}%
- \edef\@citeb{\thearticle\expandafter\@firstofone\@citeb}%
- \@ifundefined{b@\@citeb}{%
- \@ifundefined{b@\gl@citeb}{%
- \mbox{\reset@font\bfseries ?}%
- \G@refundefinedtrue
- \@latex@warning
- {Citation `\@citeb' on page \thepage \space undefined}}%
- {\hbox{\csname b@\gl@citeb\endcsname}}}%
- {\hbox{\csname b@\@citeb\endcsname}}%
- }}{##1}}
-}
-% \end{macrocode}
-%\newpage \subsection{Named references}
-% \begin{macrocode}
-\def\namedreferences{%
- \typeout{KAP -- Named references}%
-% \end{macrocode}
-% This (having no optional argument and/or key)
-% is typically one of those things that happen if you switch from
-% |num| to |named|. Just write out something to indicate that there
-% may be a problem.
-%
-% \begin{macrocode}
- \def\@bibitem##1{\item
- \def\@tempa{##1}%
- \ifx\@tempa\empty
- \if@filesw \immediate\write\@auxout{%
- \string\bibcite{\thearticle ??}{??}}\fi
- \else
- \if@filesw \immediate\write\@auxout{%
- \string\bibcite{\thearticle ##1}{??}}\fi
- \fi
- \ignorespaces
- }%
-% \end{macrocode}
-% Not having a key probably indicates that the optional argument is
-% also wrong, but hey, we can't do everything. At least now |\cite|
-% is something useful if you can count very well...
-%
-% It is also possible
-% that the optional argument is empty, but that is never a problem
-% because it will not be typeset anyway (|\@biblabel| will gobble the
-% argument).
-%
-% 21/3/1997 inserted increment of |\@listctr| to prevent multiply
-% defined labels.
-% \begin{macrocode}
- \def\@lbibitem[##1]##2{\item[\@biblabel{##1}\hfill]%
- \def\@tempa{##2}%
- \stepcounter{\@listctr}%
- \ifx\@tempa\empty
- \if@filesw{\def\protect####1{\string ####1\space}\immediate
- \write\@auxout{\string\bibcite{\thearticle
- \the\value\@listctr}{##1}}}\fi
- \else
- \if@filesw{\def\protect####1{\string ####1\space}\immediate
- \write\@auxout{\string\bibcite{\thearticle ##2}{##1}}}\fi
- \fi
- \ignorespaces
- }%
-\def\labelsepwidth{1em}%
-% \end{macrocode}
-% Here is the list again. |\bibhang| allows control over the amount
-% of hanging indentation.
-% \begin{macrocode}
-\def\kapbib@counter{\relax }%
- \def\kapbib@list{%
- \setlength{\labelsep}{0em}%
- \setlength{\labelwidth}{0pt}%
- \setlength{\itemindent}{-\bibhang}%
- \setlength{\itemsep}{0pt}%
- \setlength{\parsep}{0pt}%
- \usecounter{enumiv}%
- \setlength{\leftmargin}{\bibhang}%
- \i@oldseries
- }%
-% \end{macrocode}
-% Gobble |\@biblabel|. Also, save meaning of |\cite| for later use.
-% \begin{macrocode}
- \def\@biblabel##1{}%
- \let\@internalcite\oldcite
-% \end{macrocode}
-% Differences between these |\cite| commands can be seen above.
-% \begin{macrocode}
- \def\cite{\@ifstar{\citeyear}{\klu@cite}}%
-
- \def\klu@cite{\def\@citeseppen{1000}%
- \def\@cite####1####2{\coleft{####1\if@tempswa , ####2\fi}\ccright}%
- \def\citeauthoryear####1####2{{\rm\i@oldseries ####1, ####2}}\@internalcite }%
-
- \def\shortcite{\def\@citeseppen{1000}%
- \def\@cite####1####2{\coleft{####1\if@tempswa , ####2\fi}\ccright}%
- \def\citeauthoryear####1####2{{\rm\i@oldseries ####2}}\@internalcite }%
-
- \def\citeauthor##1{\def\@citeseppen{1000}%
- \def\@cite####1####2{{####1\if@tempswa , ####2\fi}}%
- \def\citeauthoryear####1####2{\rm ####1}\@citedata{##1}}%
-
- \def\citeyear##1{\def\@citeseppen{1000}%
- \def\@cite####1####2{{####1\if@tempswa , ####2\fi}}%
- \def\citeauthoryear####1####2{{\rm\i@oldseries ####2}}\@citedata{##1}}%
-
- \def\opencite##1{\citeauthor{##1}, \citeyear{##1}}%
-
- \def\inlinecite##1{\citeauthor{##1} (\citeyear{##1})}%
-% \end{macrocode}
-% This is rather tricky stuff, these macros come from |named.sty| and
-% I remember that I understood them once, but not any more,
-% apparantly. Checking this is left as an exersize to the reader.
-% \begin{macrocode}
-\def\@citedata##1{%
- \@tempswafalse%
- \let\@citea\@empty
- \@cite{\@for\@citeb:=##1\do
- {\@citea\def\@citea{,\penalty\@citeseppen\ }%
- \if@filesw\immediate\write\@auxout{\string\citation{\@citeb}}\fi
- \edef\gl@citeb{\expandafter\@firstofone\@citeb}%
- \edef\@citeb{\thearticle\expandafter\@firstofone\@citeb}%
- \@ifundefined{b@\@citeb}{%
- \@ifundefined{b@\gl@citeb}{%
- \mbox{\reset@font\bfseries ?}%
- \G@refundefinedtrue
- \@latex@warning
- {Citation `\@citeb' on page \thepage \space undefined}}%
- {\csname b@\gl@citeb\endcsname}}%
- {\csname b@\@citeb\endcsname}}}{}}
-\def\@citex[##1]##2{%
- \let\@citea\@empty
- \@cite{\@for\@citeb:=##2\do
- {\@citea\def\@citea{;\penalty\@citeseppen\ }%
- \if@filesw\immediate\write\@auxout{\string\citation{\@citeb}}\fi
- \edef\gl@citeb{\expandafter\@firstofone\@citeb}%
- \edef\@citeb{\thearticle\expandafter\@firstofone\@citeb}%
- \@ifundefined{b@\@citeb}{%
- \@ifundefined{b@\gl@citeb}{%
- \mbox{\reset@font\bfseries ?}%
- \G@refundefinedtrue
- \@latex@warning
- {Citation `\@citeb' on page \thepage \space undefined}}%
- {\csname b@\gl@citeb\endcsname}}%
- {\csname b@\@citeb\endcsname}}}{##1}}
-% \end{macrocode}
-% Allow |\citeauthoryear| in |\write|
-% \begin{macrocode}
-\def\citeauthoryear##1##2{\string\citeauthoryear{##1}{##2}}}
-%%%%%%%%%%%%%%%%%%%%%%%%%
-\if@numreferences
- \numreferences
-\else
- \namedreferences
-\fi
-\endinput
-% \end{macrocode}
-%\begin{thebibliography}{}
-%\bibitem[\citeauthoryear{Bisogni~Jr and Arroyo}{1991}]{BJA91}%
-%J.J. Bisogni~Jr and S.L. Arroyo.
-%\newblock The effect of carbon dioxide equilibrium on p{H} in dilute lakes.
-%\newblock {\em Water Research}, 25(2):185--190, 1991.
-%\end{thebibliography}
-%\PrintIndex
-%\end{article}
-%\end{document}
-% end of kluref.sty
-
-
-
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\def\filedate{1998/03/13}
-\def\filename{klusec.sty}
-%\changes{1997/07/13}{Inserted mainmatter switch}{}
-%\changes{1997/07/13}{Inserted tocentry in theindex}{}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\normalsize,\numberline,\protect,\endinput}
-%\CodelineIndex
-%\changes{1997/02/12}{TH: added a space after 'partname'.}{}
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\setlength\marginparwidth{0pt}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\runningtitle{\filename\ -- \filedate}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers}
-%\runningauthor{Kluwer Academic Publishers}
-%\institute{~}
-%\begin{abstract}
-%This internal stylefile defines all sectioning commands used by
-%all kluwer style files. In order to facilitate usage by different
-%stylefiles, most command herein are parameterised.
-%There is an option to include a definition for \verb!\chapter!
-%(|chapter|).
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage
-%\section{Interface}
-%All `ordinary' sectioning command such as |\section| |\subsection| etc.
-%Have the following macros defined:
-%
-%\begin{tabular}{ll}
-%\Bs{\it X}hang & (1arg)\\
-%\Bs{\it X}spaceabove\\
-%\Bs{\it X}spaceafter \\
-%\Bs{\it X}flushstyle\\
-%\Bs{\it X}numstyle\\
-%\Bs{\it X}textstyle\\
-%\Bs{\it X}case & (1arg)
-%\end{tabular}
-
-%Where {\it X} is one of the following:
-
-%\begin{tabular}{ll}
-%C &chapter\\
-%S §ion\\
-%SS &subsection\\
-%SSS &subsubsection\\
-%P ¶graph\\
-%SP &subparagraph
-%\end{tabular}
-
-%\begin{itemize}
-%\item
-%The {\it X}hang macro encapsulates the number and the separating
-%space. In the default
-%configuration, for instance, |\SShang| sets hanging indentation
-%for the subsection title to the width of the number, resulting in
-%sections looking like this:
-
-%\end{itemize}
-%\subsection{This is a very long example of an otherwise quite
-% ordinary section. I stretched it a lot so you can see the
-% runover..... }
-%\begin{itemize}
-%\item
-%This is implemented by this line:
-
-%\begin{verbatim}
-%\newcommand{\SShang}[1]{\Forcedhang{#1}}
-%\end{verbatim}
-
-%where the macro \Bs Forcedhang calculates the needed \Bs hangafter.
-%Another use for this macro could be:
-
-%\begin{verbatim}
-%\renewcommand{\Shang}[1]{\charkern{#1}}
-%\end{verbatim}
-
-%To get spaced out numbering (somewhat trivial example) or
-
-%\begin{verbatim}
-%\renewcommand{\Shang}[1]{}
-%\end{verbatim}
-
-%To force |\section*| like layout.
-
-%\item
-%\Bs{\it X}spaceabove is a skip value in the vertical direction.
-%e.g.\\ |\renewcommand{\Pspaceabove}{.5\baselineskip}|
-
-%\item
-%\Bs{\it X}spaceafter is a `real' macro, that is supposed to typeset
-%either a horizontal or a vertical skip. However, this macro can do
-%anything:\\ |\renewcommand{\Pspaceafter}{\hskip 1em}|
-
-%\item
-%\Bs{\it X}flushstyle is for |\centering| etc.
-
-%\item
-%\Bs{\it X}numstyle and \Bs{\it X}textstyle control things like
-%sizes and fontshape. These two and \Bs{\it X}flushstyle are inside the
-%same group, so there is no need to define things like |\bfseries|
-%twice in a row.
-
-%\item
-%\Bs{\it X}case behaves identical to \Bs{\it X}hang, but it braces
-%the text of the sectioning command.
-%\end{itemize}
-% \section{Considerations}
-%The following need extra attention:
-%\begin{itemize}
-%\item
-%|\part|, |\chapter| and |\index| set |\thispagestyle| to the pagestyle with
-%the same name. This needs to be taken care of in |kluopen.sty| of the
-% stylefile. This file (\filename) simply |\let|'s them all to |empty|.
-%\item
-%|\sectioncmd| is either |\section| or |\chapter|. This is more efficient
-% than doing everything twice. The stylefile has to set this like this:\\
-%|\AtBeginDocument{\let\sectioncmd\section}|, or it will fail.
-%
-%\item
-%|\@secnumdepth| works, for the first time in any kluwer stylefile that I
-%know of. It's default value is 4, so only |\subparagraph| does NOT have a
-%section number attached.
-%\item |\sectiondot| and |\chapterdot| contain a dot to be typeset after
-%the number of the section$\|$chapter.
-%\end{itemize}
-% \section{Defaults}
-% The following table contains the default values as set in this
-% file.
-%
-%{\little
-%\begin{tabular}{llllllll} \hline
-%Type&spaceabove&spacebelow&flushstyle&numstyle&textstyle&hang&case\\ \hline
-%C &33pt &vskip 33pt ¢ering &large rm &- &-&-\\
-%S &2bs+6pt-4pt&vskip 1bs+3pt-2pt¢ering &bf &- &Forcedhang&-\\
-%SS &1bs+3pt-2pt&vskip 1bs+3pt-2pt&raggedright&rm &sc&Forcedhang&-\\
-%SSS&1bs+3pt-2pt&vskip 1sp &raggedright&rm &it&Forcedhang&-\\
-%P &1bs+3pt-2pt&hskip .5em &- &rm &it&-&-\\
-%SP &1bs+3pt-2pt&hskip .5em &- &rm &it&-&-\\ \hline
-%\end{tabular}
-%
-% bs = |\baselineskip|
-%}
-% \section{Implementation}
-% \begin{macrocode}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{klusec}[\filedate ]
-\newif\if@chapterdef \@chapterdeffalse
-\DeclareOption{chapter}{\@chapterdeftrue }
-\ExecuteOptions{}
-\ProcessOptions
-% \end{macrocode}
-%\newpage\subsection{Part}
-% Definition of |\part|. Not much work is done on this, because it is
-% not used this often, and fairly easy to circumvent (if needed).
-% \begin{macrocode}
-\newcommand{\part}{%
- \cleardoublepage
- \thispagestyle{part}%
- \hbox{}\vskip 2in
- \secdef\@part\@spart}
-\def\@part[#1]#2{%
- \ifnum \c@secnumdepth >-2\relax
- \refstepcounter{part}%
- \addcontentsline{toc}{part}{\thepart\hspace{1em}#1}%
- \else
- \addcontentsline{toc}{part}{#1}%
- \fi
- \imarkboth{}{}%
- {\centering
- \ifnum \c@secnumdepth >-2\relax
- \huge\bf \partname\ \thepart
- \par
- \vskip 20pt
- \fi
- \Huge \bf #1\par
- }%
- \@endpart
- }
-
-\def\@spart#1{{\centering\Huge \bf #1\par}\@endpart}
-\def\@endpart{\vfil\cleardoublepage}
-\def\partname{Part}
-\let\ps@part\ps@empty
-%
-% \end{macrocode}
-%\newpage\subsection{Chapter}
-% \begin{macrocode}
-
-\if@chapterdef
-
- %
- % Typeset text and number.
- %
- \newcommand{\@makechapterhead}[2]{\vspace*{\Cspaceabove}%
- {\parindent 0pt \hyphenpenalty 10000
- \Cflushstyle \Cnumstyle
- \Chang{#1}%
- \Ctextstyle \Ccase{#2}\par
- \nobreak \Cspaceafter \relax
- }}
-
- \newcommand{\chapter}{%
-% \end{macrocode}
-%
-% openright will be handled by the stylefile
-%
-% \begin{macrocode}
- \if@openright
- \cleardoublepage
- \else
- \clearpage
- \fi
- \thispagestyle{chapter}%
- \global\@topnum\z@
- \@afterindentfalse
- \secdef\@chapter\@schapter
- }
- \def\@chapter[#1]#2{%
- \ifnum \c@secnumdepth >\m@ne
- \refstepcounter{chapter}%
- \message{\@chapapp\space\thechapter\chapterdot}%
- \addcontentsline{toc}{chapter}{\protect
- \numberline{\thechapter}#1}%
- \else
- \addcontentsline{toc}{chapter}{#1}%
- \fi
- \chaptermark{#1}%
- \addtocontents{lof}{\protect\addvspace{10pt}}%
- \addtocontents{lot}{\protect\addvspace{10pt}}%
- \@makechapterhead{\thechapter\chapterdot\ }{#2}%
- \@afterheading
- }
- \newcommand{\@schapter}[1]{\@makechapterhead{}{#1} \@afterheading}
-
- \newcommand{\Chang}[1]{#1}
- \newcommand{\Cspaceabove}{33pt}
- \newcommand{\Cspaceafter}{\vskip 33pt}
- \newcommand{\Cflushstyle}{\centering}
- \newcommand{\Cnumstyle}{\large\rm}
- \newcommand{\Ctextstyle}{}
- \newcommand{\Ccase}[1]{#1}
- \newcommand{\@chapapp}{\chaptername}
- \newcommand{\chapterdot}{.}
- \let\ps@chapter\ps@empty
-\fi
-% \end{macrocode}
-%\newpage\subsection{Utility macro's}
-%
-% The |\@haveatleast| is (loosely) borrowed from the \TeX Book. Because
-% of it's implementation, it will do `raggedbottom'-like things to pages,
-% but the other option turned out to be worse. A page optimizer would come
-% very handy indeed! The penalty is rather high, because we'd rather borrow
-% some whitespace from the rest of the page.
-% \changes{1997/07/13}{Change of policy: penalty is 0 now}{}
-% \changes{1997/07/13}{nobreak inserted between box and glue}{}
-% \begin{macrocode}
-\newcommand{\vsecspace}[1]{%
- \if@nobreak\else
- \vskip #1\relax \fi}
-\def\Shaveatleast{5\baselineskip}
-\def\SShaveatleast{4\baselineskip}
-\def\SSShaveatleast{4\baselineskip}
-\newcommand{\@haveatleast}[1]{\relax\par \vskip #1
- \penalty 0\vskip -#1 \relax }
-\def\@Xsect{%
- \global\@nobreakfalse
- \global\@noskipsectrue
- \everypar{\setbox0\lastbox
- \global\@noskipsecfalse
- \begingroup \@Svsechd \endgroup
- \everypar{}%
- }}
-% \end{macrocode}
-%|\Forcedhang| is named after it's normal usage. However, it is a bit more
-% general than that, so maybe it will move to some other place eventually.
-% Typesets its argument and sets the current paragraph's |\hangafter| to
-% be the width of the argument.
-% \begin{macrocode}
-\newcommand{\Forcedhang}[1]{\leavevmode
- \setbox0=\hbox{#1}\hangindent\wd0
- \hangafter=1 \box0 }
-% \end{macrocode}
-% \begin{macrocode}
-\def\contentsname{Table of Contents}%
-\def\listfigurename{List of Figures}%
-\def\listtablename{List of Tables}%
-\def\chaptername{Chapter}%
-\def\sectionname{Section}%
-\def\appendixname{Appendix}%
-% \end{macrocode}
-%\newpage\subsection{Section}
-% \begin{macrocode}
-\newcommand{\@makesectionhead}[2]{\vsecspace{\Sspaceabove}%
- {\parindent0pt \hyphenpenalty=10000 \baselineskip12pt
- \Sflushstyle \Snumstyle
- \Shang{#1}%
- \Stextstyle \Scase{#2}\par
- \nobreak \Sspaceafter \relax
- }}
-
-\newcommand{\section}{\@haveatleast{\Shaveatleast
- }\@afterindentfalse \secdef\@section\@ssection}
-
-\def\@section[#1]#2{%
- \ifnum \c@secnumdepth >\z@
- \refstepcounter{section}%
- \addcontentsline{toc}{section}{\protect \numberline{\thesection}#1}%
- \else
- \addcontentsline{toc}{section}{#1}%
- \fi
- \sectionmark{#1}%
- \@makesectionhead{\thesection\sectiondot\hskip 0.7em}{#2}%
- \@afterheading
- }
-
-\def\@ssection#1{\@makesectionhead{}{#1}\@afterheading}
-
-\newcommand{\Shang}[1]{\Forcedhang{#1}}
-\newcommand{\Sflushstyle}{\centering}
-\newcommand{\Snumstyle}{\normalsize\bf}
-\newcommand{\Stextstyle}{}
-\newcommand{\Sspaceabove}{2\baselineskip plus6pt minus4pt}
-\newcommand{\Sspaceafter}{\vskip 1\baselineskip plus3pt minus2pt}
-\newcommand{\Scase}[1]{#1}
-\newcommand{\sectiondot}{.}
-% \end{macrocode}
-%\newpage\subsection{Subsection}
-% \begin{macrocode}
-\newcommand{\@makesubsectionhead}[2]{\vsecspace{\SSspaceabove}%
- {\parindent0pt \hyphenpenalty=10000 \baselineskip12pt
- \SSflushstyle \SSnumstyle
- \SShang{#1}%
- \SStextstyle \SScase{#2}\par
- \nobreak \SSspaceafter \relax
- }}
-
-\newcommand{\subsection}{\@haveatleast{\SShaveatleast}%
- \@afterindentfalse \secdef\@subsection\@ssubsection
- }
-
-\def\@subsection[#1]#2{%
- \ifnum \c@secnumdepth >\@ne
- \refstepcounter{subsection}%
- \addcontentsline{toc}{subsection}{\protect
- \numberline{\thesubsection}#1}%
- \else
- \addcontentsline{toc}{subsection}{#1}%
- \fi
- \subsectionmark{#1}
- \@makesubsectionhead{\thesubsection\sectiondot\hskip 0.7em}{#2}%
- \@afterheading
- }
-\def\@ssubsection#1{\@makesubsectionhead{}{#1}\@afterheading}
-
-
-\newcommand{\SShang}[1]{\Forcedhang{#1}}
-\newcommand{\SSflushstyle}{\raggedright}
-\newcommand{\SSnumstyle}{\normalsize\rm}
-\newcommand{\SStextstyle}{\sc}
-\newcommand{\SSspaceabove}{1\baselineskip plus3pt minus2pt}
-\newcommand{\SSspaceafter}{\vskip .8\baselineskip plus2pt minus2pt}
-\newcommand{\SScase}[1]{#1}
-% \end{macrocode}
-%\newpage\subsection{Subsubsection}
-% \begin{macrocode}
-\newcommand{\@makesubsubsectionhead}[2]{\vsecspace{\SSSspaceabove}%
- {\parindent0pt \hyphenpenalty=10000 \baselineskip12pt
- \SSSflushstyle \SSSnumstyle
- \SSShang{#1}%
- \SSStextstyle \SSScase{#2}\par
- \nobreak \SSSspaceafter \relax
- }}
-
-\newcommand{\subsubsection}{\@haveatleast{\SSShaveatleast
- }\@afterindentfalse
- \secdef\@subsubsection\@ssubsubsection}
-\def\@subsubsection[#1]#2{%
- \ifnum \c@secnumdepth >2
- \refstepcounter{subsubsection}
- \addcontentsline{toc}{subsubsection}{\protect
- \numberline{\thesubsubsection}#1}%
- \else
- \addcontentsline{toc}{subsubsection}{#1}%
- \fi
- \subsubsectionmark{#1}
- \@makesubsubsectionhead{\thesubsubsection\sectiondot\hskip0.7em}{#2}%
- \@afterheading
- }
-\def\@ssubsubsection#1{\@makesubsubsectionhead{}{#1}\@afterheading}
-
-\newcommand{\SSShang}[1]{\Forcedhang{#1}}
-\newcommand{\SSSflushstyle}{\raggedright}
-\newcommand{\SSSnumstyle}{\normalsize\rm}
-\newcommand{\SSStextstyle}{\it}
-\newcommand{\SSSspaceabove}{1\baselineskip plus3pt minus2pt}
-\newcommand{\SSSspaceafter}{\vskip 1sp}
-\newcommand{\SSScase}[1]{#1}
-% \end{macrocode}
-%\newpage\subsection{Paragraph}
-% \begin{macrocode}
-\newcommand{\@makeparagraphhead}[2]{%
- \vsecspace{\Pspaceabove }%
- \def\@Svsechd{%
- {\Pflushstyle \Pnumstyle
- \Phang{#1}%
- \Ptextstyle \Pcase{#2}%
- \Pspaceafter \relax }}\@Xsect
- }
-
-\newcommand{\paragraph}{\par \@afterindentfalse
- \secdef\@paragraph\@sparagraph }
-
-\def\@paragraph[#1]#2{%
- \ifnum \c@secnumdepth >3
- \refstepcounter{paragraph}%
- \addcontentsline{toc}{paragraph}{\protect
- \numberline{\theparagraph}#1}%
- \else
- \addcontentsline{toc}{paragraph}{#1}%
- \fi
- \paragraphmark{#1}%
- \@makeparagraphhead{\theparagraph\sectiondot\hskip 0.7em}{#2}%
- }
-\def\@sparagraph#1{\@makeparagraphhead{}{#1}}
-
-\newcommand{\Pspaceabove}{1\baselineskip plus3pt minus2pt}
-\newcommand{\Phang}[1]{#1}
-\newcommand{\Pflushstyle}{}
-\newcommand{\Pnumstyle}{\normalsize\rm}
-\newcommand{\Ptextstyle}{\it}
-\newcommand{\Pcase}[1]{#1}
-\newcommand{\Pspaceafter}{\hskip 1em}
-% \end{macrocode}
-%\newpage\subsection{Subparagraph}
-% \begin{macrocode}
-\newcommand{\@makesubparagraphhead}[2]{%
- \vskip \SPspaceabove
- \def\@Svsechd{%
- {\SPflushstyle \SPnumstyle
- \SPhang{#1}%
- \SPtextstyle \SPcase{#2}%
- \SPspaceafter \relax}}\@Xsect
- }
-\newcommand{\subparagraph}{\par\@afterindentfalse
- \secdef\@subparagraph\@ssubparagraph }
-
-\def\@subparagraph[#1]#2{%
- \ifnum \c@secnumdepth >4
- \refstepcounter{subparagraph}%
- \addcontentsline{toc}{subparagraph}{\protect
- \numberline{\thesubparagraph}#1}%
- \else
- \addcontentsline{toc}{subparagraph}{#1}%
- \fi
- \paragraphmark{#1}%
- \@makesubparagraphhead{\thesubparagraph\sectiondot\hskip 0.7em}{#2}%
- }
-\def\@ssubparagraph#1{\@makesubparagraphhead{}{#1}}
-
-\newcommand{\SPspaceabove}{1\baselineskip plus3pt minus2pt}
-\newcommand{\SPhang}[1]{}
-\newcommand{\SPflushstyle}{}
-\newcommand{\SPnumstyle}{\normalsize\rm}
-\newcommand{\SPtextstyle}{\it}
-\newcommand{\SPcase}[1]{#1}
-\newcommand{\SPspaceafter}{\hskip 1em}
-% \end{macrocode}
-%\newpage\subsection{Counters}
-% \begin{macrocode}
-\newcounter{part}
-\renewcommand{\thepart}{\Roman{part}}
-\if@chapterdef
- \newcounter{chapter}
- \renewcommand{\thechapter}{\arabic{chapter}}
- \newcounter{section}[chapter]
- \renewcommand{\thesection}{\thechapter.\arabic{section}}
-\else
- \newcounter{section}
- \renewcommand{\thesection}{\arabic{section}}
-\fi
-\newcounter{subsection}[section]
-\newcounter{subsubsection}[subsection]
-\newcounter{paragraph}[subsubsection]
-\newcounter{subparagraph}[paragraph]
-\renewcommand{\thesubsection}{\thesection.\arabic{subsection}}
-\renewcommand{\thesubsubsection}{\thesubsection.\arabic{subsubsection}}
-\renewcommand{\theparagraph}{\thesubsubsection.\arabic{paragraph}}
-\renewcommand{\thesubparagraph}{\theparagraph.\arabic{subparagraph}}
-% \end{macrocode}
-%\newpage\subsection{Table of Contents}
-% \begin{macrocode}
-\def\@pnumwidth{1.55em}
-\def\@tocrmarg{2.55em}
-\def\@dotsep{10000}
-
-\setcounter{tocdepth}{2}
-\setcounter{secnumdepth}{4}
-% \end{macrocode}
-%The macro |\imarkboth| is defined in |kluopen.sty|, allowing the current
-% pagestyle and/or stylefile to define the meaning.
-% \begin{macrocode}
-\def\tableofcontents{\sectioncmd *{\contentsname}%
- \imarkboth{\contentsname}{\contentsname}%
- \message{\contentsname}%
- \@starttoc{toc}\newpage}
-\def\listoffigures{\sectioncmd *{\listfigurename}\imarkboth
- {\listfigurename}{\listfigurename}%
- \message{\listfigurename}%
- \@starttoc{lof}}
-\def\listoftables{\sectioncmd *{\listtablename}\imarkboth
- {\listtablename}{\listtablename}%
- \message{\listtablename}%
- \@starttoc{lot}}
-
-\def\l@figure{\@dottedtocline{1}{1.5em}{2.3em}}
-\let\l@table\l@figure
-
-\def\l@part#1#2{%
- \addpenalty{-\@highpenalty}
- \addvspace{2.25em plus 1pt}
- \begingroup
- \@tempdima 3em
- \parindent \z@ \rightskip \@pnumwidth
- \parfillskip -\@pnumwidth
- {\large \bf
- \leavevmode
- #1\hfil \hbox to\@pnumwidth{\hss #2}}\par
- \nobreak
- \global\@nobreaktrue
- \everypar{\global\@nobreakfalse\everypar{}}
- \endgroup
- }
-
-\def\l@chapter#1#2{\addpenalty{-\@highpenalty}
- \vskip 1.0em plus 1pt
- \@tempdima 1.5em
- \begingroup
- \parindent \z@ \rightskip \@pnumwidth
- \parfillskip -\@pnumwidth
- \bf
- \leavevmode
- \advance\leftskip\@tempdima
- \hskip -\leftskip
- #1\nobreak\hfil \nobreak\hbox to\@pnumwidth{\hss #2}\par
- \penalty\@highpenalty
- \endgroup
- }
-
-\def\l@section{\@dottedtocline{1}{1.5em}{2.3em}}
-\def\l@subsection{\@dottedtocline{2}{3.8em}{3.2em}}
-\def\l@subsubsection{\@dottedtocline{3}{7.0em}{4.1em}}
-\def\l@paragraph{\@dottedtocline{4}{10em}{5em}}
-\def\l@subparagraph{\@dottedtocline{5}{12em}{6em}}
-% \end{macrocode}
-%\newpage
-%
-% \begin{macrocode}
-\newif\if@mainmatter \@mainmattertrue
-\if@chapterdef
- \newcommand{\appendix}{\par
- \@mainmatterfalse
- \setcounter{chapter}{0}%
- \setcounter{section}{0}%
- \renewcommand{\thechapter}{\Alph{chapter}}%
- \renewcommand{\@chapapp}{\appendixname}%
- \message{\appendixname}%
- }
-\else
- \newcommand{\appendix}{\par
- \section*{Appendix}%
- \setcounter{section}{0}%
- \setcounter{subsection}{0}%
- \renewcommand{\thesection}{\Alph{section}}%
- \message{\appendixname}%
- }
-\fi
-
-\newenvironment{theindex}{%
- \columnseprule \z@
- \columnsep \indexsep
- \if@chapterdef
- \twocolumn[\@makechapterhead{}{\indexname}]
- \addcontentsline{toc}{chapter}{\indexname}%
- \else
- \twocolumn[\@makesectionhead{}{\indexname}]
- \addcontentsline{toc}{section}{\indexname}%
- \fi
- \imarkboth{\indexname}{\indexname}%
- \message{\indexname}%
- \thispagestyle{index}%
- \parindent\z@
- \parskip\z@ plus .3pt\relax
- \let\item\@idxitem \indexfont
- }{\onecolumn}
-\def\indexfont{\footnotesize}
-\let\ps@index\ps@empty
-\def\@idxitem{\par\hangindent 36pt}
-\def\subitem{\par\hangindent 36pt \hspace*{12pt}}
-\def\subsubitem{\par\hangindent 36pt \hspace*{24pt}}
-\def\indexspace{\par \vskip 10pt plus 5pt minus 3pt\relax}
-\def\indexsep{24pt}
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-% end of klusec.sty
-
-
-
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[10pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klut10.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\runningtitle{\filename\ -- \filedate}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers}
-%\runningauthor{Kluwer Academic Publishers}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options. This is a the `tight' file.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klut10.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 5/6, 6/7, 7/8, 8/9, 9/10.5,
-% 10/11.5, 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xpt{11.5}%
- \abovedisplayskip 10\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip \z@ \@plus 3\p@
- \belowdisplayshortskip 6\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@ixpt{10.5}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@viiipt{9}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@viipt\@viiipt}
-\newcommand\little{\@setfontsize\little\@vipt\@viipt}
-\newcommand\tiny{\@setfontsize\tiny\@vpt\@vipt}
-\newcommand\large{\@setfontsize\large\@xiipt{14}}
-\newcommand\Large{\@setfontsize\Large\@xivpt{18}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xviipt{22}}
-\newcommand\huge{\@setfontsize\huge\@xxpt{25}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 9\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 3\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4.5\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klut10.clo'.
-
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[11pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klut11.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{.5in}
-%\hfuzz=11pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options. This is a the `tight' file.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klut11.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 6/7, 7/8, 8/9, 9/10.5,
-% 10/11.5, 11/12.5, 12/14, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xipt{12.5}%
- \abovedisplayskip 10\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip \z@ \@plus 3\p@
- \belowdisplayshortskip 6\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@xpt{11.5}%
- \abovedisplayskip 9\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 5\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@ixpt{10.5}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@viiipt{9.5}}
-\newcommand\little{\@setfontsize\little\@viipt\@viiipt}
-\newcommand\tiny{\@setfontsize\tiny\@vipt\@viipt}
-\newcommand\large{\@setfontsize\large\@xiipt{14}}
-\newcommand\Large{\@setfontsize\Large\@xivpt{18}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xviipt{22}}
-\newcommand\huge{\@setfontsize\huge\@xxpt{25}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 9\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 3\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4.5\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{20\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu10.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[12pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klut12.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\setlength\marginparwidth{0in}
-%\addtolength{\textwidth}{8pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options. This is a tight version.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klut12.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This between |\scriptsize| and
-% |\tiny|. Allowed type provided values: 6/7, 8/9, 9/10.5,
-% 10/11.5, 11/12.5 12/13.5, 14/18, 17/22, 20/25, 25/30.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@xiipt{13.5}%
- \abovedisplayskip 11\p@ \@plus 2\p@ \@minus5\p@
- \abovedisplayshortskip 1\p@ \@plus 3\p@
- \belowdisplayshortskip 7\p@ \@plus 3\p@ \@minus3\p@
- \belowdisplayskip \abovedisplayskip
- \let\@listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@xipt{12.5}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 4\p@ \@plus2\p@ \@minus2\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@xpt{11.5}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@ixpt{10.5}}
-\newcommand\little{\@setfontsize\little\@viiipt{9}}
-\newcommand\tiny{\@setfontsize\tiny\@vipt\@viipt}
-\newcommand\large{\@setfontsize\large\@xivpt{18}}
-\newcommand\Large{\@setfontsize\Large\@xviipt{22}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xxpt{25}}
-\newcommand\huge{\@setfontsize\huge\@xxvpt{30}}
-\newcommand\Huge{\@setfontsize\Huge\@xxvpt{30}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {27.5\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{12pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6.65\p@}
-\setlength{\skip\footins}{12\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{2em}
-\setlength{\leftmarginii}{2.2em}
-\setlength{\leftmarginiii}{1.87em}
-\setlength{\leftmarginiv}{1.7em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 11\p@ \@plus 3\p@ \@minus 5\p@
- \partopsep 4.5\p@ \@plus 1\p@ \@minus 2\p@
- \itemsep 6\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 6\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 6\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 3\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{24\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{12\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{24\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{10\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{10\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klut12.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass[9pt]{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\NeedsTeXFormat{LaTeX2e}
-\def\filedate{1998/02/11}
-\def\filename{klut9.clo}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\p@,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\refstepcounter}
-%\DoNotIndex{\setlength,\@plus,\@minus,\protect,\endinput}
-%\CodelineIndex
-%\newcommand{\Bs}{}
-%\parindent=0pt
-%\parskip=3pt
-%\setlength\marginparwidth{0in}
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal file takes care of list definitions and `general'
-% point size options. This is a `tight' file.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\ProvidesFile{klut9.clo}[\filedate ]
-% \end{macrocode}
-% \subsection{Section size commands}
-% added command: |\little|. This is identical to |\tiny| here.
-% Allowed type provided values: 5/6, 6/7, 7/8, 8/9, 9/10.5,
-% 10/11.5, 11/13, 12/14, 14/18, 17/22, 20/25.
-% \begin{macrocode}
-\renewcommand\normalsize{%
- \@setfontsize\normalsize\@ixpt{10.5}%
- \abovedisplayskip 8.5\p@ \@plus3\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus2\p@
- \belowdisplayshortskip 4\p@ \@plus2\p@ \@minus2\p@
- \belowdisplayskip \abovedisplayskip
- \let\listi\@listI}
-\normalsize
-\newcommand\small{%
- \@setfontsize\small\@viiipt{9}%
- \abovedisplayskip 6\p@ \@plus2\p@ \@minus4\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 3\p@ \@plus\p@ \@minus2\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 3\p@ \@plus\p@ \@minus\p@
- \parsep 2\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\footnotesize{%
- \@setfontsize\footnotesize\@viipt{8}%
- \abovedisplayskip 4\p@ \@plus2\p@ \@minus2\p@
- \abovedisplayshortskip \z@ \@plus\p@
- \belowdisplayshortskip 2\p@ \@plus\p@ \@minus1\p@
- \def\@listi{\leftmargin\leftmargini
- \topsep 2\p@ \@plus\p@ \@minus\p@
- \parsep 1\p@ \@plus\p@ \@minus\p@
- \itemsep \parsep}%
- \belowdisplayskip \abovedisplayskip
-}
-\newcommand\scriptsize{\@setfontsize\scriptsize\@vipt\@viipt}
-\newcommand\little{\@setfontsize\little\@vpt\@vipt}
-\newcommand\tiny{\@setfontsize\tiny\@vpt\@vipt}
-\newcommand\large{\@setfontsize\large\@xpt{11.5}}
-\newcommand\Large{\@setfontsize\Large\@xiipt{14}}
-\newcommand\LARGE{\@setfontsize\LARGE\@xivpt{18}}
-\newcommand\huge{\@setfontsize\huge\@xviipt{22}}
-\newcommand\Huge{\@setfontsize\Huge\@xxpt{25}}
-% \end{macrocode}
-% \subsection{Various values}
-% Note that |\hoffset| and |\voffset| are both compensated. This makes
-% the calculations below easier.
-% \begin{macrocode}
-\setlength\hoffset{-1in}
-\setlength\voffset{-1in}
-\setlength\parindent {14\p@}
-\setlength\headheight{12\p@}
-\setlength\headsep {12\p@}
-\setlength\topskip {10\p@}
-\setlength\footskip {25\p@}
-\setlength\marginparsep{10pt}
-\setlength\marginparpush{5\p@}
-\setlength\maxdepth {.5\topskip}
-\setlength\@maxdepth\maxdepth
-\setlength\columnsep{10pt}
-\setlength\columnseprule{0pt}
-\setlength\fboxsep{3pt}
-\setlength\fboxrule{.4pt}
-% \end{macrocode}
-% \subsection{Textheight and textwidth}
-% These are the main reason for the existence of these files. For some
-% stupid reason, \LaTeX\ calculates textwidth out of |\paperwidth|. We
-% did want to support letter paper, but our |\textwidth| is fixed,
-% with the margins being calculated.
-%
-% Presume |\textwidth| and |\marginparwidth| are set in the stylefile,
-% or we're in trouble. The |2pc| value is used to
-% compensate for the `dead' corners in most laserprinters.
-%
-% Calculations are done `AtBeginDocument' to allow changes made in the
-% preamble and later on in the stylefile.
-% \begin{macrocode}
-\newdimen\id@boxheight
-\AtBeginDocument{%
- \setlength\@tempdima{\paperwidth}%
- \addtolength\@tempdima{-\textwidth}%
- \divide\@tempdima by 2
- \setlength\@tempdimb\marginparwidth
- \addtolength\@tempdimb\marginparsep
- \addtolength\@tempdimb{2pc}%
- \ifdim \@tempdima <\@tempdimb
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Marginpars disabled}{}{You made
- your \string\textwidth\space (\the\textwidth) and
- \string\marginparwidth (\the\marginparwidth) too wide.\MessageBreak
- The allowed value for margin space: (\the\@tempdima). Needed value:
- (\the\@tempdimb).\MessageBreak
- This is not enough,
- so I will set \string\marginparwidth\space to 0pt.\MessageBreak
- Let's hope that fixes it.
- }%
- \marginparwidth \z@
- \marginparsep \z@
- \fi
- \ifdim \@tempdima <2pc
- \@tempdimb=\paperwidth
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textwidth\space (\the\textwidth)
- wider than the available total\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \oddsidemargin \@tempdima
- \evensidemargin \@tempdima
-% \end{macrocode}
-% These calculations are a lot easier.
-% |\textheight| should have been set already. This does not check for the
-% correct placement of the identification line!!
-% \begin{macrocode}
- \setlength\@tempdima{\paperheight}
- \addtolength\@tempdima{-\footskip}
- \addtolength\@tempdima{-\headheight}
- \addtolength\@tempdima{-\headsep}
- \setlength\@tempdimb{\@tempdima}
- \addtolength\@tempdima{-\textheight}
- \divide\@tempdima by 2
- \ifdim \@tempdima <2pc
- \advance\@tempdimb by -4pc
- \@settopoint\@tempdimb
- \GenericError{Pointsize}{Pointsize Error: Invalid sizes given}{}{You
- made your \string\textheight\space (\the\textheight)
- more than the available total.\MessageBreak
- (Which is: \the\@tempdimb). Please press X and try again.
- }%
- \fi
- \setlength\topmargin{\@tempdima}
- \setlength\id@boxheight{\@tempdima}
- \advance\id@boxheight by -2pc
-}
-% \end{macrocode}
-%
-% \begin{macrocode}
-\setlength\footnotesep{6\p@}
-\setlength{\skip\footins}{9\p@ \@plus 4\p@ \@minus 2\p@}
-% \end{macrocode}
-% \subsection{Lists}
-% List default values
-% \begin{macrocode}
-\setlength\partopsep{2\p@ \@plus 1\p@ \@minus 1\p@}
-\setlength{\leftmargini}{1.9em}
-\setlength{\leftmarginii}{2em}
-\setlength{\leftmarginiii}{1.7em}
-\setlength{\leftmarginiv}{1.4em}
-\setlength{\leftmarginv}{1em}
-\setlength{\leftmarginvi}{1em}
-\setlength{\labelsep}{.4em}
-\setlength{\labelwidth}{\leftmargini}
-\addtolength{\labelwidth}{-\labelsep}
-% \end{macrocode}
-% Note that lists below level 3 do nothing else then readjusting the
-% |\labelwidth|. This results in very small labels for the inner lists.
-% \begin{macrocode}
-\def\@listI{%
- \leftmargin \leftmargini
- \topsep 8\p@ \@plus2\p@ \@minus2\p@
- \partopsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep 4\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 4\p@ \@plus 2\p@ \@minus 1\p@ }
-\def\@listii{%
- \leftmargin \leftmarginii
- \labelwidth \leftmarginii
- \advance\labelwidth by -\labelsep
- \topsep 4.5\p@ \@plus 2\p@ \@minus 1\p@
- \parsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \itemsep \parsep}
-\def\@listiii{%
- \leftmargin \leftmarginiii
- \labelwidth \leftmarginiii
- \advance\labelwidth by -\labelsep
- \topsep 2\p@ \@plus 1\p@ \@minus 1\p@
- \parsep \z@
- \partopsep 1\p@ \@plus 0\p@ \@minus 1\p@
- \itemsep \topsep}
-\def\@listiv{%
- \setlength{\leftmargin}{\leftmarginiv}%
- \setlength{\labelwidth}{\leftmarginiv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listv{%
- \setlength{\leftmargin}{\leftmarginv}%
- \setlength{\labelwidth}{\leftmarginv}%
- \addtolength{\labelwidth}{-\labelsep}}
-\def\@listvi{%
- \setlength{\leftmargin}{\leftmarginvi}%
- \setlength{\labelwidth}{\leftmarginvi}%
- \addtolength{\labelwidth}{-\labelsep}}
-\let\@listi\@listI
-\@listi
-% \end{macrocode}
-% \subsection{Float separation parameters}
-% Separation on text pages.
-% \begin{macrocode}
-\setlength\floatsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\textfloatsep{18\p@ \@plus 2\p@ \@minus 4\p@}
-\setlength\intextsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dblfloatsep{10\p@ \@plus 2\p@ \@minus 2\p@}
-\setlength\dbltextfloatsep{18\p@ \@plus 2\p@ \@minus 4\p@}
-% \end{macrocode}
-% Separation on float pages
-% \begin{macrocode}
-\setlength\@fptop{0\p@ \@plus 1fil}
-\setlength\@fpsep{8\p@ \@plus 2fil}
-\setlength\@fpbot{0\p@ \@plus 1fil}
-\setlength\@dblfptop{0\p@ \@plus 1fil}
-\setlength\@dblfpsep{8\p@ \@plus 2fil}
-\setlength\@dblfpbot{0\p@ \@plus 1fil}
-
-\endinput
-% \end{macrocode}
-%\PrintIndex
-%\end{document}
-%% End of file `klu9.clo'.
+++ /dev/null
-%
-%
-\ifcat a\noexpand @\let\next\relax\else \def\next{%
-\documentclass{kluwer}\usepackage{doc}\MakePercentIgnore}\fi\next
-\def\filedate{1998/02/11}
-\def\filename{klutab.sty}
-%\DoNotIndex{\@M,\def,\c@secnumdepth,\baselineskip,\@pnumwidth,\else,\fi}
-%\DoNotIndex{\newcommand,\z@,\relax,\renewcommand,\ifnum,\csname,\endcsname}
-%\DoNotIndex{\baselineskip,\vskip,\hskip,\relax,\secdef,\gdef,\@cla,\@clb}
-%\DoNotIndex{\normalsize,\protect,\global,\setbox,\hbox,\vbox,\endinput}
-%\DoNotIndex{\egroup,\endgroup,\bgroup,\begingroup,\let}
-%\CodelineIndex
-%\changes{1997/02/12}{TH: Inserted definition of `array' to accomodate `hline'.}
-%\newcommand{\Bs}{$\backslash$}
-%\parindent=0pt
-%\parskip=3pt
-%\hfuzz=10pt
-%\MakeShortVerb{\|}
-%\setlength{\marginparwidth}{0in}
-%\addtolength{\textwidth}{4pc}
-%\begin{document}
-%\begin{opening}
-%\title{\filename}
-%\date{\filedate}
-%\author{Kluwer Academic Publishers\surname{}}
-%\institute{~}
-%\begin{abstract}
-% This internal stylefile takes care of tabulars.
-%\end{abstract}
-%\end{opening}
-%\tableofcontents
-%\section{Usage}
-%
-% All of this is quite simple code. What happens
-% is that some extra lines for use in tabulars are defined and
-% included in the original definition of |tabular| and
-% |tabular*|. These have a bit of extra vertical space which breaks
-% the use of vertical rules in tabular's, which is why the old
-% definitions are saved as |TABULAR| and |TABULAR*|.
-%
-% There are some variations on |\cline|. I moved internal commands out of the
-% definition of |tabular| so they could be used in |tabular*| easily. \\[6pt]
-% |\rcline| == hbox 3pt to the left\\
-% |\lcline| == hbox 3pt to the right\\
-% |\lrcline| == both \\
-% |\rlcline| == |\lrcline| (to provide symmetry)
-%
-% All of the environments have
-% been changed so that they also set the value of |\@tabwidth|, which
-% is needed by |klufloa.sty|.
-%
-% |tabular*| has been adjusted to flush out the excess space over all
-% columns instead of to the right of the last one. This is controlled
-% by the value of |\stretchtabsep|, whose default value equals |\hfil|
-%
-%\newpage\section{Implementation}
-% \begin{macrocode}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesPackage{klutab}[\filedate ]
-% \end{macrocode}
-% \subsection{Tabular}
-% First some needed values. The `array' things may not belong here,
-% but is also not save to put them somewhere else. After all, \LaTeX\
-% seems to think this is correct.
-% \begin{macrocode}
-\arraycolsep 6pt
-\tabcolsep 6pt
-\arrayrulewidth .4pt
-\doublerulesep 2pt
-% \end{macrocode}
-%
-% Internal versions of the rules check whether first arg $>1$, and assign
-% |\@tabklu@tmpa| accordingly. Next, execute |\@tabklu@tmpa| and
-% unskip vertical width of rule. (All three are similar)
-% \begin{macrocode}
-\def\@rcline[#1-#2]{%
- \noalign{%
- \global\@cla #1\relax
- \global\advance\@cla\m@ne
- \ifnum\@cla >0
- \global\let\@tabklu@tmpa\@rclinea
- \else
- \global\let\@tabklu@tmpa\@rclineb
- \fi
- \global\@clb #2\relax
- \global\advance\@clb-\@cla }%
- \@tabklu@tmpa
- \noalign{\vskip-\arrayrulewidth}%
- }%
-\def\@rclinea{%
- \multispan\@cla&\multispan\@clb
- \hbox to 3pt{\hfil }%
- \unskip
- \leaders\hrule \@height \arrayrulewidth\hfill
- \cr}%
-\def\@rclineb{%
- \multispan\@clb
- \hbox to 3pt{\hfil }%
- \unskip
- \leaders\hrule \@height \arrayrulewidth\hfill
- \cr}%
-\def\@lcline[#1-#2]{%
- \noalign{%
- \global\@cla #1\relax
- \global\advance\@cla\m@ne
- \ifnum\@cla >0
- \global\let\@tabklu@tmpa\@lclinea
- \else
- \global\let\@tabklu@tmpa\@lclineb
- \fi
- \global\@clb #2\relax
- \global\advance\@clb-\@cla
- }\@tabklu@tmpa
- \noalign{\vskip-\arrayrulewidth}%
-}%
-\def\@lclinea{%
- \multispan\@cla&\multispan\@clb
- \unskip
- \leaders\hrule \@height \arrayrulewidth\hfill
- \hbox to 3pt{\hfil }\cr}%
-\def\@lclineb{%
- \multispan\@clb
- \unskip
- \leaders\hrule \@height \arrayrulewidth\hfill
- \hbox to 3pt{\hfil }\cr}%
-\def\@lrcline[#1-#2]{%
- \noalign{%
- \global\@cla #1\relax
- \global\advance\@cla\m@ne
- \ifnum\@cla>0
- \global \let\@tabklu@tmpa\@lrclinea
- \else
- \global \let\@tabklu@tmpa\@lrclineb
- \fi
- \global \@clb #2\relax
- \global \advance\@clb-\@cla
- }%
- \@tabklu@tmpa
- \noalign{\vskip -\arrayrulewidth}%
- }%
-\def\@lrclinea{%
- \multispan\@cla&\multispan\@clb
- \hbox to 3pt{\hfil }%
- \unskip\leaders\hrule \@height \arrayrulewidth\hfill
- \hbox to 3pt{\hfil }%
- \cr}%
-\def\@lrclineb{%
- \multispan\@clb
- \hbox to 3pt{\hfil }%
- \unskip\leaders\hrule \@height \arrayrulewidth\hfill
- \hbox to 3pt{\hfil }%
- \cr}%
-% \end{macrocode}
-% This is used for |tabular*|
-% \begin{macrocode}
-\newlength\stretchtabsep
-\setlength\stretchtabsep{0pt plus 1fil}
-% \end{macrocode}
-% |\hline| has been redefined to provide some extra vertical
-% space. Unforunately, we could not do the same for |\cline| and
-% friend, because there can be more than one in one row. The old value
-% of |\hline| is saved in |\savehline| in case you need it.
-%
-% |\arraystretch| is left to it's default value, but we did want extra
-% spacing, so |\strut| is redefined (indirectly) to give some.
-%
-% And then, the entire tabular is saved in a |\hbox| so we can measure
-% it up later. (See above for why we need to know this). There is a
-% grouping level added to stop definitions from running away, but
-% maybe this isn't needed. Not sure.
-% \begin{macrocode}
-\let\savehline\hline
-\def\tabular{\begingroup
- \def\hline{\noalign{\vskip3pt}\savehline\noalign{\vskip3pt}}%
- \def\rcline##1{\@rcline[##1]}%
- \def\lcline##1{\@lcline[##1]}%
- \def\lrcline##1{\@lrcline[##1]}%
- \let\rlcline=\lrcline
- \setbox\strutbox\hbox{\vrule height.8\baselineskip
- depth.4\baselineskip width\z@}%
- \setbox0=\hbox\bgroup\def\@halignto{}\@tabular}%
-% \end{macrocode}
-% |\endtabular| is quite straightforward.
-% \begin{macrocode}
-\def\endtabular{\crcr\egroup\egroup $\egroup
- \egroup \tabwidth{\wd0}\unhbox0 \endgroup}%
-% \end{macrocode}
-%
-% Apparently we need to restore the definition of |\hline|
-% inside of array's. This is just a quick hack that 'fixes'
-% the problem.
-% \begin{macrocode}
-\let\klu@intarray\array
-\let\klu@intendarray\endarray
-\def\array{\begingroup \let\hline\savehline \klu@intarray }
-\def\endarray{\klu@intendarray \endgroup}
-% \end{macrocode}
-%
-% |tabular*| follows the same rules, except for redefining
-% |\@tabacol| to insert a |\hfil| value for |\tabskip| in the first
-% preamble-entry (and all following, but these don't count),
-% thereby stretching out all intercolumn space instead
-% of just the last (\LaTeX\ standard behaviour).
-% \begin{macrocode}
-\@namedef{tabular*}#1{%
- \begingroup
- \let\savehline\hline
- \def\hline{\noalign{\vskip3pt}\savehline\noalign{\vskip3pt}}%
- \def\rcline##1{\@rcline[##1]}%
- \def\lcline##1{\@lcline[##1]}%
- \def\lrcline##1{\@lrcline[##1]}%
- \let\rlcline=\lrcline
- \setbox\strutbox\hbox{\vrule height.8\baselineskip
- depth.4\baselineskip width\z@}%
- \setbox0=\hbox\bgroup\def\@halignto{to #1}%
- \def\@tabacol{\edef\@preamble{\@preamble
- \tabskip \stretchtabsep \hskip \tabcolsep}}\@tabular}
-\@namedef{endtabular*}{\endtabular}
-%
-% \end{macrocode}
-% \subsection{TABULAR}
-% This is just ordinary \LaTeX\ tabular, apart from the |\hbox|.
-% \begin{macrocode}
-\def\TABULAR{%
- \let\savehline\hline %compatibility
- \let\rcline\cline \let\lcline\cline
- \let\lrcline\cline \let\rlcline\cline
- \setbox0=\hbox\bgroup\def\@halignto{}\@tabular}%
-\def\endTABULAR{\crcr\egroup\egroup $\egroup
- \egroup \tabwidth{\wd0}\unhbox0 }%
-\@namedef{TABULAR*}#1{%
- \let\savehline\hline %compatibility
- \let\rcline\cline \let\lcline\cline
- \let\lrcline\cline \let\rlcline\cline
- \setbox0=\hbox\bgroup\def\@halignto{to #1}\@tabular}%
-\@namedef{endTABULAR*}{\endtabular}
-\endinput
-% \end{macrocode}
-%\def\IndexParms{\hbadness=10000}
-%\PrintIndex
-%\end{document}
-% end of klutab.sty
+++ /dev/null
-%
-% This class file (c) Kluwer Academic Publishers.
-% You are free to use this class file as you see fit, provided
-% that you do not make changes to the included macro files.
-% If you DO make changes, you are required to rename the files.
-%
-\def\filedate{1998/02/11}
-\def\kluclassname{kluwer}
-\def\kluclassversion{1.1}
-\def\klujnlname{none}
-\NeedsTeXFormat{LaTeX2e}
-\ProvidesClass{kluwer}[\filedate\space \kluclassversion\space
- Kluwer base document class]
-\newcommand\@ptsize{}
-\newcommand\@pttensize{1}
-\newif\if@restonecol
-\newif\if@openright
-\DeclareOption{noid}{\PassOptionsToPackage{\CurrentOption}{kluedit}}
-\DeclareOption{namedreferences}{\PassOptionsToPackage{\CurrentOption}{kluref}}
-\DeclareOption{numreferences}{\PassOptionsToPackage{\CurrentOption}{kluref}}
-\DeclareOption{openbib}{\PassOptionsToPackage{\CurrentOption}{kluref}}
-\DeclareOption{thms}{\PassOptionsToPackage{\CurrentOption}{klumath}}
-\DeclareOption{mathsec}{\PassOptionsToPackage{\CurrentOption}{klumath}}
-\DeclareOption{fleqn}{\PassOptionsToPackage{\CurrentOption}{klumath}}
-\DeclareOption{leqno}{\PassOptionsToPackage{\CurrentOption}{klumath}}
-\DeclareOption{titlepage}{\PassOptionsToPackage{\CurrentOption}{klulist}}
-\DeclareOption{klusym}{\PassOptionsToPackage{\CurrentOption}{klumac}}
-\DeclareOption{a4paper}
- {\setlength\paperheight {297mm}%
- \setlength\paperwidth {210mm}}
-\DeclareOption{a5paper}
- {\setlength\paperheight {210mm}%
- \setlength\paperwidth {148mm}}
-\DeclareOption{b5paper}
- {\setlength\paperheight {250mm}%
- \setlength\paperwidth {176mm}}
-\DeclareOption{letterpaper}
- {\setlength\paperheight {11in}%
- \setlength\paperwidth {8.5in}}
-\DeclareOption{legalpaper}
- {\setlength\paperheight {14in}%
- \setlength\paperwidth {8.5in}}
-\DeclareOption{executivepaper}
- {\setlength\paperheight {10.5in}%
- \setlength\paperwidth {7.25in}}
-\DeclareOption{landscape}
- {\setlength\@tempdima {\paperheight}%
- \setlength\paperheight {\paperwidth}%
- \setlength\paperwidth {\@tempdima}}
-\DeclareOption{9pt}{\renewcommand\@pttensize{}\renewcommand\@ptsize{9}}
-\DeclareOption{10pt}{\renewcommand\@ptsize{0}}
-\DeclareOption{11pt}{\renewcommand\@ptsize{1}}
-\DeclareOption{12pt}{\renewcommand\@ptsize{2}}
-\DeclareOption{oneside}{\@twosidefalse \@mparswitchfalse}
-\DeclareOption{twoside}{\@twosidetrue \@mparswitchtrue}
-\DeclareOption{openright}{\@openrighttrue}
-\DeclareOption{draft}{\setlength\overfullrule{5pt}}
-\DeclareOption{final}{\setlength\overfullrule{0pt}}
-\DeclareOption{onecolumn}{\@twocolumnfalse}
-\DeclareOption{twocolumn}{\@twocolumntrue}
-\ExecuteOptions{a4paper,11pt,twoside,onecolumn,final,openright}
-\ProcessOptions
-%\renewcommand{\encodingdefault}{T1}
-\IfFileExists{klumac.sty}{\RequirePackage{klumac}[1998/02/11]}{}
-\AtBeginDocument{\let\sectioncmd\section}
-\input{klu\@pttensize\@ptsize.clo}
-\def\Uppercase#1{#1}
-\RequirePackage{klulist}[1998/02/11]
-\RequirePackage{kluopen}[1998/02/11]
- \def\@date{\vskip \afterdateskip } % no default dates
-\RequirePackage{kluedit}[1998/02/11]
-\AtBeginDocument{\let\imarkboth\@gobbletwo}
-\RequirePackage{klufloa}[1998/02/11]
-\renewcommand{\fnum@figure}{{\itshape\figurename~\thefigure\figtabdot\/}}
-\renewcommand{\thetable}{\Roman{table}}
-\indentedcaptions
-\RequirePackage{klunote}[1998/02/11]
-\RequirePackage{kluref}[1998/02/11]
-\RequirePackage{klumath}[1998/02/11]
-\RequirePackage{klusec}[1998/02/11]
-\setlength\textheight{559pt}
-\setlength\textwidth{28pc}
-\setlength\marginparwidth{0pt}
-\setlength\lineskip{1\p@}
-\setlength\normallineskip{1\p@}
-\renewcommand\baselinestretch{}
-\@lowpenalty 51
-\@medpenalty 151
-\@highpenalty 301
-\@beginparpenalty -\@lowpenalty
-\@endparpenalty -\@lowpenalty
-\@itempenalty -\@lowpenalty
-\DeclareOldFontCommand{\rm}{\normalfont\rmfamily}{\mathrm}
-\DeclareOldFontCommand{\sf}{\normalfont\sffamily}{\mathsf}
-\DeclareOldFontCommand{\tt}{\normalfont\ttfamily}{\mathtt}
-\DeclareOldFontCommand{\bf}{\normalfont\bfseries}{\mathbf}
-\DeclareOldFontCommand{\it}{\normalfont\itshape}{\mathit}
-\DeclareOldFontCommand{\sl}{\normalfont\slshape}{\@nomath\sl}
-\DeclareOldFontCommand{\sc}{\normalfont\scshape}{\@nomath\sc}
-\providecommand{\cal}{\protect\pcal}
-\newcommand{\pcal}{\@fontswitch{\relax}{\mathcal}}
-\providecommand{\mit}{\protect\pmit}
-\newcommand{\pmit}{\@fontswitch{\relax}{\mathnormal}}
-\setlength\tabbingsep{\labelsep}
-\clubpenalty=10000
-\widowpenalty=10000
-%%%%%%%
-\def\kapmathindent{14pt}
-\pagestyle{headings}
-\pagenumbering{arabic}
-\frenchspacing
-\endinput
-%%
-%% End of file `kluwer.cls'.
-
-
-
-
-
-
-
-
+++ /dev/null
-
-@inproceedings{gmetadom,
- author = "Luca Padovani and Claudio Sacerdoti Coen and Stefano Zacchiroli",
- title = "A Generative Approach to the Implementation of Language Bindings for the Document Object Model",
- booktitle = "Generative Programming and Component Engineering",
- editor = "Gabor Karsai and Eelco Visser",
- series = "LNCS",
- volume = "3286",
- pages = "469--487",
- publisher = "Springer-Verlag",
- year = 2004,
-}
-
-@techreport{mmode,
- author = "Freek Wiedijk",
- title = "MMode, a Mizar Mode for the proof assistant Coq",
- institution = "University of Nijmegen",
- number = "NIII-R0333",
- year = "2003"
-}
-
-@article{ lamport-proof,
- author = "Leslie Lamport",
- title = "How to write a proof",
- journal = "American Mathematical Monthly",
- volume = "102",
- number = "7",
- pages = "600--608",
- year = "1995",
-}
-
-@inproceedings{thery-authoring,
- author = "Laurent Th\`ery",
- title = "Formal Proof Authoring: an Experiment",
- booktitle = "User Interface Design for Theorem Provers",
- editor = "David Aspinall and Christoph L{\"u}th",
- year = 2003
-}
-
-@inproceedings{padovani-editex,
- author = "Luca Padovani",
- title = "Interactive Editing of MathML Markup Using TeX Syntax",
- booktitle = "International Conference on TeX, XML, and Digital Typography",
- series = "LNCS",
- volume = "3130,",
- pages = "125--138",
- year = 2004,
- publisher = "Springer-Verlag",
-}
-
-@inproceedings{uitp-knowledge-modelling,
- author = "Stuart Aitken",
- title = "Problem Solving in Interactive Proof: A Knowledge-Modelling Approach",
- booktitle = "European Conference on Artificial Intelligence (ECAI)",
- year = 1996
-}
-
-@inproceedings{proof-by-pointing,
- author = "Yves Bertot",
- title = "Proof by Pointing",
- booktitle = "Symposium on Theoretical Aspects Computer Software (STACS)",
- series = "Lecture Notes in Computer Science",
- volume = "789",
- year = 1993
-}
-
-@inproceedings{thery-cyp,
- author = "Laurent Th\`ery",
- title = "Colouring proofs: a lightweight approach to adding formal structure to proofs",
- booktitle = "User Interface Design for Theorem Provers",
- editor = "David Aspinall and Christoph L{\"u}th",
- year = 2003
-}
-
-@article{uitp-empirical,
- author = "Stuart Aitken and Phil Gray and Tom Melham and Muffy Thomas",
- title = "Interactive Theorem Proving: An Empirical Study of User Activity",
- journal = "Journal of Symbolic Computation",
- year = 1995
-}
-
-@inproceedings{uitp-phases,
- author = "Stuart Aitken and Phil Gray and Tom Melham and Muffy Thomas",
- title = "Phases, Modes and Information Flow in Theory Development",
- booktitle = "User Interface Design for Theorem Provers",
- editor = "Nicholas Merriam",
- year = 1996
-}
-
-@inproceedings{searchingmath,
- author = "Andrea Asperti and Stefano Zacchiroli",
- title = "Searching mathematics on the Web: state of the art and future developments",
- booktitle = "New Developments in Electronic Publishing of Mathematics",
- editor = "Bernd Wegner",
- publisher = {FIZ Karlsruhe},
- YEAR = 2005
-}
-
-@article{fourcolor,
- author = "K. Appel and W. Haken",
- title = "Every planar map is four colorable.",
- journal = {Illinois Journal of Mathematics},
- year = 1977,
- volume = {21},
- pages = {429--567}
-}
-
-@misc{freekcomparison,
- author = "Freek Wiedijk",
- title = "The Sixteen Provers of the World",
- howpublished = "University of Nijmegen,\\\url{http://www.cs.ru.nl/~freek/comparison/comparison.ps.gz}"
-}
-
-@misc{zmath,
- title = "Zentralblatt MATH",
- howpublished = "\url{http://www.emis.de/ZMATH/}"
-}
-
-@inproceedings{lcf,
- author = "Michael J. C. Gordon and Robin Milner and C.P. Wadsworth",
- title = "{Edinburgh LCF}: a Mechanised Logic of Computation",
- series = {Lecture Notes in Computer Science},
- volume = 78,
- publisher = {{Sprin\-ger-Verlag}},
- year = 1979
-}
-
-@phdthesis{csc-phd,
- author = "Claudio Sacerdoti Coen",
- title = "Mathematical Knowledge Management and Interactive Theorem
- Proving",
- school = "University of Bologna",
- year = "2004",
- note = "Technical Report UBLCS 2004-5"
-}
-
-@inproceedings{Isar,
- author = "Markus Wenzel",
- title = "Isar - A Generic Interpretative Approach to Readable Formal Proof Documents",
- booktitle = "Theorem Proving in Higher Order Logics",
- pages = "167-184",
- year = "1999"
-}
-
-@inproceedings{centaur,
- author = "P. Borras and D. Clement and Th. Despeyrouz and J. Incerpi and G. Kahn and B. Lang and V. Pascual",
- title = "{CENTAUR}: The System",
- booktitle = "Proceedings of the {ACM} {SIGSOFT}/{SIGPLAN} Software Engineering Symposium on Practical Software Development Environments ({PSDE})",
- journal = "SIGPLAN Notices",
- volume = "24",
- number = "2",
- publisher = "ACM Press",
- address = "New York, NY",
- pages = "14--24",
- year = "1989",
- url = "citeseer.nj.nec.com/borras88centaur.html"
-}
-
-@inproceedings{Leroy-manifest-types,
- AUTHOR = "Xavier Leroy",
- TITLE = "Manifest types, modules, and separate compilation",
- BOOKTITLE = {21st symposium Principles of Programming Languages},
- YEAR = 1994,
- PUBLISHER = {ACM Press},
- PAGES = {109--122},
- URL = {http://pauillac.inria.fr/~xleroy/publi/manifest-types-popl.ps.gz}
-}
-
-@inproceedings{overkilling,
- author = "Sacerdoti Coen, Claudio",
- title = "Tactics in Modern Proof-Assistants: the Bad Habit of
- Overkilling",
- booktitle = "Supplementary Proceedings of the 14th International
- Conference TPHOLS 2001",
- pages = {352--367},
- year = 2001
-}
-
-@inproceedings{omegaants1,
- author = "Christoph Benzm{\"u}ller and Volker Sorge",
- title = {{OANTS} -- An open approach at combining Interactive and Automated
- Theorem Proving},
- booktitle = {Symbolic Computation and Automated Reasoning},
- editor = {Manfred Kerber and Michael Kohlhase},
- year = 2000,
- pages = {81--97},
- publisher = {A.K.Peters},
- url = {www.ags.uni-sb.de/~chris/papers/C8.pdf}
-}
-
-@article{ocr,
- author = "R. Fateman and T. Tokuyasu and B. Berman and N. Mitchell",
- title = {Optical Character Recognition and Parsing of Typeset Mathematics},
- journal = {Journal of Visual Communication And Image Representation},
- year = 1996,
- volume = {7},
- pages = {2--15},
- number = {1},
- month = mar,
- url = {www.ags.uni-sb.de/~chris/papers/J4.pdf}
-}
-
-@article{newauthomath,
- author = "Freek Wiedijk",
- title = "A new implementation of {A}utomath",
- journal = {Journal of Automated Reasoning},
- year = 2002,
- volume = {29},
- pages = {365--387}
-}
-
-@article{gdome2,
- author = "Paolo Casarini and Luca Padovani",
- title = "The {G}nome {DOM} {E}ngine",
- journal = "Markup Languages: Theory \& Practice",
- year = 2002,
- volume = {3},
- pages = {173--190},
- number = {2},
- publisher = "MIT Press",
- month = apr
-}
-
-@article{omegaants2,
- author = "Christoph Benzm{\"u}ller and Mateja Jamnik and Manfred Kerber and
- Volker Sorge",
- title = {Agent based Mathematical Reasoning},
- journal = {Electronic Notes in Theoretical Computer Science, Elsevier},
- year = 1999,
- volume = {23},
- pages = {21--33},
- number = {3},
- url = {www.ags.uni-sb.de/~chris/papers/J4.pdf}
-}
-
-@inproceedings{Necula,
- author = "George C. Necula and Peter Lee",
- title = "Safe Kernel Extensions Without Run-Time Checking",
- booktitle = "2nd Symposium on Operating Systems Design and Implementation ({OSDI} '96), October 28--31, 1996. Seattle, {WA}",
- publisher = "USENIX",
- address = "Berkeley, CA, USA",
- editor = "{USENIX}",
- pages = "229--243",
- year = "1996",
- url = "citeseer.nj.nec.com/necula96safe.html"
-}
-
-@inproceedings{courant,
- AUTHOR = "Judica{\"e}l Courant",
- TITLE = {Explicit Universes for the {C}alculus of {C}onstructions},
- BOOKTITLE = {Theorem Proving in Higher Order Logics:
- 15th International Conference, TPHOLs 2002},
- EDITOR = {Victor A. {Carre\~{n}o} and C\'{e}sar A. {Mu\~{n}oz} and Sofi\`{e}ne Tahar},
- SERIES = {Lecture Notes in Computer Science},
- VOLUME = 2410,
- PAGES = {115--130},
- YEAR = 2002,
- PUBLISHER = {{Sprin\-ger-Verlag}},
- MONTH = AUG,
- ADDRESS = {Hampton, VA, USA}
-}
-
-@inproceedings{NL98,
- author = "George C. Necula and Peter Lee",
- title="{Efficient Representation and Validation of Proofs}",
- booktitle="Proceedings of the 13th Annual symposium on Logic in Computer Science,",
- address="Indianapolis",
- year="1998"
-}
-
-@book{GirardJY:prot,
- author = "Jean-Yves Girard and Yves Lafont and Paul Taylor",
- title = "{Proofs and Types}",
- publisher = {Cambridge University Press},
- series = {Cambridge Tracts in Theoretical Computer Science},
- year = 1989
-}
-
-@inproceedings{proofgeneral,
- author = "David Aspinall",
- title = "{P}roof {G}eneral: A Generic Tool for Proof Development",
- booktitle = "Tools and Algorithms for the Construction and Analysis of Systems, TACAS 2000",
- series = "LNCS",
- volume = "1785",
- month = jan,
- year = 2000,
- publisher = "Springer-Verlag",
-}
-
-@inproceedings{Gim94,
- author = "Eduardo Gim\'enez",
- title = "{Codifying guarded definitions with recursive schemes}",
- booktitle = "Types'94: Types for Proofs and Programs",
- series = "LNCS",
- volume = 996,
- year = 1994,
- publisher = "Springer-Verlag",
- note = "Extended version in LIP research report 95-07, ENS Lyon",
- pages = "39--59",
-}
-
-@incollection{BarendregtH:lawcwt,
- author = "H. Barendregt",
- title = "{Lambda Calculi with Types}",
- booktitle = "{Handbook of Logic in Computer Science}",
- editor = "{Abramsky, Samson and others}",
- publisher = "{Oxford University Press}",
- volume = 2,
- year = 1992
-}
-
-@inproceedings{coquand:1986,
- author="Thierry Coquand",
- title="{An Analysis of Girard's Paradox}",
- booktitle="Symposium on Logic in Computer Science",
- address="Cambridge",
- publisher="MA. IEEE press",
- year="1986"
-}
-
-@phdthesis{mohring,
- AUTHOR = "Christine Paulin-Mohring",
- TITLE = {D\'efinitions Inductives en Th\'eorie des Types d'Ordre Sup\'rieur},
- SCHOOL = {Universit\'e Claude Bernard Lyon I},
- YEAR = 1996,
- MONTH = DEC,
- TYPE = {Habilitation \`a diriger les recherches},
- URL = {http://www.lri.fr/~paulin/habilitation.ps.gz}
-}
-
-@phdthesis{garrigue,
- author = "Jacques Garrigue",
- title = "{Label-Selective Lambda-Calculi and Transformation Calculi}",
- school = "University of Tokyo, Department of Information Science",
- month = mar,
- year = 1995
-}
-
-@phdthesis{LuoZ:extcc,
- author = "Zhaohui Luo",
- title = "{An Extended Calculus of Constructions}",
- school = "University of Edinburgh",
- year = 1990
-}
-
-@phdthesis{chicly,
- author = "Laurent Chicli",
- title = "Sur la formalisation des math\'ematiques dans le
- {C}alcul des {C}onstructions {I}nductives",
- school = "Universit\'e de Nice~-~Sophia Antipolis",
- year = 2003
-}
-
-@phdthesis{geuvers:1993,
- author="Herman Geuvers",
- title="{Logics and Type Systems}",
- school="Catholic University Nijmegen",
- year="1993",
- type="{Ph.D.} dissertation"
-}
-
-@unpublished{PrimesInP,
- author = "M. Agrawal and N. Kayal and N. Saxena",
- title = "{PRIMES} in {P}",
- note = "\url{http://www.cse.iitk.ac.in/users/manindra/primality.ps}",
- month = aug,
- year = 2002
-}
-
-@unpublished{danosKAM,
- author = "Vincent Danos and Laurent Regnier",
- title = "How abstract machines implement head linear reduction",
- year = 2003
-}
-
-@inproceedings{Oostdijk,
- author = "Olga Caprotti and Herman Geuvers and Martin Oostdijk",
- title = "Certified and Portable Mathematical Documents from Formal Contexts",
- editor = "Bruno Buchberger and Olga Caprotti",
- booktitle = "On-Line Proceedings of the First International Conference on
- Mathematical Knowledge Management, MKM 2001",
- publisher = "The Electronic Library of Mathematics (EMIS)",
- url = "\url{http://www.emis.de/ELibM.html}",
- year = "2001"
-}
-
-@inproceedings{formal-proof-sketches,
- author = "Freek Wiedijk",
- title = "Formal Proof Sketches",
- editor = "Wan Fokkink and Jaco van de Pol",
- booktitle = "7th Dutch Proof Tools Day, Program + Proceedings",
- note = "CWI, Amsterdam",
- year = "2003",
-}
-
-@inproceedings{Barendregt,
- author = "Henk Barendregt",
- title = "Towards an Interactive Mathematical Proof Language",
- editor = "Fairouz Kamareddine",
- booktitle = "Thirty Five Years of Automath",
- pages = "25--36",
- publisher = "Kluwer",
- year = "2003",
-}
-
-@inproceedings{werner:prof-irrelevance,
- author = "Alexandre Miquel and Benjamin Werner",
- title = "The Not So Simple Proof-Irrelevant Model of {CC}",
- editor = "Herman Geuvers and Freek Wiedijk",
- booktitle = "Types for Proofs and Programs: International Workshop, TYPES 2002",
- pages = "240--258",
- volume = "LNCS, 2646",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-@inproceedings{csc-environment,
- author = "Claudio Sacerdoti Coen",
- title = "Mathematical Libraries as Proof Assistant Environments",
- editor = "Andrea Asperti, Grzegorz Bancerek, Andrzej Trybulec",
- booktitle = "Proceedings of Mathematical Knowledge Management 2004",
- volume = "LNCS, 3119",
- pages = "332--346",
- publisher = "Springer-Verlag",
- year = "2004"
-}
-
-@inproceedings{disambiguation,
- author = "Claudio Sacerdoti Coen and Stefano Zacchiroli",
- title = "Efficient Ambiguous Parsing of Mathematical Formulae",
- editor = "Andrea Asperti, Grzegorz Bancerek, Andrzej Trybulec",
- booktitle = "Proceedings of Mathematical Knowledge Management 2004",
- volume = "LNCS, 3119",
- pages = "347--362",
- publisher = "Springer-Verlag",
- year = "2004"
-}
-
-@inproceedings{pechino,
- author = "Andrea Asperti and Bernd Wegner",
- title = "An Approach to Machine-Understandable Representation of the Mathematical Information in Digital Documents",
- editor = "Fengshai Bai and Bernd Wegner",
- booktitle = "Electronic Information and Communication in Mathematics",
- volume = "LNCS, 2730",
- pages = "14--23",
- publisher = "Springer-Verlag",
- year = "2003"
-}
-
-@inproceedings{whelp,
- author = "Andrea Asperti and Ferruccio Guidi and Claudio Sacerdoti Coen and Enrico Tassi and Stefano Zacchiroli",
- title = "A content based mathematical search engine: Whelp",
- booktitle = "Post-proceedings of the Types 2004 International Conference",
- volume = "LNCS, (to appear)",
- pages = "xxx--xxx",
- publisher = "Springer-Verlag",
- year = "2004"
-}
-
-@inproceedings{exportation-module,
- author = "Sacerdoti Coen, Claudio",
- title = "From Proof-Assistans to Distributed Libraries of Mathematics: Tips
- and Pitfalls",
- editor = "Andrea Asperti and Bruno Buchberger and James H. Davenport",
- booktitle = "Proceedings of the Second International Conference on
- Mathematical Knowledge Management, MKM 2003",
- pages = "30--44",
- volume = "LNCS, 2594",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-@inproceedings{ida,
- author = "Andrea Asperti and Herman Geuvers and Iris Loeb and Lionel Elie Mamane and Claudio Sacerdoti Coen",
- title = "An Interactive Algebra Course with Formalised Proofs and Definitions",
- editor = "Andrea Asperti and Bruno Buchberger and James H. Davenport",
- booktitle = "Post-Proceedings of the Fourth International Conference on Mathematical Knowledge Management, MKM 2005",
- pages = "XXX--XXX",
- volume = "LNCS, (to appear)",
- publisher = "Springer-Verlag",
- year = "2005",
-}
-
-@inproceedings{davenport,
- author = "James H. Davenport",
- title = "{MKM} from Book to Computer: A Case Study",
- editor = "Andrea Asperti and Bruno Buchberger and James H. Davenport",
- booktitle = "Proceedings of the Second International Conference on
- Mathematical Knowledge Management, MKM 2003",
- pages = "17--29",
- volume = "LNCS, 2594",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-@inproceedings{fguidisacerdot,
- author = "Ferruccio Guidi and Sacerdoti Coen, Claudio",
- title = "Querying Distributed Digital Libraries of Mathematics",
- editor = "Therese Hardin and Renaud Rioboo",
- booktitle = "Calculemus 2003",
- pages = "17--30",
- publisher = "Aracne Editrice S.R.L.",
- year = "2003",
- note = "ISBN 88-7999-545-6"
-}
-
-@inproceedings{hbugs,
- author = "Sacerdoti Coen, Claudio and Stefano Zacchiroli",
- title = "Brokers and {W}eb-Services for Automatic Deduction: a Case Study",
- editor = "Therese Hardin and Renaud Rioboo",
- booktitle = "Calculemus 2003",
- pages = "43--57",
- publisher = "Aracne Editrice S.R.L.",
- year = "2003",
- note = "ISBN 88-7999-545-6"
-}
-
-@inproceedings{calculemus-presentation,
- author = "Christoph Benzm{\"u}ller",
- title = "The {CALCULEMUS} Research Training Network -- A short Overview",
- editor = "Therese Hardin and Renaud Rioboo",
- booktitle = "Calculemus 2003",
- pages = "1--16",
- publisher = "Aracne Editrice S.R.L.",
- year = "2003",
- note = "ISBN 88-7999-545-6"
-}
-
-@inproceedings{linda,
- author = "Sacerdoti Coen, Claudio",
- title = "A Constructive Proof of the Soundness of the
- Encoding of Random Access Machines in a Linda Calculus with Ordered
- Semantics",
- booktitle = "Theoretical Computer Science: 8th Italian Conference, ICTCS 2003",
- pages = "37--57",
- volume = "LNCS, 2841",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-
-@article{asperti-categorical-understanding,
- author = "Andrea Asperti",
- title = "A categorical understanding of environment machines",
- journal = "Journal of Functional Programming",
- volume = "2",
- number = "1",
- pages = "23--59",
- month = jan,
- year = "1992"
-}
-
-@article{namelessdummies,
- author = "{N. G. de Bruijn}",
- title = "Lambda calculus notation with nameless dummies, a tool for automatic formula manipulation, with application to the Church-Rosser theorem",
- journal = "Indagationes Mathematicae",
- volume = "34",
- pages = "381--392",
- year = "1972"
-}
-
-@article{ctcoq1,
- author = "Yves Bertot",
- title = "The CtCoq System: Design and Architecture",
- journal = "Formal Aspects of Computing",
- volume = "11",
- pages = "225--243",
- year = "1999"
-}
-
-@article{ctcoq3,
- author = "Yves Bertot and Laurent Th\'ery",
- title = "A Generic Approach to Building User Interfaces for Theorem Provers",
- journal = "Journal of Symbolic Computation",
- volume = "25",
- pages = "161--194",
- year = "1998"
-}
-
-@article{mbase,
- author = "Michael Kohlhase and Andreas Franke",
- title = "{MBase}: Representing Knowledge and Context for the Integration of Mathematical Software Systems",
- journal = "Journal of Symbolic Computation",
- volume = "32",
- number = "4",
- pages = "365--402",
- year = "2001",
- url = "\url{http://citeseer.nj.nec.com/kohlhase00mbase.html}"
-}
-
-@inproceedings{mizarql,
- author = "Grzegorz Bancerek and Piotr Rudnicki",
- title = "Information Retrieval in {MML}",
- editor = "Andrea Asperti and Bruno Buchberger and James H. Davenport",
- booktitle = "Proceedings of the Second International Conference on
- Mathematical Knowledge Management, MKM 2003",
- pages = "119--132",
- volume = "LNCS, 2594",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-@article{codedcontexttrees,
- author = "Harald Ganzinger and Robert Nieuwehuis and Pilar Nivela",
- title = "Fast Term Indexing with Coded Context Trees. Journal of Automated Reasoning",
- journal = "Journal of Automated Reasoning",
- year = "To appear"
-}
-
-@article{ranta,
- author = "Aarne Ranta",
- title = "Grammatical Framework: A Type-Theoretical Grammar Formalism",
- journal = "Journal of Functional Programming",
- year = "To appear",
- note = "Manuscript made available in September 2002"
-}
-
-@book{DiCosmo,
- AUTHOR = "Di Cosmo, Roberto",
- TITLE = {Isomorphisms of types: from $\lambda$-calculus to information retrieval and language design},
- SERIES = {Progress in Theoretical Computer Science},
- PUBLISHER = {Birkhauser},
- YEAR = {1995},
- NOTE = {ISBN-0-8176-3763-X}
-}
-
-@book{automath,
- EDITOR = "R.P. Nederpelt and J.H. Geuvers and R.C. de Vrijer",
- TITLE = {Selected Papers on Automath},
- SERIES = {Studies in Logic and the Foundations of Mathematics},
- PUBLISHER = {Elsevier Science},
- VOLUME = "133",
- YEAR = {1994},
- NOTE = {ISBN-0444898220}
-}
-
-@misc{krivine,
- author = "Jean-Louis Krivine",
- title = "Un interpr\`ete du $\lambda$-calcul",
- howpublished = "Brouillon. Available on-line at \url{http://www.logique.jussieu.fr/~krivine}",
- year = 1985
-}
-
-@misc{na-mkm1,
- title = "Progress Report: Building Interactive Digital Libraries of Formal
- Algorithmic Knowledge",
- howpublished = "Cornell University, \url{http://www.cs.uwyo.edu/~nuprl/documents/cornell_slides.pdf}",
- month = may,
- year = 2002,
- key = "Progress"
-}
-
-@misc{metadata4education,
- title = "{L}earning {O}bject {M}etadata Standard",
- howpublished = "Learning Technology Standards Committee of IEEE, \verb+http://www.learninglab.de/elan/kb3/lexikon/metadaten-standards/docs/+ \verb+LOM_1484_12_1_v1_Final_Draft.pdf+",
- year = 2002,
- key = "Learning"
-}
-
-@misc{openmath-cd-with-plus,
- title = "Arith1 {OpenMath} {C}ontent {D}ictionary",
- howpublished = "The OpenMath Society, \url{http://www.openmath.org/cocoon/openmath/cd/arith1.ocd}",
- year = 2002,
- key = "Arith1 OpenMath Content Dictionary"
-}
-
-
-@misc{ddc,
- title = "Dewey Decimal Classification",
- howpublished = "\url{http://www.oclc.org/dewey}",
- url = "\url{http://www.oclc.org/dewey}",
- key = "Dewey"
-}
-
-@misc{lc,
- title = "Library of Congress Classification Scheme",
- howpublished = "\url{http://www.loc.gov}",
- url = "\url{http://www.loc.gov}",
- key = "Library"
-}
-
-@misc{msc,
- title = "Mathematical {S}ubject {C}lassification, {A}merican {M}athematical {S}ociety",
- howpublished = "\url{http://www.ams.org/msc}",
- url = "\url{http://www.ams.org/msc}",
- key = "Mathematical"
-}
-
-@InCollection{borges,
- author = "Jorge Luis Borges",
- title = "The Library of {B}abel",
- publisher = "Grove Press",
- booktitle = "Ficciones",
- year = 1942
-}
-
-@inproceedings{magaud,
- author = "Nicolas Magaud",
- title = "{C}hanging {D}ata {R}epresentation within the {C}oq {S}ystem",
- booktitle = {TPHOLs'2003},
- publisher = {Springer-Verlag},
- volume = {LNCS, 2758},
- year = {2003},
-}
-
-@inproceedings{geuvers-jojgov,
- author = "Herman Geuvers and Gueorgui I. Jojgov",
- title = "Open Proofs and Open Terms: A Basis for Interactive Logic",
- editor = "J. Bradfield",
- booktitle = "Computer Science Logic: 16th International Workshop, CLS 2002",
- pages = "537-552",
- volume = "LNCS, 2471",
- publisher = "Springer-Verlag",
- month = jan,
- year = "2002"
-}
-
-@inproceedings{mkm-structure,
- author = "Koji Nakagawa and Akihiro Nomura and Masakazu Suzuki",
- title = "Extraction of Logical Structure from articles in Mathematics",
- editor = "Andrea Asperti, Grzegorz Bancerek, Andrzej Trybulec",
- booktitle = "Proceedings of Mathematical Knowledge Management 2004",
- volume = "LNCS, 3119",
- pages = "276--289",
- publisher = "Springer-Verlag",
- year = "2004"
-}
-
-@inproceedings{mkm-metadata2,
- author = "Andrea Asperti and Matteo Selmi",
- title = "Efficient Retrieval of Mathematical Statements",
- editor = "Andrea Asperti, Grzegorz Bancerek, Andrzej Trybulec",
- booktitle = "Proceedings of Mathematical Knowledge Management 2004",
- volume = "LNCS, 3119",
- pages = "17--31",
- publisher = "Springer-Verlag",
- year = "2004"
-}
-
-@inproceedings{adams,
- author = "A. A. Adams",
- title = "Digitisation, Representation and Formalisation: Digital
- Libraries of Mathematics.",
- editor = "A. Asperti, B. Buchberger, J.H. Davenport",
- booktitle = "Proceedings of Mathematical Knowledge Management 2003",
- volume = "LNCS, 2594",
- pages = "1--16",
- publisher = "Springer-Verlag",
- year = "2003"
-}
-
-@inproceedings{maya,
- author = "Serge Autexier and Dieter Hutter and Heiko Mantel and Axel Schairer",
- title = "Towards an Evolutionary Formal Software-Development Using {CASL}",
- booktitle = "WADT99 Selected Papers Volume",
- volume = "LNCS, 1827",
- publisher = "Springer-Verlag",
- year = "2000"
-}
-
-@inproceedings{how-to-extract,
- author = "Lu\'is Cruz Filipe and Bas Spitters",
- title = "Program Extraction from large proof developments",
- booktitle = "Proceedings of TPHOLS 2003",
- editor = "D. Basin and B. Wolff",
- volume = "LNCS, 2758",
- publisher = "Springer-Verlag",
- year = "2003"
-}
-
-@inproceedings{click-and-prove,
- author = "Jean-Raymond Abrial and Dominique Cansell",
- title = "Click'n {P}rove: Interactive Proofs Within Set Theory",
- booktitle = "Proceedings of TPHOLS 2003",
- editor = "D. Basin and B. Wolff",
- volume = "LNCS, 2758",
- publisher = "Springer-Verlag",
- year = "2003"
-}
-
-@inproceedings{delahaye,
- author = "David Delahaye and Roberto di Cosmo",
- title = "Information Retrieval in a {C}oq Proof Library using
- Type Isomorphisms",
- booktitle = "Proceedings of TYPES 99",
- volume = "LNCS",
- publisher = "Springer-Verlag",
- year = "1999"
-}
-
-@TechReport{jojgov,
- author = "G. I. Jojgov",
- title = "Systems for open terms: An Overview",
- institution = "Technische Universiteit Eindhoven",
- number = "CSR 01-03",
- year = "2001"
-}
-
-@TechReport{garrigue:implicit-arguments,
- author = "Jun P. Furuse and Jacques Garrigue",
- title = " A label-selective lambda-calculus with optional arguments and its compilation method",
- institution = "Research Institute for Mathematical Sciences, Kyoto University",
- number = "RIMS Preprint 1041",
- month = oct,
- year = "1995"
-}
-
-@phdthesis{miquel,
- author = "Alexandre Miquel",
- title = "Le {C}alcul des {C}onstructions {I}mplicite: syntaxe et s\'emantique",
- school = "Universit\'e Paris 7",
- year = "2001"
-}
-
-@phdthesis{chrzaszcz,
- author = "Jacek Chrz{\c{a}}szcs",
- title = "Modules in Type Theory with Generative Definitions",
- school = "Uniwersytet Warszawski and Universit\'e de Paris Sud",
- year = "2003"
-}
-
-@phdthesis{Pons,
- author = "Olivier Pons",
- title = "Conception et r\'ealisation d'outils d'aide au d\'eveloppement de grosse th\'eories dans les syst\`emes de preuves interactifs",
- school = "Conservatoire National des Arts et M\'etiers",
- year = "1999"
-}
-
-@phdthesis{blanqui,
- author = "Fr\'ed\'eric Blanqui",
- title = "Type Theory and Rewriting",
- school = "Universit\'e Paris XI",
- year = "2001"
-}
-
-@phdthesis{magnusson,
- author = "Lena Magnusson",
- title = "The Implementation of {ALF} -- a Proof Editor based
- on Martin-L{\"o}f Monomorphic Type Theory with Explicit
- Substitutions",
- school = "Chalmers University of Technology / G{\"o}teborg University",
- year = "1995"
-}
-
-@phdthesis{McBride,
- author = "Conor McBride",
- title = "Dependently Typed Functional Programs and their Proofs",
- school = "University of Edinburgh",
- year = "1999"
-}
-
-@phdthesis{schena,
- author = "Irene Schena",
- title = "Towards a Semantic Web for Formal Mathematics",
- school = "University of Bologna",
- year = "2002"
-}
-
-@phdthesis{fguidi,
- author = "Ferruccio Guidi",
- title = "Searching and Retrieving in Content-Based Repositories
- of Formal Mathematical Knowledge",
- school = "University of Bologna",
- month = mar,
- year = "2003",
- note = "Technical Report UBLCS 2003-06"
-}
-
-@phdthesis{padovani,
- author = "Luca Padovani",
- title = "MathML Formatting",
- school = "University of Bologna",
- month = feb,
- year = "2003",
- note = "Technical Report UBLCS 2003-03"
-}
-
-@mastersthesis{csc-master,
- author = "Sacerdoti Coen, Claudio",
- title = "Progettazione e realizzazione con tecnologia {XML} di basi distribuite di conoscenza matematica formalizzata",
- school = "University of Bologna",
- year = 2000
-}
-
-@mastersthesis{zack-master,
- author = "Stefano Zacchiroli",
- title = "Web {s}ervices per il supporto alla dimostrazione interattiva",
- school = "University of Bologna",
- year = 2003
-}
-
-@mastersthesis{dilena,
- author = "Pietro Dilena",
- title = "Generazione automatica di stylesheet per notazione matematica",
- school = "University of Bologna",
- year = 2003
-}
-
-@phdthesis{munoz,
- author = "C\'esar Munoz",
- title = "A Calculus of Substitutions for Incomplete-Proof
- Representation in Type Theory",
- school = "INRIA",
- month = nov,
- year = "1997"
-}
-
-@phdthesis{strecker,
- author = "Martin Strecker",
- title = "Construction and Deduction in Type Theories",
- school = "Universit{\"a}t Ulm",
- year = 1998
-}
-
-
-@misc{mowgli-proposal,
- title = "The {MoWGLI Proposal}, {HTML} Version",
- howpublished = "\\\url{http://mowgli.cs.unibo.it/html_no_frames/project.html}",
- key = "MoWGLI Proposal"
-}
-
-@misc{mowgli-deliverables,
- title = "{MoWGLI} Project Deliverables",
- howpublished = "\\\url{http://mowgli.cs.unibo.it/html_no_frames/deliverables/index.html}",
- key = "MoWGLI Deliverables"
-}
-
-@misc{ALF,
- title = "The {ALF} family of proof-assistants",
- howpublished = "\url{http://www.cs.chalmers.se/ComputingScience/Research/Logic/implementation.html}",
- url = "\url{http://www.cs.chalmers.se/ComputingScience/Research/Logic/implementation.html}",
- key = "ALF"
-}
-
-@misc{Coq,
- title = "The {C}oq proof-assistant",
- howpublished = "\\\url{http://coq.inria.fr}",
- key = "Coq"
-}
-
-@misc{phox,
- title = "The {PhoX} proof-assistant",
- howpublished = "\\\url{http://www.lama.univ-savoie.fr/~RAFFALLI/phox.html}",
- key = "PhoX"
-}
-
-@misc{lego,
- title = "The {L}ego proof-assistant",
- howpublished = "\\\url{http://www.dcs.ed.ac.uk/home/lego/}",
- url = "\url{http://www.dcs.ed.ac.uk/home/lego/}",
- key = "Lego"
-}
-
-@misc{ALFA,
- title = "The {A}lfa proof editor",
- howpublished = "\url{http://www.math.chalmers.se/~hallgren/Alfa/}",
- url = "\url{http://www.math.chalmers.se/~hallgren/Alfa/}",
- key = "Alfa"
-}
-
-@misc{pvs,
- title = "The {PVS} Specification and Verification System",
- howpublished = "\\\url{http://pvs.csl.sri.com/}",
- key = "PVS"
-}
-
-@misc{isabelle,
- title = "The {Isabelle} proof-assistant",
- howpublished = "\\\url{http://www.cl.cam.ac.uk/Research/HVG/Isabelle/}",
- key = "Isabelle"
-}
-
-@misc{nuprl,
- title = "The {NuPRL} proof-assistant",
- howpublished = "\\\url{http://www.cs.cornell.edu/Info/Projects/NuPrl/nuprl.html}",
- key = "NuPRL"
-}
-
-@misc{hollight,
- title = "The {HOL Light} proof-assistant",
- howpublished = "\\\url{http://www.cl.cam.ac.uk/users/jrh/hol-light/}",
- key = "HOL-Light"
-}
-
-@misc{monet,
- title = "The {MONET} project",
- howpublished = "\\\url{http://monet.nag.co.uk/cocoon/monet/index.html}",
- key = "Monet"
-}
-
-@misc{calculemus,
- title = "The {CALCULEMUS} project",
- howpublished = "\url{http://www.calculemus.net/}",
- url = "\url{http://www.calculemus.net/}",
- key = "Calculemus"
-}
-
-@misc{mizar,
- title = "The {M}izar proof-assistant",
- howpublished = "\\\url{http://mizar.uwb.edu.pl/}",
- key = "Mizar"
-}
-
-@misc{openmath,
- howpublished = "The {O}pen{M}ath {E}sprit {C}onsortium",
- author = "O. Caprotti and D. P. Carlisle and A. M. Cohen",
- title = "{\emph{The {O}pen{M}ath {S}tandard}}"
-}
-
-@misc{mathml,
- title = "Mathematical {M}arkup {L}anguage ({MathML}) {V}ersion 2.0",
- editor="{Patrick Ion} and others",
- howpublished = "W3C Recommendation 21 February 2001, \url{http://www.w3.org/TR/MathML2}",
- url = "\url{http://www.w3.org/TR/MathML2}",
- key = "Mathematical"
-}
-
-@misc{xml,
- title = "{E}xtensible {M}arkup {L}anguage ({XML}). {V}ersion 1.0.",
-editor="{Tim Bray} and others",
- howpublished = "W3C Recommendation 10 February 1998,
- \url{http://www.w3.org/TR/REC-xml}",
- url = "\url{http://www.w3.org/TR/REC-xml}",
- key = "Extensible"
-}
-
-@misc{dom,
- title = "Document {O}bject {M}odel ({DOM}) {L}evel 2 {S}pecification. {V}ersion 1.0",
- howpublished = "W3C Candidate Recommendation 10 May 2000,
- \url{http://www.w3.org/TR/2000/CR-DOM-Level-2-20000510/}",
- url = "\url{http://www.w3.org/TR/2000/CR-DOM-Level-2-20000510/}",
- key = "Document"
-}
-
-@misc{URIs,
- title = "Universal Resource Identifiers in {WWW}",
- howpublished = "RFC 1630, CERN",
- month = jun,
- year = "1994",
- key = "URI"
-}
-
-@misc{xpath,
- title = " {XML} {P}ath {L}anguage ({XPath}). Version 1.0",
- howpublished = "W3C Recommendation, 16 November 1999,
- \url{http://www.w3.org/TR/xpath}",
- url = "\url{http://www.w3.org/TR/xpath}",
- key = "XML"
-}
-
-@misc{xslt,
- title = "{XSL} {T}ransformations ({XSLT}). {V}ersion 1.0",
- howpublished = "W3C Recommendation, 16 November 1999,
- \url{http://www.w3.org/TR/xslt}",
- url = "\url{http://www.w3.org/TR/xslt}",
- key = "XSLT"
-}
-
-@misc{rdf,
- title = "Resource {D}escription {F}ramework ({RDF}) Model and Syntax
- Specification",
- howpublished = "W3C Recommendation 22 February 1999,
- \url{http://www.w3.org/TR/1999/REC-rdf-syntax-19990222/}",
- url = "\url{http://www.w3.org/TR/1999/REC-rdf-syntax-19990222/}",
- key = "Resource"
-}
-
-@misc{omdoc,
- title = "{OMDoc}: An Open Markup Format for Mathematical Documents (Version 1.1)",
- howpublished = "\\\url{http://www.mathweb.org/omdoc/omdoc.ps}",
- key = "OMDoc"
-}
-
-@misc{FORMAVIE,
- title = "The {F}ormavie project",
- howpublished = "\url{http://http://www-sop.inria.fr/oasis/Formavie/}",
- url = "\url{http://http://www-sop.inria.fr/oasis/Formavie/}",
- key = "Formavie"
-}
-
-@misc{EHELM,
- title = "The {HELM} project",
- howpublished = "\url{http://helm.cs.unibo.it}",
- url = "\url{http://helm.cs.unibo.it}",
- key = "HELM"
-}
-
-@misc{helm-library,
- title = "The {HELM} On-Line Library",
- howpublished = "\url{http://helm.cs.unibo.it/library.html}",
- url = "\url{http://helm.cs.unibo.it/library.html}",
- key = "HELM Library"
-}
-
-@misc{MATHWEB,
- title = "The {M}ath{W}eb project",
- howpublished = "\url{http://www.mathweb.org}",
- url = "\url{http://www.mathweb.org}",
- key = "MathWeb"
-}
-
-@misc{PCOQ,
- title = "The {PC}oq project",
- howpublished = "\url{http://www-sop.inria.fr/lemme/pcoq}",
- url = "\url{http://www-sop.inria.fr/lemme/pcoq}",
- key = "PCoq"
-}
-
-@TechReport{HELM,
- author = "Andrea Asperti and Luca Padovani and Claudio Sacerdoti Coen
- and Irene Schena",
- title = "Towards a library of formal mathematics",
- year = "2000",
- note = "Panel session of the 13th {I}nternation {C}onference on
- {T}heorem {P}roving in {H}igher {O}rder {L}ogics
- ({TPHOLS}'2000), Portland, Oregon, USA",
-}
-
-@TechReport{ctcoq2,
- author = "Laurent Th\'ery and Yves Bertot and Gilles Kahn",
- title = "Real Theorem Provers Deserve Real User-Interfaces",
- month = may,
- year = "1992",
- institution = "INRIA",
- number = "{Inria Research Report 1684}"
-}
-
-@inproceedings{Ring,
- author = "Samuel Boutin",
- title = "Using Reflection to Build Efficient and Certified Decision
- Procedures",
- editor = "Martin Abadi and Takahashi Ito editors",
- booktitle = "Theoretical Aspect of Computer Software {TACS'}97, LNCS",
- pages = "515-529",
- volume = "1281",
- publisher = "Springer-Verlag",
- year = "1997",
-}
-
-@inproceedings{werner-zfc,
- author = "Benjamin Werner",
- title = "Sets in Types, Types in Sets",
- editor = "Martin Abadi and Takahashi Ito editors",
- booktitle = "Theoretical Aspect of Computer Software {TACS'}97, LNCS",
- pages = "530-546",
- volume = "1281",
- publisher = "Springer-Verlag",
- year = "1997",
-}
-
-@article{aczel,
- author = "Peter Aczel",
- title = "On Relating Type Theories and Set Theories",
- journal = "Lecture Notes in Computer Science",
- volume = "1657",
- year = "1999",
-}
-
-@inproceedings{remathematization,
- author = "Andrea Asperti and Luca Padovani and Claudio Sacerdoti Coen and Irene Schena",
- title = "{XML}, Stylesheets and the re-mathematization of Formal Content",
- booktitle = "EXTREME",
- year = "2001",
-}
-
-
-@phdthesis{YANNTHESIS,
- author = "Yann Coscoy",
- title = "Explication textuelle de preuves pour le {C}alcul des
- {C}onstructions {I}nductives",
- school = "Universit\'e de Nice-Sophia Antipolis",
- year = "2000",
-}
-
-@phdthesis{Lippi,
- author = "Sylvain Lippi",
- title = "Th\'eorie et pratique des r\'eseaux d'interaction (Interaction nets)",
- school = "Universit\'e Aix-Marseille 2",
- year = "2002"
-}
-
-@phdthesis{Werner,
- author = "Benjamin Werner",
- title = "Une Th\'eorie des {C}onstructions {I}nductives",
- school = "Universit\'e Paris VII",
- month = may,
- year = "1994",
-}
-
-@InCollection{Felleisen87,
- author = "M. Felleisen and D. Friedman",
- editor = "M. Wirsing",
- title = "Control operators, the {SECD}-machine, and the lambda calculus",
- booktitle = "Formal Description of Programming Concepts III",
- pages = "193--217",
- publisher = "Elsevier Science Publishers B.V.",
- address = "(North-Holland) Amsterdam",
- year = "1987",
-}
-
-@TechReport{yarrow,
- author = "Jan Zwanenburg",
- institution = "Eindhoven University of Technology",
- number = "Computing Science Report CS-98-11",
- title = "The Proof-assistant Yarrow",
- year = "1998"
-}
-
-@TechReport{Ager2003a,
- author = "Mads Sig Ager and Dariusz Biernacki and Olivier Danvy and Jan Midtgaard",
- institution = "BRICS",
- month = mar,
- number = "BRICS RS-03-13",
- title = "A Functional Correspondence between Evaluators and Abstract Machines",
- year = "2003"
-}
-
-@TechReport{Ager2003b,
- author = "Mads Sig Ager and Dariusz Biernacki and Olivier Danvy and Jan Midtgaard",
- institution = "BRICS",
- month = mar,
- number = "BRICS RS-03-14",
- title = "From Interpreter to Compiler and Virtual Machine: A Functional Derivation",
- year = "2003"
-}
-
-@article{harperpollack,
- author = "Robert Harper and Robert Pollack",
- title = "Type checking with universes",
- journal = "Theoretical Computer Science",
- volume = "89",
- pages = "107--136",
- year = "1991"
-}
-
-@article{activemath,
- author = "Erica Melis and Jochen B{\"a}udenbender and George Goguadze and Paul Libbrecht and Carsten Ullrich",
- title = "Knowledge Representation and Management in {ActiveMath}",
- journal = "Annals of Mathematics and Artificial Intelligence",
- volume = "38(1-3)",
- pages = "47--64",
- month = may,
- year = "2003"
-}
-
-@article{mkm-helm,
- author = "Andrea Asperti and Ferruccio Guidi and Luca Padovani and
- Claudio Sacerdoti Coen and Irene Schena",
- title = "Mathematical Knowledge Management in {HELM}",
- journal = "Annals of Mathematics and Artificial Intelligence",
- volume = "38(1-3)",
- pages = "27--46",
- month = may,
- year = "2003"
-}
-
-@unpublished{formal-topology,
- author = "Giovanni Sambin",
- title = "Some points in formal topology",
- note = "To appear in Theoretical Computer Science",
- year = "2002"
-}
-
-@TechReport{JohnHarrison:complexity-of-floating-point-proofs,
- author = "John Harrison",
- title = "Real Numbers in Real Applications",
- note = "in Proceedings of the Workshop on Formalizing Continuous Mathematics, FCM 2002",
- institution = "NASA",
- number = "NASA/CP-2002-211736",
- year = "2002"
-}
-
-@inproceedings{kohlhase-anghelache,
- author = "Michael Kohlhase and Romeo Anghelache",
- title = "Towards Collaborative Content Management And Version Control For
- Structured Mathematical Knowledge",
- editor = "Andrea Asperti and Bruno Buchberger and James H. Davenport",
- booktitle = "Proceedings of the Second International Conference on
- Mathematical Knowledge Management, MKM 2003",
- pages = "147--161",
- volume = "LNCS, 2594",
- publisher = "Springer-Verlag",
- year = "2003",
-}
-
-%%% Unused entries from my Master dissertation bibliography
-
-@misc{sgml,
- title="{Standard Generalized Markup Language (SGML)}",
- note="ISO 8879:1986",
- key="ISO"
- }
-
-@unpublished{helm1,
- author = "Andrea Asperti and Luca Padovani and Claudio Sacerdoti Coen and Irene Schena",
- title = "{Content Centric Logical Environments}",
- note = "Short Presentation at LICS 2000",
- ps = "http://www.cs.unibo.it/~asperti/HELM/lics_short.ps.gz",
-}
-
-@unpublished{helm4,
- author = "Andrea Asperti and Luca Padovani and Claudio Sacerdoti Coen and Irene Schena",
- title = "{Formal Mathematics in MathML}",
- note = "To be presented at MathML International Conference 2000",
-}
-
-@unpublished{helm2,
- author = "Andrea Asperti and Luca Padovani and Claudio Sacerdoti Coen and Irene Schena",
- title = "{Towards a Library of Formal Mathematics}",
- note = "Accepted at TPHOLS 2000",
- ps = "http://www.cs.unibo.it/~asperti/HELM/tphol2k.ps.gz",
-}
-
-@techreport{mowgli:D4a,
- author = "Hanane Naciri and Luca Padovani",
- title = "{MathML} Rendering/Browsing Engine",
- type = {MoWGLI Report},
- number = {D4a},
- year = 2003,
- howpublished = "\url{http://mowgli.cs.unibo.it/html_no_frames/deliverables/interfaces/d4a.html}"
-}
-
-@techreport{hazewinkel,
- author = "Michiel Hazewinkel",
- title = "Dynamic stochastic models for indexes and thesauri,
- identification clouds, and information retrieval and
- storage",
- type = "{MKM Net Report}",
- howpublished = "\url{http://monet.nag.co.uk/mkm//index.html}"
-}
-
-@techreport{BarrasB:coqpar,
- author = "{Barras B.} and {Boutin S.} and {Cornes C.}
- and {Courant J.} and {Filliatre J. C.}
- and {Gim\'enez E.} and {Herbelin H.} and {Huet G.}
- and {Munoz C.} and {Murthy C.} and {Parent C.}
- and {Paulin-Mohring C.} and {Saibi A.}
- and {Werner B.}",
- title = "{The Coq Proof Assistant Reference Manual : Version
- 6.1}",
- institution = {Inria (Institut National de Recherche en Informatique
- et en Automatique), France},
- type = {Technical Report},
- number = {RT-0203},
- year = 1997,
- author_acronym = {WernerB},
- bibdate = {May 1, 1997},
- source = {http://www.cis.upenn.edu/~bcpierce/papers/bcp.bib/},
- source-date = {Mon 11 Sep 100},
- title_acronym = {coqpar}
-}
-
-@unpublished{bw:1997,
- author = "Bruno Barras and Benjamin Werner",
- title = "{Coq in Coq}",
- year = "1997",
- note = "Submitted",
- ps = "http://pauillac.inria.fr/~barras/coqincoq.ps.gz",
-}
-
-@unpublished{berners-lee:1989,
- author = "Tim Berners-Lee",
- title = "{Information Management: A Proposal}",
- year = "1989",
- ps = "http://www.w3.org/History/1989/proposal.html",
-}
-
-@techreport{natural,
- author = "Yann Coscoy and Gilles Kahn and Laurent Thery",
- title = "{Extracting Text from Proofs}",
- institution = {Inria (Institut National de Recherche en Informatique
- et en Automatique), France},
- type = {Technical Report},
- number = {RR-2459},
- year = 1995
-}
-
-@inproceedings{Bru80,
- author = "de Bruijn, N. G.",
- title = "{A survey of the project AUTOMATH}",
- pages = "589--606",
- editor = "J. P. Seldin and J. R. Hindley",
- booktitle = "To H. B. Curry: Essays in Combinatory Logic,
- Lambda Calculus and Formalism",
- year = 1980,
- publisher = "Academic Press"
-}
-
-@techreport{tutrect,
- author = "E Gim\'enez",
- title = "{A Tutorial on Recursive Types in Coq}",
- institution = {Inria (Institut National de Recherche en Informatique
- et en Automatique), France},
- type = {Technical Report},
- number = {RT-0221},
- year = 1998
-}
-
-@inproceedings{QED,
- author = "John Harrison",
- title = "{The QED Manifesto}",
- pages = "238--251",
- booktitle = "Automated Deduction - CADE 12",
- series = "Lecture Notes in Artificial Intelligence",
- volume = 814,
- year = 1994,
- publisher = "Springer-Verlag"
-}
-
-@inproceedings{harrison-mizar,
- author = "John Harrison",
- title = "{A Mizar Mode for HOL}",
- pages = "203--220",
- editor = "Joakim von Wright and Jim Grundy and John Harrison",
- booktitle = "Theorem Proving in Higher Order Logics:
- 9th International Conference, TPHOLs'96",
- series = "Lecture Notes in Computer Science",
- volume = 1125,
- address = "Turku, Finland",
- date = "26--30 August 1996",
- year = 1996,
- publisher = "Springer-Verlag"
-}
-
-@inproceedings{proverb,
- author="H. Horacek",
- title="{Presenting Proofs in a Human Oriented Way}",
- booktitle="16th International Conference on Automated Deduction",
- year="1999"
- }
-
-@misc{HuetG:coqpat,
- author = "Gerard Huet and Gilles Kahn and Christine Paulin-Mohring",
- title = "{The Coq Proof Assistant. A Tutorial}",
- year = 1998
-}
-
-@PHDTHESIS{BJ94,
- author="{Jutting van L. S. B.}",
- school = {{Eindhoven University of Technology}},
- title="{Checking Landau's ``Grundlagen'' in the AUTOMATH System}",
- type = {Ph D. thesis},
- note = "{Useful summary in Nederpelt, Geuvers and de Vrijier, 1994, 701-732}",
- year = {1994}
-}
-
-@misc{abriefhistoryoftheinternet,
- author="{Leiner B. M.} and {Cerf V. G.} and {Clark D. D.}
- and {Kahn R. E.} and {Kleinrock L.} and {Lynch D. C.}
- and {Postel J.} and {Roberts L. G.} and {Wolff S.}",
- title="{A Brief Hystory of the Internet}",
- note="http://www.isoc.org/internet-history/brief.html"
- }
-
-@inproceedings{MacKenzie:1995,
- author="{MacKenzie D.}",
- title="{The automation of proof: A historical and sociological exploration}",
- booktitle="IEEE: Annals of the History of Computing",
- year="1995"
-}
-
-@PHDTHESIS{Moh89b,
- author = "Christine Paulin-Mohring",
- month = {January},
- school = {{Paris 7}},
- title = "{Extraction de programmes dans le Calcul des Constructions}",
- type = {Th\`ese d'universit\'e},
- year = {1989},
- url = {http://www.lri.fr/~paulin/these.ps.gz},
-}
-
-@MASTERTHESIS{ri99,
- author = "A. Ricci",
- school = {{Universit\`a degli studi di Bologna}},
- title = "{Studio e progettazione di un modello RDF per biblioteche matematiche
-elettroniche}",
- type = {Tesi universitaria},
- year = {1999}
-}
-
-@inproceedings{Rob65,
- author="{Robinson J. A.}",
- title = "{A machine-oriented logic based on the resolution principle}",
- pages = "23--41",
- booktitle = "Journal of the ACM",
- volume = "2",
- year ="1965"
-}
-
-@inproceedings{sh:1995,
- author="{Saibi A.} and {Huet G.}",
- title="{Constructive Category Theory}",
- booktitle="Proceedings of the joint CLICS-TYPES Workshop on Categories and Type Theory",
- address="Goteborg (Sweden)",
- month="January",
- year="1995"
- }
-
-@inproceedings{ranta2,
- author="Thomas Hallgren and Aarne Ranta",
- title="An extensible proof text editor",
- BOOKTITLE = {LPAR'2000},
- SERIES = {LNCS/LNAI},
- VOLUME = 1955,
- YEAR = 2000
- }
-
-@inproceedings{werner:1997,
- author="Benjamin Werner",
- title="{Constructive Category Theory}",
- booktitle="Proocedings of the International Symposium on Theoretical Aspects of Computer Software",
- year="1997"
- }
-
+++ /dev/null
-\documentclass{kluwer}
-\usepackage{color}
-\usepackage{graphicx}
-% \usepackage{amssymb,amsmath}
-\usepackage{hyperref}
-% \usepackage{picins}
-\usepackage{color}
-\usepackage{fancyvrb}
-\usepackage[show]{ed}
-
-\definecolor{gray}{gray}{0.85}
-%\newcommand{\logo}[3]{
-%\parpic(0cm,0cm)(#2,#3)[l]{\includegraphics[width=#1]{whelp-bw}}
-%}
-
-\newcommand{\AUTO}{\textsc{Auto}}
-\newcommand{\COQ}{Coq}
-\newcommand{\ELIM}{\textsc{Elim}}
-\newcommand{\HELM}{Helm}
-\newcommand{\HINT}{\textsc{Hint}}
-\newcommand{\IN}{\ensuremath{\dN}}
-\newcommand{\INSTANCE}{\textsc{Instance}}
-\newcommand{\IR}{\ensuremath{\dR}}
-\newcommand{\IZ}{\ensuremath{\dZ}}
-\newcommand{\LIBXSLT}{LibXSLT}
-\newcommand{\LOCATE}{\textsc{Locate}}
-\newcommand{\MATCH}{\textsc{Match}}
-\newcommand{\MATITA}{Matita}
-\newcommand{\METAHEADING}{Symbol & Position \\ \hline\hline}
-\newcommand{\MOWGLI}{MoWGLI}
-\newcommand{\NAT}{\ensuremath{\mathit{nat}}}
-\newcommand{\NATIND}{\mathit{nat\_ind}}
-\newcommand{\NUPRL}{NuPRL}
-\newcommand{\OCAML}{OCaml}
-\newcommand{\PROP}{\mathit{Prop}}
-\newcommand{\REF}[3]{\ensuremath{\mathit{Ref}_{#1}(#2,#3)}}
-\newcommand{\TEXMACRO}[1]{\texttt{\char92 #1}}
-\newcommand{\UWOBO}{UWOBO}
-\newcommand{\WHELP}{Whelp}
-\newcommand{\DOT}{\ensuremath{\mbox{\textbf{.}}}}
-\newcommand{\SEMICOLON}{\ensuremath{\mbox{\textbf{;}}}}
-\newcommand{\BRANCH}{\ensuremath{\mbox{\textbf{[}}}}
-\newcommand{\SHIFT}{\ensuremath{\mbox{\textbf{\textbar}}}}
-\newcommand{\POS}[1]{\ensuremath{#1\mbox{\textbf{:}}}}
-\newcommand{\MERGE}{\ensuremath{\mbox{\textbf{]}}}}
-\newcommand{\FOCUS}[1]{\ensuremath{\mathtt{focus}~#1}}
-\newcommand{\UNFOCUS}{\ensuremath{\mathtt{unfocus}}}
-\newcommand{\SKIP}{\MATHTT{skip}}
-\newcommand{\TACTIC}[1]{\ensuremath{\mathtt{tactic}~#1}}
-
-\definecolor{gray}{gray}{0.85} % 1 -> white; 0 -> black
-\newcommand{\NT}[1]{\langle\mathit{#1}\rangle}
-\newcommand{\URI}[1]{\texttt{#1}}
-
-%{\end{SaveVerbatim}\setlength{\fboxrule}{.5mm}\setlength{\fboxsep}{2mm}%
-\newenvironment{grafite}{\VerbatimEnvironment
- \begin{SaveVerbatim}{boxtmp}}%
- {\end{SaveVerbatim}\setlength{\fboxsep}{3mm}%
- \begin{center}
- \fcolorbox{black}{gray}{\BUseVerbatim[boxwidth=0.9\linewidth]{boxtmp}}
- \end{center}}
-
-\newcounter{example}
-\newenvironment{example}{\stepcounter{example}\vspace{0.5em}\noindent\emph{Example} \arabic{example}.}
- {}
-\newcommand{\ASSIGNEDTO}[1]{\textbf{Assigned to:} #1}
-\newcommand{\FILE}[1]{\texttt{#1}}
-% \newcommand{\NOTE}[1]{\ifodd \arabic{page} \else \hspace{-2cm}\fi\ednote{#1}}
-\newcommand{\NOTE}[1]{\ednote{#1}{foo}}
-\newcommand{\TODO}[1]{\textbf{TODO: #1}}
-
-\newsavebox{\tmpxyz}
-\newcommand{\sequent}[2]{
- \savebox{\tmpxyz}[0.9\linewidth]{
- \begin{minipage}{0.9\linewidth}
- \ensuremath{#1} \\
- \rule{3cm}{0.03cm}\\
- \ensuremath{#2}
- \end{minipage}}\setlength{\fboxsep}{3mm}%
- \begin{center}
- \fcolorbox{black}{gray}{\usebox{\tmpxyz}}
- \end{center}}
-
-\bibliographystyle{plain}
-
-\begin{document}
-
-\begin{opening}
-
- \title{The \MATITA{} Proof Assistant}
-
-\author{Andrea \surname{Asperti} \email{asperti@cs.unibo.it}}
-\author{Claudio \surname{Sacerdoti Coen} \email{sacerdot@cs.unibo.it}}
-\author{Enrico \surname{Tassi} \email{tassi@cs.unibo.it}}
-\author{Stefano \surname{Zacchiroli} \email{zacchiro@cs.unibo.it}}
-\institute{Department of Computer Science, University of Bologna\\
- Mura Anteo Zamboni, 7 --- 40127 Bologna, ITALY}
-
-\runningtitle{The Matita proof assistant}
-\runningauthor{Asperti, Sacerdoti Coen, Tassi, Zacchiroli}
-
-% \date{data}
-
-\begin{motto}
-``We are nearly bug-free'' -- \emph{CSC, Oct 2005}
-\end{motto}
-
-\begin{abstract}
- abstract qui
-\end{abstract}
-
-\keywords{Proof Assistant, Mathematical Knowledge Management, XML, Authoring,
-Digital Libraries}
-
-\end{opening}
-
-\section{Introduction}
-\label{sec:intro}
-{\em Matita} is the proof assistant under development by the \HELM{} team
-\cite{mkm-helm} at the University of Bologna, under the direction of
-Prof.~Asperti.
-The origin of the system goes back to 1999. At the time we were mostly
-interested to develop tools and techniques to enhance the accessibility
-via web of formal libraries of mathematics. Due to its dimension, the
-library of the \COQ{} proof assistant (of the order of 35'000 theorems)
-was choosed as a privileged test bench for our work, although experiments
-have been also conducted with other systems, and notably with \NUPRL{}.
-The work, mostly performed in the framework of the recently concluded
-European project IST-33562 \MOWGLI{}~\cite{pechino}, mainly consisted in the
-following teps:
-\begin{itemize}
-\item exporting the information from the internal representation of
- \COQ{} to a system and platform independent format. Since XML was at the
-time an emerging standard, we naturally adopted this technology, fostering
-a content-based architecture for future system, where the documents
-of the library were the the main components around which everything else
-has to be build;
-\item developing indexing and searching techniques supporting semantic
- queries to the library; these efforts gave birth to our \WHELP{}
-search engine, described in~\cite{whelp};
-\item developing languages and tools for a high-quality notational
-rendering of mathematical information; in particular, we have been
-active in the MathML Working group since 1999, and developed inside
-\HELM{} a MathML-compliant widget for the GTK graphical environment
-which can be integrated in any application.
-\end{itemize}
-The exportation issue, extensively discussed in \cite{exportation-module},
-has several major implications worth to be discussed.
-
-The first
-point concerns the kind of content information to be exported. In a
-proof assistant like \COQ{}, proofs are represented in at least three clearly
-distinguishable formats: \emph{scripts} (i.e. sequences of commands issued by the
-user to the system during an interactive session of proof), \emph{proof objects}
-(which is the low-level representation of proofs in the form of
-lambda-terms readable to and checked by kernel) and \emph{proof-trees} (which
-is a kind of intermediate representation, vaguely inspired by a sequent
-like notation, that inherits most of the defects but essentially
-none of the advantages of the previous representations).
-Partially related to this problem, there is the
-issue of the {\em granularity} of the library: scripts usually comprise
-small developments with many definitions and theorems, while
-proof objects correspond to individual mathematical items.
-
-In our case, the choice of the content encoding was eventually dictated
-by the methodological assumption of offering the information in a
-stable and system-independent format. The language of scripts is too
-oriented to \COQ, and it changes too rapidly to be of any interest
-to third parties. On the other side, the language of proof objects
-merely depend on
-the logical framework (the Calculus of Inductive Constructions, in
-the case of \COQ), is grammatically simple, semantically clear and,
-especially, is very stable (as kernels of proof assistants
-often are).
-So the granularity of the library is at the level of individual
-objects, that also justifies from another point of view the need
-for efficient searching techniques for retrieving individual
-logical items from the repository.
-
-The main (possibly only) problem with proof objects is that they are
-difficult to read and do not directly correspond to what the user typed
-in. An analogy frequently made in the proof assistant community is that of
-comparing the vernacular language of scripts to a high level source language
-and lambda terms to the assembly language they are compiled in. We do not
-share this view and prefer to look at scripts as an imperative language,
-and to lambda terms as their denotational semantics; still, however,
-denotational semantics is possibly more formal but surely not more readable
-than the imperative source.
-
-For all the previous reasons, a huge amount of work inside \MOWGLI{} has
-been devoted to automatic reconstruction of proofs in natural language
-from lambda terms. Since lambda terms are in close connection
-with natural deduction
-(that is still the most natural logical language discovered so far)
-the work is not hopeless as it may seem, especially if rendering
-is combined, as in our case, with dynamic features supporting
-in-line expansions or contractions of subproofs. The final
-rendering is probably not entirely satisfactory (see \cite{ida} for a
-discussion), but surely
-readable (the actual quality largely depends by the way the lambda
-term is written).
-
-Summing up, we already disposed of the following tools/techniques:
-\begin{itemize}
-\item XML specifications for the Calculus of Inductive Constructions,
-with tools for parsing and saving mathematical objects in such a format;
-\item metadata specifications and tools for indexing and querying the
-XML knowledge base;
-\item a proof checker (i.e. the {\em kernel} of a proof assistant),
- implemented to check that we exported form the \COQ{} library all the
-logically relevant content;
-\item a sophisticated parser (used by the search engine), able to deal
-with potentially ambiguous and incomplete information, typical of the
-mathematical notation \cite{};
-\item a {\em refiner}, i.e. a type inference system, based on complex
-existential variables, used by the disambiguating parser;
-\item complex transformation algorithms for proof rendering in natural
-language;
-\item an innovative rendering widget, supporting high-quality bidimensional
-rendering, and semantic selection, i.e. the possibility to select semantically
-meaningful rendering expressions, and to past the respective content into
-a different text area.
-\NOTE{il widget non ha sel semantica}
-\end{itemize}
-Starting from all this, the further step of developing our own
-proof assistant was too
-small and too tempting to be neglected. Essentially, we ``just'' had to
-add an authoring interface, and a set of functionalities for the
-overall management of the library, integrating everything into a
-single system. \MATITA{} is the result of this effort.
-
-At first sight, \MATITA{} looks as (and partly is) a \COQ{} clone. This is
-more the effect of the circumstances of its creation described
-above than the result of a deliberate design. In particular, we
-(essentially) share the same foundational dialect of \COQ{} (the
-Calculus of Inductive Constructions), the same implementative
-language (\OCAML{}), and the same (script based) authoring philosophy.
-However, as we shall see, the analogy essentially stops here.
-
-In a sense; we like to think of \MATITA{} as the way \COQ{} would
-look like if entirely rewritten from scratch: just to give an
-idea, although \MATITA{} currently supports almost all functionalities of
-\COQ{}, it links 60'000 lins of \OCAML{} code, against ... of \COQ{} (and
-we are convinced that, starting from scratch again, we could furtherly
-reduce our code in sensible way).\NOTE{righe \COQ{}}
-
-\begin{itemize}
- \item scelta del sistema fondazionale
- \item sistema indipendente (da Coq)
- \begin{itemize}
- \item possibilit\`a di sperimentare (soluzioni architetturali, logiche,
- implementative, \dots)
- \item compatibilit\`a con sistemi legacy
- \end{itemize}
-\end{itemize}
-
-\section{\HELM{} library(??)}
-
-\subsection{libreria tutta visibile}
-\ASSIGNEDTO{csc}
-\NOTE{assumo che si sia gia' parlato di approccio content-centrico}
-Our commitment to the content-centric view of the architecture of the system
-has important consequences on the user's experience and on the functionalities
-of several components of \MATITA. In the content-centric view the library
-of mathematical knowledge is an already existent and completely autonomous
-entity that we are allowed to exploit and augment using \MATITA. Thus, in
-principle, when the user starts to prove a new theorem she has complete
-visibility of the library and she can refer to every definition and lemma,
-also using the mathematical notation already developed. In a similar way,
-every form of automation of the system must be able to analyze and possibly
-exploit every notion in the library.
-
-The benefits of this approach highly justify the non neglectable price to pay
-in the development of several components. We analyse now a few of the causes
-of this additional complexity.
-
-\subsubsection{Ambiguity}
-A rich mathematical library includes equivalent definitions and representations
-of the same notion. Moreover, mathematical notation inside a rich library is
-surely highly overloaded. As a consequence every mathematical expression the
-user provides is highly ambiguous since all the definitions,
-representations and special notations are available at once to the user.
-
-The usual solution to the problem, as adopted for instance in Coq, is to
-restrict the user's scope to just one interpretation for each definition,
-representation or notation. In this way much of the ambiguity is removed,
-burdening the user that must someway declare what is in scope and that must
-use special syntax when she needs to refer to something not in scope.
-
-Even with this approach ambiguity cannot be completely removed since implicit
-coercions can be arbitrarily inserted by the system to ``change the type''
-of subterms that do not have the expected type. Usually implicit coercions
-are used to overcome the absence of subtyping that should mimic the subset
-relation found in set theory. For instance, the expression
-$\forall n \in nat. 2 * n * \pi \equiv_\pi 0$ is correct in set theory since
-the set of natural numbers is a subset of that of real numbers; the
-corresponding expression $\forall n:nat. 2*n*\pi \equiv_\pi 0$ is not well typed
-and requires the automatic insertion of the coercion $real_of_nat: nat \to R$
-either around both 2 and $n$ (to make both products be on real numbers) or
-around the product $2*n$. The usual approach consists in either rejecting the
-ambiguous term or arbitrarily choosing one of the interpretations. For instance,
-Coq rejects the declaration of coercions that have alternatives
-(i.e. already declared coercions with the same domain and codomain)
-or that are obtained composing other coercions in order to
-avoid making several terms highly ambiguous by choosing to insert any one of the
-alternative coercions. Coq also arbitrarily chooses how to insert coercions in
-terms to make them well typed when there is more than one possibility (as in
-the previous example).
-
-The approach we are following is radically different. It consists in dealing
-with ambiguous expressions instead of avoiding them. As a last resource,
-when the system is unable to disambiguate the input, the user is interactively
-required to provide more information that is recorded to avoid asking the
-same question again in subsequent processing of the same input.
-More details on our approach can be found in \ref{sec:disambiguation}.
-
-\subsubsection{Consistency}
-A large mathematical library is likely to be logically inconsistent.
-It may contain incompatible axioms or alternative conjectures and it may
-even use definitions in incompatible ways. To clarify this last point,
-consider two identical definitions of a set of elements of a given type
-(or of a category of objects of a given type). Let us call the two definitions
-$A-Set$ and $B-Set$ (or $A-Category$ and $B-Category$).
-It is perfectly legitimate to either form the $A-Set$ of every $B-Set$
-or the $B-Set$ of every $A-Set$ (the same for categories). This just corresponds
-to assuming that a $B-Set$ (respectively an $A-Set$) is a small set, whereas
-an $A-Set$ (respectively a $B-Set$) is a big set (possibly of small sets).
-However, if one part of the library assumes $A-Set$s to be the small ones
-and another part of the library assumes $B-Set$s to be the small ones, the
-library as a whole will be logically inconsistent.
-
-Logical inconsistency has never been a problem in the daily work of a
-mathematician. The mathematician simply imposes himself a discipline to
-restrict himself to consistent subsets of the mathematical knowledge.
-However, in doing so he does not choose the subset in advance by forgetting
-the rest of his knowledge. On the contrary he may proceed with a sort of
-top-down strategy: he may always inspect or use part of his knowledge, but
-when he actually does so he should check recursively that inconsistencies are
-not exploited.
-
-Contrarily to the mathematical practice, the usual tendency in the world of
-assisted automation is that of building a logical environment (a consistent
-subset of the library) in a bottom up way, checking the consistency of a
-new axiom or theorem as soon as it is added to the environment. No lemma
-or definition outside the environment can be used until it is added to the
-library after every notion it depends on. Moreover, very often the logical
-environment is the only part of the library that can be inspected,
-that we can search lemmas in and that can be exploited by automatic tactics.
-
-Moving one by one notions from the library to the environment is a costly
-operation since it involves re-checking the correctness of the notion.
-As a consequence mathematical notions are packages into theories that must
-be added to the environment as a whole. However, the consistency problem is
-only raised at the level of theories: theories must be imported in a bottom
-up way and the system must check that no inconsistency arises.
-
-The practice of limiting the scope on the library to the logical environment
-is contrary to our commitment of being able to fully exploit as much as possible
-of the library at any given time. To reconcile the two worlds, we have
-designed \MATITA \ldots \NOTE{Da completare se lo riteniamo un punto interessante.}
-
-\subsubsection{Accessibility}
-A large library that is completely in scope needs effective indexing and
-searching methods to make the user productive. Libraries of formal results
-are particularly critical since they hold a large percentage of technical
-lemmas that do not have a significative name and that must be retrieved
-using advanced methods based on matching, unification, generalization and
-instantiation.
-
-The efficiency of searching inside the library becomes a critical operation
-when automatic tactics exploit the library during the proof search. In this
-scenario the tactics must retrieve a set of candidates for backward or
-forward reasoning in a few milliseconds.
-
-In Sect.~\ref{sec:metadata} we describe the technique adopted in \MATITA.
-
-\subsubsection{Library management}
-
-
-\subsection{ricerca e indicizzazione}
-\label{sec:metadata}
-\ASSIGNEDTO{andrea}
-
-\subsection{auto}
-\ASSIGNEDTO{andrea}
-
-\subsection{sostituzioni esplicite vs moduli}
-\ASSIGNEDTO{csc}
-
-\subsection{xml / gestione della libreria}
-\ASSIGNEDTO{gares}
-
-
-\section{User Interface (da cambiare)}
-
-\subsection{assenza di proof tree / resa in linguaggio naturale}
-\ASSIGNEDTO{andrea}
-
-\subsection{Disambiguation}
-\label{sec:disambiguation}
-\ASSIGNEDTO{zack}
-
- \begin{table}
- \caption{\label{tab:termsyn} Concrete syntax of CIC terms: built-in
- notation\strut}
- \hrule
- \[
- \begin{array}{@{}rcll@{}}
- \NT{term} & ::= & & \mbox{\bf terms} \\
- & & x & \mbox{(identifier)} \\
- & | & n & \mbox{(number)} \\
- & | & s & \mbox{(symbol)} \\
- & | & \mathrm{URI} & \mbox{(URI)} \\
- & | & \verb+_+ & \mbox{(implicit)}\TODO{sync} \\
- & | & \verb+?+n~[\verb+[+~\{\NT{subst}\}~\verb+]+] & \mbox{(meta)} \\
- & | & \verb+let+~\NT{ptname}~\verb+\def+~\NT{term}~\verb+in+~\NT{term} \\
- & | & \verb+let+~\NT{kind}~\NT{defs}~\verb+in+~\NT{term} \\
- & | & \NT{binder}~\{\NT{ptnames}\}^{+}~\verb+.+~\NT{term} \\
- & | & \NT{term}~\NT{term} & \mbox{(application)} \\
- & | & \verb+Prop+ \mid \verb+Set+ \mid \verb+Type+ \mid \verb+CProp+ & \mbox{(sort)} \\
- & | & \verb+match+~\NT{term}~ & \mbox{(pattern matching)} \\
- & & ~ ~ [\verb+[+~\verb+in+~x~\verb+]+]
- ~ [\verb+[+~\verb+return+~\NT{term}~\verb+]+] \\
- & & ~ ~ \verb+with [+~[\NT{rule}~\{\verb+|+~\NT{rule}\}]~\verb+]+ & \\
- & | & \verb+(+~\NT{term}~\verb+:+~\NT{term}~\verb+)+ & \mbox{(cast)} \\
- & | & \verb+(+~\NT{term}~\verb+)+ \\
- \NT{defs} & ::= & & \mbox{\bf mutual definitions} \\
- & & \NT{fun}~\{\verb+and+~\NT{fun}\} \\
- \NT{fun} & ::= & & \mbox{\bf functions} \\
- & & \NT{arg}~\{\NT{ptnames}\}^{+}~[\verb+on+~x]~\verb+\def+~\NT{term} \\
- \NT{binder} & ::= & & \mbox{\bf binders} \\
- & & \verb+\forall+ \mid \verb+\lambda+ \\
- \NT{arg} & ::= & & \mbox{\bf single argument} \\
- & & \verb+_+ \mid x \\
- \NT{ptname} & ::= & & \mbox{\bf possibly typed name} \\
- & & \NT{arg} \\
- & | & \verb+(+~\NT{arg}~\verb+:+~\NT{term}~\verb+)+ \\
- \NT{ptnames} & ::= & & \mbox{\bf bound variables} \\
- & & \NT{arg} \\
- & | & \verb+(+~\NT{arg}~\{\verb+,+~\NT{arg}\}~[\verb+:+~\NT{term}]~\verb+)+ \\
- \NT{kind} & ::= & & \mbox{\bf induction kind} \\
- & & \verb+rec+ \mid \verb+corec+ \\
- \NT{rule} & ::= & & \mbox{\bf rules} \\
- & & x~\{\NT{ptname}\}~\verb+\Rightarrow+~\NT{term}
- \end{array}
- \]
- \hrule
- \end{table}
-
-
-\subsubsection{Term input}
-
-The primary form of user interaction employed by \MATITA{} is textual script
-editing: the user modifies it and evaluate step by step its composing
-\emph{statements}. Examples of statements are inductive type definitions,
-theorem declarations, LCF-style tacticals, and macros (e.g. \texttt{Check} can
-be used to ask the system to refine a given term and pretty print the result).
-Since many statements refer to terms of the underlying calculus, \MATITA{} needs
-a concrete syntax able to encode terms of the Calculus of Inductive
-Constructions.
-
-Two of the requirements in the design of such a syntax are apparently in
-contrast:
-\begin{enumerate}
- \item the syntax should be as close as possible to common mathematical practice
- and implement widespread mathematical notations;
- \item each term described by the syntax should be non-ambiguous meaning that it
- should exists a function which associates to it a CIC term.
-\end{enumerate}
-
-These two requirements are addressed in \MATITA{} by the mean of two mechanisms
-which work together: \emph{term disambiguation} and \emph{extensible notation}.
-Their interaction is visible in the architecture of the \MATITA{} input phase,
-depicted in Fig.~\ref{fig:inputphase}. The architecture is articulated as a
-pipline of three levels: the concrete syntax level (level 0) is the one the user
-has to deal with when inserting CIC terms; the abstract syntax level (level 2)
-is an internal representation which intuitively encodes mathematical formulae at
-the content level~\cite{adams}\cite{mkm-structure}; the last level is that of
-CIC terms.
-
-\begin{figure}[ht]
- \begin{center}
- \includegraphics[width=0.9\textwidth]{input_phase}
- \caption{\MATITA{} input phase}
- \end{center}
- \label{fig:inputphase}
-\end{figure}
-
-Requirement (1) is addressed by a built-in concrete syntax for terms, described
-in Tab.~\ref{tab:termsyn}, and the extensible notation mechanisms which offers a
-way for extending available mathematical notations. Extensible notation, which
-is also in charge of providing a parsing function mapping concrete syntax terms
-to content level terms, is described in Sect.~\ref{sec:notation}. Requirement
-(2) is addressed by the conjunct action of that parsing function and
-disambiguation which provides a function from content level terms to CIC terms.
-
-\subsubsection{Sources of ambiguity}
-
-The translation from content level terms to CIC terms is not straightforward
-because some nodes of the content encoding admit more that one CIC encoding,
-invalidating requirement (2).
-
-\begin{example}
- \label{ex:disambiguation}
-
- Consider the term at the concrete syntax level \texttt{\TEXMACRO{forall} x. x +
- ln 1 = x} of Fig.~\ref{fig:inputphase}(a), it can be the type of a lemma the
- user may want to prove. Assuming that both \texttt{+} and \texttt{=} are parsed
- as infix operators, all the following questions are legitimate and must be
- answered before obtaining a CIC term from its content level encoding
- (Fig.~\ref{fig:inputphase}(b)):
-
- \begin{enumerate}
-
- \item Since \texttt{ln} is an unbound identifier, which CIC constants does it
- represent? Many different theorems in the library may share its (rather
- short) name \dots
-
- \item Which kind of number (\IN, \IR, \dots) the \texttt{1} literal stand for?
- Which encoding is used in CIC to represent it? E.g., assuming $1\in\IN$, is
- it an unary or a binary encoding?
-
- \item Which kind of equality the ``='' node represents? Is it Leibniz's
- polymorhpic equality? Is it a decidable equality over \IN, \IR, \dots?
-
- \end{enumerate}
-
-\end{example}
-
-In \MATITA, three \emph{sources of ambiguity} are admitted for content level
-terms: unbound identifiers, literal numbers, and operators. Each instance of
-ambiguity sources (ambiguous entity) occuring in a content level term is
-associated to a \emph{disambiguation domain}. Intuitively a disambiguation
-domain is a set of CIC terms which may be replaced for an ambiguous entity
-during disambiguation. Each item of the domain is said to be an
-\emph{interpretation} for the ambiguous entity.
-
-\emph{Unbound identifiers} (question 1) are ambiguous entities since the
-namespace of CIC objects is not flat and the same identifier may denote many
-ofthem. For example the short name \texttt{plus\_assoc} in the \HELM{} library
-is shared by three different theorems stating the associative property of
-different additions. This kind of ambiguity is avoidable if the user is willing
-to use long names (in form of URIs in the \texttt{cic://} scheme) in the
-concrete syntax, with the obvious drawbacks of obtaining long and unreadable
-terms.
-
-Given an unbound identifier, the corresponding disambiguation domain is computed
-querying the library for all constants, inductive types, and inductive type
-constructors having it as their short name (see the \LOCATE{} query in
-Sect.~\ref{sec:metadata}).
-
-\emph{Literal numbers} (question 2) are ambiguous entities as well since
-different kinds of numbers can be encoded in CIC (\IN, \IR, \IZ, \dots) using
-different encodings. Considering the restricted example of natural numbers we
-can for instance encode them in CIC using inductive datatypes with a number of
-constructor equal to the encoding base plus 1, obtaining one encoding for each
-base.
-
-For each possible way of mapping a literal number to a CIC term, \MATITA{} is
-aware of a \emph{number intepretation function} which, when applied to the
-natural number denoted by the literal\footnote{at the moment only literal
-natural number are supported in the concrete syntax} returns a corresponding CIC
-term. The disambiguation domain for a given literal number is built applying to
-the literal all available number interpretation functions in turn.
-
-Number interpretation functions can be defined in OCaml or directly using
-\TODO{notazione per i numeri}.
-
-\emph{Operators} (question 3) are intuitively head of applications, as such they
-are always applied to a (possiblt empty) sequence of arguments. Their ambiguity
-is a need since it is often the case that some notation is used in an overloaded
-fashion to hide the use of different CIC constants which encodes similar
-concepts. For example, in the standard library of \MATITA{} the infix \texttt{+}
-notation is available building a binary \texttt{Op(+)} node, whose
-disambiguation domain may refer to different constants like the addition over
-natural numbers \URI{cic:/matita/nat/plus/plus.con} or that over real numbers of
-the \COQ{} standard library \URI{cic:/Coq/Reals/Rdefinitions/Rplus.con}.
-
-For each possible way of mapping an operator application to a CIC term,
-\MATITA{} knows an \emph{operator interpretation function} which, when applied
-to an operator and its arguments, returns a CIC term. The disambiguation domain
-for a given operator is built applying to the operator and its arguments all
-available operator interpretation functions in turn.
-
-Operator interpretation functions could be added using the
-\texttt{interpretation} statement. For example, among the first line of the
-script \FILE{matita/library/logic/equality.ma} from the \MATITA{} standard
-library we read:
-
-\begin{grafite}
-interpretation "leibnitz's equality"
- 'eq x y =
- (cic:/matita/logic/equality/eq.ind#xpointer(1/1) _ x y).
-\end{grafite}
-
-Evaluating it in \MATITA{} will add an operator interpretation function for the
-binary operator \texttt{eq} which expands to the CIC term on the right hand side
-of the statement. That CIC term can be written using only built-in concrete
-syntax, can contain no ambiguity source; still, it can refer to operator
-arguments bound on the left hand side and can contain implicit terms (denoted
-with \texttt{\_}) which will be expanded to fresh metavariables. The latter
-feature is used in the example above for the first argument of Leibniz's
-polymorhpic equality.
-
-\subsubsection{Disambiguation algorithm}
-
-A \emph{disambiguation algorithm} takes as input a content level term and return
-a fully determined CIC term. The key observation on which a disambiguation
-algorithm is based is that given a content level term with more than one sources
-of ambiguity, not all possible combination of interpretation lead to a typable
-CIC term. In the term of Ex.~\ref{ex:disambiguation} for instance the
-interpretation of \texttt{ln} as a function from \IR to \IR and the
-interpretation of \texttt{1} as the Peano number $1$ can't coexists. The notion
-of ``can't coexists'' in the disambiguation of \MATITA{} is defined on top of
-the \emph{refiner} for CIC terms described in~\cite{csc-phd}.
-
-Briefly, a refiner is a function whose input is an \emph{incomplete CIC term}
-$t_1$ --- i.e. a term where metavariables occur (Sect.~\ref{sec:metavariables}
---- and whose output is either:\NOTE{descrizione sommaria del refiner, pu\'o
-essere spostata altrove}
-
-\begin{enumerate}
-
- \item an incomplete CIC term $t_2$ where $t_2$ is a well-typed term obtained
- assigning a type to each metavariable in $t_1$ (in case of dependent types,
- instantiation of some of the metavariable occurring in $t_1$ may occur as
- well);
-
- \item $\epsilon$, meaning that no well-typed term could be obtained via
- assignment of type to metavariable in $t_1$ and their instantiation;
-
- \item $\bot$, meaning that the refiner is unable to decide whether of the two
- cases above apply (refinement is semi-decidable).
-
-\end{enumerate}
-
-On top of a CIC refiner \MATITA{} implement an efficient disambiguation
-algorithm, which is outlined below. It takes as input a content level term $c$
-and proceeds as follows:
-
-\begin{enumerate}
-
- \item Create disambiguation domains $\{D_i | i\in\mathit{Dom}(c)\}$, where
- $\mathit{Dom}(c)$ is the set of ambiguity sources of $c$. Each $D_i$ is a set
- of CIC terms and can be built as described above.
-
- \item An \emph{interpretation} $\Phi$ for $c$ is a map associating an
- incomplete CIC term to each ambiguity source of $c$. Given $c$ and one of its
- interpretations an incomplete CIC term is fully determined replacing each
- ambiguity source of $c$ with its mapping in the interpretation and injecting
- the remaining structure of the content level in the CIC level (e.g. replacing
- the application of the content level with the application of the CIC level).
- This operation is informally called ``interpreting $c$ with $\Phi$''.
-
- Create an initial interpretation $\Phi_0 = \{\phi_i | \phi_i = \_,
- i\in\mathit{Dom}(c)\}$, which associates a fresh metavariable to each source
- of ambiguity of $c$. During this step, implicit terms are expanded to fresh
- metavariables as well.
-
- \item Refine the current incomplete CIC term (i.e. the term obtained
- interpreting $t$ with $\Phi_i$).
-
- If the refinement succeeds or is undetermined the next interpretation
- $\Phi_{i+1}$ will be created \emph{making a choice}, that is replacing in the
- current interpretation one of the metavariable appearing in $\Phi_i$ with one
- of the possible choice from the corresponding disambiguation domain. The
- metavariable to be replaced is chosen following a preorder visit of the
- ambiguous term. Then, step 3 is attempted again with the new interpretation.
-
- If the refinement fails the current set of choices cannot lead to a well-typed
- term and backtracking of the current interpretation is attempted.
-
- \item Once an unambiguous correct interpretation is found (i.e. $\Phi_i$ does
- no longer contain any placeholder), backtracking is attempted anyway to find
- the other correct interpretations.
-
- \item Let $n$ be the number of interpretations who survived step 4. If $n=0$
- signal a type error. If $n=1$ we have found exactly one (incomplete) CIC term
- corresponding to the content level term $c$, returns it as output of the
- disambiguation phase. If $n>1$ we have found many different (incomplete) CIC
- terms which can correspond to the content level term, let the user choose one
- of the $n$ interpretations and returns the corresponding term.
-
-\end{enumerate}
-
-The efficiency of this algorithm resides in the fact that as soon as an
-incomplete CIC term is not typable, no further instantiation of the
-metavariables of the corresponding interpretation is attemped.
-% For example, during the disambiguation of the user input
-% \texttt{\TEXMACRO{forall} x. x*0 = 0}, an interpretation $\Phi_i$ is
-% encountered which associates $?$ to the instance of \texttt{0} on the right,
-% the real number $0$ to the instance of \texttt{0} on the left, and the
-% multiplication over natural numbers (\texttt{mult} for short) to \texttt{*}.
-% The refiner will fail, since \texttt{mult} require a natural argument, and no
-% further instantiation of the placeholder will be tried.
-
-Details of the disambiguation algorithm along with an analysis of its complexity
-can be found in~\cite{disambiguation}, where a formulation without backtracking
-(corresponding to the actual \MATITA{} implementation) is also presented.
-
-\subsubsection{Disambiguation stages}
-
-\subsection{notazione}
-\label{sec:notation}
-\ASSIGNEDTO{zack}
-
-\subsection{mathml}
-\ASSIGNEDTO{zack}
-
-\subsection{selezione semantica, cut paste, hyperlink}
-\ASSIGNEDTO{zack}
-
-\subsection{pattern}
-\ASSIGNEDTO{gares}\\
-Patterns are the textual counterpart of the MathML widget graphical
-selection.
-
-Matita benefits of a graphical interface and a powerful MathML rendering
-widget that allows the user to select pieces of the sequent he is working
-on. While this is an extremely intuitive way for the user to
-restrict the application of tactics, for example, to some subterms of the
-conclusion or some hypothesis, the way this action is recorded to the text
-script is not obvious.\\
-In \MATITA{} this issue is addressed by patterns.
-
-\subsubsection{Pattern syntax}
-A pattern is composed of two terms: a $\NT{sequent\_path}$ and a
-$\NT{wanted}$.
-The former mocks-up a sequent, discharging unwanted subterms with $?$ and
-selecting the interesting parts with the placeholder $\%$.
-The latter is a term that lives in the context of the placeholders.
-
-The concrete syntax is reported in table \ref{tab:pathsyn}
-\NOTE{uso nomi diversi dalla grammatica ma che hanno + senso}
-\begin{table}
- \caption{\label{tab:pathsyn} Concrete syntax of \MATITA{} patterns.\strut}
-\hrule
-\[
-\begin{array}{@{}rcll@{}}
- \NT{pattern} &
- ::= & [~\verb+in match+~\NT{wanted}~]~[~\verb+in+~\NT{sequent\_path}~] & \\
- \NT{sequent\_path} &
- ::= & \{~\NT{ident}~[~\verb+:+~\NT{multipath}~]~\}~
- [~\verb+\vdash+~\NT{multipath}~] & \\
- \NT{wanted} & ::= & \NT{term} & \\
- \NT{multipath} & ::= & \NT{term\_with\_placeholders} & \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\subsubsection{How patterns work}
-Patterns mimic the user's selection in two steps. The first one
-selects roots (subterms) of the sequent, using the
-$\NT{sequent\_path}$, while the second
-one searches the $\NT{wanted}$ term starting from these roots. Both are
-optional steps, and by convention the empty pattern selects the whole
-conclusion.
-
-\begin{description}
-\item[Phase 1]
- concerns only the $[~\verb+in+~\NT{sequent\_path}~]$
- part of the syntax. $\NT{ident}$ is an hypothesis name and
- selects the assumption where the following optional $\NT{multipath}$
- will operate. \verb+\vdash+ can be considered the name for the goal.
- If the whole pattern is omitted, the whole goal will be selected.
- If one or more hypotheses names are given the selection is restricted to
- these assumptions. If a $\NT{multipath}$ is omitted the whole
- assumption is selected. Remember that the user can be mostly
- unaware of this syntax, since the system is able to write down a
- $\NT{sequent\_path}$ starting from a visual selection.
- \NOTE{Questo ancora non va in matita}
-
- A $\NT{multipath}$ is a CiC term in which a special constant $\%$
- is allowed.
- The roots of discharged subterms are marked with $?$, while $\%$
- is used to select roots. The default $\NT{multipath}$, the one that
- selects the whole term, is simply $\%$.
- Valid $\NT{multipath}$ are, for example, $(?~\%~?)$ or $\%~\verb+\to+~(\%~?)$
- that respectively select the first argument of an application or
- the source of an arrow and the head of the application that is
- found in the arrow target.
-
- The first phase selects not only terms (roots of subterms) but also
- their context that will be eventually used in the second phase.
-
-\item[Phase 2]
- plays a role only if the $[~\verb+in match+~\NT{wanted}~]$
- part is specified. From the first phase we have some terms, that we
- will see as subterm roots, and their context. For each of these
- contexts the $\NT{wanted}$ term is disambiguated in it and the
- corresponding root is searched for a subterm $\alpha$-equivalent to
- $\NT{wanted}$. The result of this search is the selection the
- pattern represents.
-
-\end{description}
-
-\noindent
-Since the first step is equipotent to the composition of the two
-steps, the system uses it to represent each visual selection.
-The second step is only meant for the
-experienced user that writes patterns by hand, since it really
-helps in writing concise patterns as we will see in the
-following examples.
-
-\subsubsection{Examples}
-To explain how the first step works let's give an example. Consider
-you want to prove the uniqueness of the identity element $0$ for natural
-sum, and that you can relay on the previously demonstrated left
-injectivity of the sum, that is $inj\_plus\_l:\forall x,y,z.x+y=z+y \to x =z$.
-Typing
-\begin{grafite}
-theorem valid_name: \forall n,m. m + n = n \to m = O.
- intros (n m H).
-\end{grafite}
-\noindent
-leads you to the following sequent
-\sequent{
-n:nat\\
-m:nat\\
-H: m + n = n}{
-m=O
-}
-\noindent
-where you want to change the right part of the equivalence of the $H$
-hypothesis with $O + n$ and then use $inj\_plus\_l$ to prove $m=O$.
-\begin{grafite}
- change in H:(? ? ? %) with (O + n).
-\end{grafite}
-\noindent
-This pattern, that is a simple instance of the $\NT{sequent\_path}$
-grammar entry, acts on $H$ that has type (without notation) $(eq~nat~(m+n)~n)$
-and discharges the head of the application and the first two arguments with a
-$?$ and selects the last argument with $\%$. The syntax may seem uncomfortable,
-but the user can simply select with the mouse the right part of the equivalence
-and left to the system the burden of writing down in the script file the
-corresponding pattern with $?$ and $\%$ in the right place (that is not
-trivial, expecially where implicit arguments are hidden by the notation, like
-the type $nat$ in this example).
-
-Changing all the occurrences of $n$ in the hypothesis $H$ with $O+n$
-works too and can be done, by the experienced user, writing directly
-a simpler pattern that uses the second phase.
-\begin{grafite}
- change in match n in H with (O + n).
-\end{grafite}
-\noindent
-In this case the $\NT{sequent\_path}$ selects the whole $H$, while
-the second phase searches the wanted $n$ inside it by
-$\alpha$-equivalence. The resulting
-equivalence will be $m+(O+n)=O+n$ since the second phase found two
-occurrences of $n$ in $H$ and the tactic changed both.
-
-Just for completeness the second pattern is equivalent to the
-following one, that is less readable but uses only the first phase.
-\begin{grafite}
- change in H:(? ? (? ? %) %) with (O + n).
-\end{grafite}
-\noindent
-
-\subsubsection{Tactics supporting patterns}
-In \MATITA{} all the tactics that can be restricted to subterm of the working
-sequent accept the pattern syntax. In particular these tactics are: simplify,
-change, fold, unfold, generalize, replace and rewrite.
-
-\NOTE{attualmente rewrite e fold non supportano phase 2. per
-supportarlo bisogna far loro trasformare il pattern phase1+phase2
-in un pattern phase1only come faccio nell'ultimo esempio. lo si fa
-con una pattern\_of(select(pattern))}
-
-\subsubsection{Comparison with Coq}
-Coq has a two diffrent ways of restricting the application of tactis to
-subterms of the sequent, both relaying on the same special syntax to identify
-a term occurrence.
-
-The first way is to use this special syntax to specify directly to the
-tactic the occurrnces of a wanted term that should be affected, while
-the second is to prepare the sequent with another tactic called
-pattern and the apply the real tactic. Note that the choice is not
-left to the user, since some tactics needs the sequent to be prepared
-with pattern and do not accept directly this special syntax.
-
-The base idea is that to identify a subterm of the sequent we can
-write it and say that we want, for example, the third and the fifth
-occurce of it (counting from left to right). In our previous example,
-to change only the left part of the equivalence, the correct command
-is
-\begin{grafite}
- change n at 2 in H with (O + n)
-\end{grafite}
-\noindent
-meaning that in the hypothesis $H$ the $n$ we want to change is the
-second we encounter proceeding from left toright.
-
-The tactic pattern computes a
-$\beta$-expansion of a part of the sequent with respect to some
-occurrences of the given term. In the previous example the following
-command
-\begin{grafite}
- pattern n at 2 in H
-\end{grafite}
-\noindent
-would have resulted in this sequent
-\begin{grafite}
- n : nat
- m : nat
- H : (fun n0 : nat => m + n = n0) n
- ============================
- m = 0
-\end{grafite}
-\noindent
-where $H$ is $\beta$-expanded over the second $n$
-occurrence. This is a trick to make the unification algorithm ignore
-the head of the application (since the unification is essentially
-first-order) but normally operate on the arguments.
-This works for some tactics, like rewrite and replace,
-but for example not for change and other tactics that do not relay on
-unification.
-
-The idea behind this way of identifying subterms in not really far
-from the idea behind patterns, but really fails in extending to
-complex notation, since it relays on a mono-dimensional sequent representation.
-Real math notation places arguments upside-down (like in indexed sums or
-integrations) or even puts them inside a bidimensional matrix.
-In these cases using the mouse to select the wanted term is probably the
-only way to tell the system exactly what you want to do.
-
-One of the goals of \MATITA{} is to use modern publishing techiques, and
-adopting a method for restricting tactics application domain that discourages
-using heavy math notation, would definitively be a bad choice.
-
-\subsection{Tacticals}
-\ASSIGNEDTO{gares}\\
-There are mainly two kinds of languages used by proof assistants to recorder
-proofs: tactic based and declarative. We will not investigate the philosophy
-aroud the choice that many proof assistant made, \MATITA{} included, and we will not compare the two diffrent approaches. We will describe the common issues of the first one and how \MATITA{} tries to solve them.
-
-First we must highlight the fact that proof scripts made using tactis are
-particularly unreadable. This is not a big deal for the user while he is
-constructing the proof, but is considerably a problem when he tries to reread
-what he did or when he shows his work to someone else.
-
-Another common issue for tactic based proof scripts is their mantenibility.
-Huge libraries have been developed, and backward compatibility is a really time
-consuming task. This problem is usually ameliorated with tacticals, that
-help in structuring proofs and consequently their maintenance, but have a bad
-counterpart in script readability. Since tacticals are executed atomically,
-the common practice of executing again a script to review all the proof steps
-doesn't work at all. This issue in addition to the really poor feeling that a
-list of tactics gives about the proof makes script rereading particularly hard.
-
-\MATITA{} uses a language of tactics and tacticals, but adopts a peculiar
-strategy to make this technique more user friendly without loosing in
-mantenibility or expressivity.
-
-\subsubsection{Tacticals overview}
-Before describing the peculiarities of \MATITA{} tacticals we briefly introduce what tacticals are and where they can be useful.
-
-Tacticals first appered in LCF(cita qualcosa) and can be seen as programming
-constructs, like looping, branching, error recovery or sequential composition.
-For example $tac_1~.~tac_2$ executes the first tactic and applies the second
-only to the first goal opened by $tac_1$. Baranching can be used to specify a
-diffrent tactic to apply to each new goal opened by another tactic, for example
-$tac_1\verb+;[+~tac_{1.1}~\verb+|+~tac_{1.2}~\verb+|+~\cdots~|~tac_{1.n}~\verb+]+$
-applies respectively $tac_{1.i}$ to the $i$-th goal opened by $tac_1$. Looping
-can be used to iterate a tactic until it works: $\verb+repeat+~tac$ applies
-$tac$ to the current goal, and again $tac$ to the eventually resulting goals
-until all goal are closed or the tactic fails.
-
-\begin{table}
- \caption{\label{tab:tacsyn} Concrete syntax of \MATITA{} tacticals.\strut}
-\hrule
-\[
-\begin{array}{@{}rcll@{}}
- \NT{punctuation} &
- ::= & \SEMICOLON \quad|\quad \DOT \quad|\quad \SHIFT \quad|\quad \BRANCH \quad|\quad \MERGE \quad|\quad \POS{\mathrm{NUMBER}~} & \\
- \NT{block\_kind} &
- ::= & \verb+focus+ ~|~ \verb+try+ ~|~ \verb+solve+ ~|~ \verb+first+ ~|~ \verb+repeat+ ~|~ \verb+do+~\mathrm{NUMBER} & \\
- \NT{block\_delimiter} &
- ::= & \verb+begin+ ~|~ \verb+end+ & \\
- \NT{tactical} &
- ::= & \verb+skip+ ~|~ \NT{tactic} ~|~ \NT{block\_delimiter} ~|~ \NT{block\_kind} ~|~ \NT{punctuation} ~|~& \\
-\end{array}
-\]
-\hrule
-\end{table}
-
-\MATITA{} tacticals syntax is reported in table \ref{tab:tacsyn}.
-While one whould expect to find structured constructs like
-$\verb+do+~n~\NT{tactic}$ the syntax allows pieces of tacticals to be written.
-This is essential for base idea behind matita tacticals: step-by-step execution.
-
-\subsubsection{\MATITA{} Tinycals}
-The low-level tacticals implementation of \MATITA{} allows a step-by-step execution of a tactical, that substantially means that a $\NT{block\_kind}$ is not executed as an atomic operation. This has two major benefits for the user, even being a so simple idea:
-\begin{description}
-\item[Proof structuring]
- is much easyer. Consider for example a proof by induction, and imagine you are using classical tacticals. After applying the
- induction principle, with one step tacticals, you have to choose: structure
- the proof or not. If you decide for the former you have to branch with
- \verb+[+ and write tactics for all the cases separated by \verb+|+ and the
- close the tactical with
- \verb+]+. You can replace most of the cases by the identity tactic just to
- concentrate only on the first goal, but you will have to go one step back and
- one further every time you add something inside the tactical. And if you are
- boared of doing so, you will finish in giving up structuring the proof and
- write a plain list of tactics.\\
- With step-by-step tacticals you can apply the induction principle, and just
- open the branching tactical \verb+[+. Then you can interact with the system
- reaching a proof of the first case, without having to specify the whole
- branching tactical. When you have proved all the induction cases, you close
- the branching tactical with \verb+]+ and you are done with a structured proof.
-\item[Rereading]
- is possible. Going on step by step shows exactly what is going on.
- Consider again a proof by induction, that starts applying the induction
- principle and suddenly baranches with a \verb+[+. This clearly separates all
- the induction cases, but if the square brackets content is executed in one
- single step you completely loose the possibility of rereading it. Again,
- executing step-by-step is the way you whould like to review the
- demonstration. Remember tha understandig the proof from the script is not
- easy, and only the execution of tactics (and the resulting transformed goal)
- gives you the feeling of what is goning on.
-\end{description}
-
-
-
-\subsection{named variable e disambiguazione lazy}
-\ASSIGNEDTO{csc}
-
-\subsection{metavariabili}
-\label{sec:metavariables}
-\ASSIGNEDTO{csc}
-
-\begin{verbatim}
-
-\end{verbatim}
-
-\section{Drawbacks, missing, \dots}
-
-\subsection{moduli}
-\ASSIGNEDTO{}
-
-\subsection{ltac}
-\ASSIGNEDTO{}
-
-\subsection{estrazione}
-\ASSIGNEDTO{}
-
-\subsection{localizzazione errori}
-\ASSIGNEDTO{}
-
-\acknowledgements
-We would like to thank all the students that during the past
-five years collaborated in the \HELM{} project and contributed to
-the development of Matita, and in particular
-A.Griggio, F.Guidi, P. Di Lena, L.Padovani, I.Schena, M.Selmi,
-V.Tamburrelli.
-
-\theendnotes
-
-\bibliography{matita}
-
-
-\end{document}
-
+++ /dev/null
-all:
- latex t
- latex t
- latex t
- dvips -ta4 t
+++ /dev/null
-\documentclass[a4paper]{article}
-\pagestyle{headings}
-%\usepackage{graphicx}
-\usepackage{amssymb,amsmath,mathrsfs,stmaryrd,amsthm}
-%\usepackage{hyperref}
-%\usepackage{picins}
-
-\newcommand{\semT}[1]{\ensuremath{\llbracket #1 \rrbracket}}
-\newcommand{\sem}[1]{\llbracket \ensuremath{#1} \rrbracket}
-\newcommand{\pair}[2]{<\!#1,#2\!>}
-\newcommand{\canonical}{\bot}
-\newcommand{\R}{~\mathscr{R}~}
-\newcommand{\N}{\,\mathbb{N}\,}
-\newcommand{\B}{\,\mathbb{B}\,}
-\newcommand{\NT}{\,\mathbb{N}\,}
-\newcommand{\NH}{\,\mathbb{N}\,}
-\renewcommand{\star}{\ast}
-\renewcommand{\vec}{\overrightarrow}
-\newcommand{\one}{{\bf 1}}
-\newcommand{\mult}{\cdot}
-\newcommand{\ind}{Ind(X)}
-\newcommand{\indP}{Ind(\vec{P}~|~X)}
-\newcommand{\Xind}{\ensuremath{X_{ind}}}
-\newcommand{\XindP}{\ensuremath{X_{ind}}}
-\renewcommand{\|}{\ensuremath{\quad | \quad}}
-\newcommand{\triUP}{\ensuremath{\Delta}}
-\newcommand{\triDOWN}{\ensuremath{\nabla}}
-\newcommand{\Rx}{\ensuremath{R_X}}
-
-\newtheorem{thm}{Theorem}[subsection]
-
-\title{Modified Realizability and Inductive Types}
-\author{...}
-
-
-\begin{document}
-\maketitle
-
-\begin{abstract}
-...
-\end{abstract}
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\section{Introduction}
-The characterization of the provable recursive functions of
-Peano Arithmetic as the terms of system T is a well known
-result of G\"odel \cite{Godel58,Godel90}. Although several authors acknowledge
-that the functional interpretation of the Dialectica paper
-is not among the major achievements of the author (see e.g. \cite{Girard87}),
-the result has been extensively investigated and there is a wide
-literature on the
-topic (see e.g. \cite{Troelstra,HS86,Girard87}, just to mention textbooks,
-and the bibliography therein).
-
-A different, more neglected, but for many respects much more
-direct relation between Peano (or Heyting) Arithmetics and
-G\"odel System T is provided
-by the so called {\em modified realizability}. Modified realizability
-was first introduced by Kreisel in \cite{Kreisel59} - although it will take you
-a bit of effort to recognize it in the few lines of paragraph 3.52 -
-and later in \cite{Kreisel62} under the name of generalized realizability.
-The name of modified realizability seems to be due to Troelstra
-\cite{Troelstra}
-- who contested Kreisel's name but unfortunately failed in proposing
-a valid alternative; we shall reluctantly adopt this latter name
-to avoid further confusion. Modified realizability is a typed variant of
-realizability, essentially providing interpretations
-of $HA^{\omega}$ into itself: each theorem is realized by a typed function
-of system T, that also gives the actual computational content extracted
-from the proof.
-In spite of the simplicity and the elegance of the proof, it is extremely
-difficult to find a modern discussion of this result; the most recent
-exposition we are aware of is in the encyclopedic work by
-Troelstra \cite{Troelstra} (pp.213-229) going back to thirty years ago.
-Even modern introductory books
-to Type Theory and Proof Theory devoting much space to system T
-such as \cite{GLT} and \cite{TS} surprisingly leave out this simple and
-illuminating result. Both the previous textbooks
-prefer to focus on higher order arithmetics and its relation with
-Girard's System $F$ \cite{Girard86}, but the technical complexity and
-the didactical value of the two proofs is not comparable: when you
-prove that the Induction Principle is realized by the recursor $R$
-of system $T$ you catch a sudden gleam of understanding in the
-students eyes; usually, the same does not happen when you show, say,
-that the ``forgetful'' interpretation of the higher order predicate defining
-the natural numbers is the system $F$ encoding
-$\forall X.(X\to X) \to X \to X$ of $\N$.
-Moreover, after a first period of enthusiasm, the impredicative
-encoding of inductive types in Logical Frameworks has shown several
-problems and limitations (see e.g. \cite{Werner} pp.24-25) mostly
-solved by assuming inductive types as a primitive logical notion
-(leading e.g. form the Calculus of Constructions to the Calculus
-of Inductive Constructions - CIC). Even the extraction algorithm of
-CIC, strictly based on realizability principles, and in a first time
-still oriented towards System F \cite{Paulin87,Paulin89} has been
-recently rewritten \cite{Letouzey04}
-to take advantage of concrete types and pattern matching of ML-like
-languages. Unfortunately, systems like the Calculus of Inductive
-Constructions are so complex, from the logical point of view, to
-substantially prevent a really neat theoretical exposition (at present,
-it does not
-even exists a truly complete consistency proofs covering all aspects
-of such systems); moreover, not everybody may be interested in all the features
-offered by these frameworks, from polymorphism to types depending on
-proofs. Our program is to restart the analysis of logical systems with
-primitive inductive types in a smooth way, starting form first order
-logic and adding little by little small bits of logical power.
-This paper is the first step in this direction.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\section{G\"odel system T}
-We shall use a variant of system T with three atomic types $\N$ (natural
-numbers), $\B$ (booleans) and $\one$ (a terminal object), and two binary
-type constructors $\times$ (product) and $\to$ (arrow type).
-
-The terms of the language comprise the usual simply typed lambda terms
-with explicit pairs, plus the following additional constants:
-\begin{itemize}
-\item $*:\one$,
-\item $true: \B$, $false:\B$, $D:A\to A \to \B \to A$
-\item $O:\N$, $S:\N \to \N$, $R:A \to (A \to \N \to A) \to \N \to A$,
-\end{itemize}
-Redexes comprise $\beta$-reduction
-\[(\beta)~~ \lambda x:U.M ~ N \leadsto M[N/x]\]
-projections
-
-\[(\pi_1)~~fst \pair{M}{N} \leadsto M\\ \hspace{.6cm} (\pi_2)~~ snd \pair{M}{N}
-\leadsto N \]
-and the following type specific reductions:
-\[(D_{true})~~\\D~M~N~ true \leadsto M \hspace{.6cm}
- (D_{false})~~ D~M~N~false \leadsto N \]
-\[(R_0)~~\\R~M~F~ 0 \leadsto M \hspace{.6cm}
- (R_S)~~ R~M~F~(S~n) \leadsto F~n~(R~M~F~n) \]
-\[(*)~~ M \leadsto * \]
-where (*) holds for any $M$ of type $\one$.
-
-Note that using the well known isomorpshims
-$\one \to A \cong A$, $A \to \one \cong \one$
-and $A \times \one \cong A \cong \one\times A$ (see \cite{AL91}, pp.231-239)
-we may always get rid of $\one$ (apart the trivial case).
-The terminal object does not play a major role in our treatment, but
-it allows to extract better algorithms. In particular we use it
-to realize atomic proposition, and stripping out the terminal object using
-the above isomorphisms gives a simple way of just keeping the truly
-informative part of the algorithms.
-
-
-
-\section{Heyting's arithmetics}
-
-{\bf Axioms}
-
-\begin{itemize}
-\item $nat\_ind: P(0) \to (\forall x.P(x) \to P(S(x))) \to \forall x.P(x)$
-\item $ex\_ind: (\forall x.P(x) \to Q) \to \exists x.P(x) \to Q$
-\item $ex\_intro: \forall x.(P \to \exists x.P)$
-\item $fst: P \land Q \to P$
-\item $snd: P \land Q \to Q$
-\item $conj: P \to Q \to P \land Q$
-\item $false\_ind: \bot \to Q$
-\item $discriminate:\forall x.0 = S(x) \to \bot$
-\item $injS: \forall x,y.S(x) = S(y) \to x=y$
-\item $plus\_O:\forall x.x+0=x$
-\item $plus\_S:\forall x,y.x+S(y)=S(x+y)$
-\item $times\_O:\forall x.x\mult0=0$
-\item $times\_S:\forall x,y.x\mult S(y)=x+(x\mult y)$
-\end{itemize}
-
-\noindent
-{\bf Inference Rules}
-
-say that ax:AX refers to the previous Axioms list...
-
-\[
- (Proj)\hspace{0.2cm} \Gamma, x:A, \Delta \vdash x:A
- \hspace{2cm}
- (Const)\hspace{0.2cm} \Gamma \vdash ax : AX
-\]
-
-\[
- (\to_i)\hspace{0.2cm}\frac{\Gamma,x:A \vdash M:Q}{\Gamma \vdash \lambda x:A.M: A \to Q} \hspace{2cm}
- (\to_e)\hspace{0.2cm}\frac{\Gamma \vdash M: A \to Q \hspace{1cm}\Gamma \vdash N: A}
- {\Gamma \vdash M N: Q}
-\]
-
-%\[
-% (\land_i)\frac{\Gamma \vdash M:A \hspace{1cm}\Gamma \vdash N:B}
-% {\Gamma \vdash \pair{M}{N} : A \land B}
-%\hspace{2cm}
-% (\land_{el})\frac{\Gamma \vdash A \land B}{\Gamma \vdash A}
-%\hspace{2cm}
-% (\land_{er})\frac{\Gamma \vdash A \land B}{\Gamma \vdash B}
-%\]
-
-\[
- (\forall_i)\hspace{0.2cm}\frac{\Gamma \vdash M:P}{\Gamma \vdash
- \lambda x:\N.M: \forall x.P}(*) \hspace{2cm}
- (\forall_e)\hspace{0.2cm}\frac{\Gamma \vdash M :\forall x.P}{\Gamma \vdash M t: P[t/x]}
-\]
-
-
-%\[
-% (\exists_i)\frac{\Gamma \vdash P[t/x]}{\Gamma \vdash \exists x.P}\hspace{2cm}
-% (\exists_e)\frac{\Gamma \vdash \exists x.P\hspace{1cm}\Gamma \vdash \forall x.P \to Q}
-%{\Gamma \vdash Q}
-%\]
-
-\section{Extraction}
-
-The formulae to types translation function
-$\sem{\cdot}$ takes in input formulae in HA and returns types in T.
-
-\begin{enumerate}
-\item $\sem{A} = \one$ if A is atomic
-\item $\sem{A \land B} = \sem{A}\times \sem{B}$
-\item $\sem{A \to B} = \sem{A}\to \sem{B}$
-\item $\sem{\forall x:\N.P} = \N \to \sem{P}$
-\item $\sem{\exists x:\N.P} = \N \times \sem{P}$
-\end{enumerate}
-
-definition.
-For any type T of system T $\canonical_T: \one \to T$ is inductively defined as follows:
-\begin{enumerate}
-\item $\canonical_\one = \lambda x:\one.x$
-\item $\canonical_N = \lambda x:\one.0$
-\item $\canonical_{U\times V} = \lambda x:\one.\pair{\canonical_{U} x}{\canonical_{V} x}$
-\item $\canonical_{U\to V} = \lambda x:\one.\lambda \_:U. \canonical_{V} x$
-\end{enumerate}
-
-\begin{itemize}
-\item $\sem{nat\_ind} = R$
-\item $\sem{ex\_ind} = (\lambda f:(\N \to \sem{P} \to \sem{Q}).
-\lambda p:\N\times \sem{P}.f (fst \,p) (snd \,p)$.
-\item $\sem{ex\_intro} = \lambda x:\N.\lambda f:\sem{P}.\pair{x}{f}$
-\item $\sem{fst} = \pi_1$
-\item $\sem{snd} = \pi_2$
-\item $\sem{conj} = \lambda x:\sem{P}.\lambda y:\sem{Q}.\pair{x}{y}$
-\item $\sem{false\_ind} = \canonical_{\sem{Q}}$
-\item $\sem{discriminate} = \lambda \_:\N.\lambda \_:\one.\star$
-\item $\sem{injS}= \lambda \_:\N. \lambda \_:\N.\lambda \_:\one.\star$
-\item $\sem{plus\_O} = \sem{times\_O} = \lambda \_:\N.\star$
-\item $\sem{plus\_S} = \sem{times_S} = \lambda \_:\N. \lambda \_:\N.\star$
-\end{itemize}
-
-In the case of structured proofs:
-\begin{itemize}
-\item $\semT{M N} = \semT{M} \semT{N}$
-\item $\semT{\lambda x:A.M} = \lambda x:\sem{A}.\semT{M}$
-\item $\semT{\lambda x:\N.M} = \lambda x:\N.\semT{M}$
-\item $\semT{M t} = \semT{M} \semT{t}$
-\end{itemize}
-
-\section{Realizability}
-The realizability relation is a relation $f \R P$ where $f: \sem{P}$, and
-$P$ is a closed formula.
-In particular:
-\begin{itemize}
-\item $\neg (\star \R \bot)$
-\item $* \R (t_1=t_2)$ iff $t_1=t_2$ is true ...
-\item $\pair{f}{g} \R (P\land Q)$ iff $f \R P$ and $g \R Q$
-\item $f \R (P\to Q)$ iff for any $m$ such that $m \R P$, $(f \,m) \R Q$
-\item $f \R (\forall x.P)$ iff for any natural number $n$ $(f n) \R P[\underline{n}/x]$
-\item $\pair{n}{g}\R (\exists x.P)$ iff $g \R P[\underline{n}/x]$
-\end{itemize}
-%We need to generalize the notion of realizability to sequents.
-%Given a sequent $B_1, \ldots, B_n \vdash A$ with free variables in
-%$\vec{x} = x_1,\ldots, x_m$, we say that $f \R B1, \ldots, B_n \vdash A$ iff
-%forall natural numbers $n_1, \ldots, n_m$,
-%if forall $i \in {1,\ldots,n}$
-%$m_i \R B_i[\vec{\underline{n}}/\vec{x}]$ then
-%$$f <m_1, \ldots, m_n> \R A[\vec{\underline{n}}/\vec{x}]$$.
-%
-\noindent
-We need to generalize the notion of realizability to sequents.\\
-Let $\vec{x} = FV_{\N}( B_1, \ldots, B_n, P)$ a vector of variables of type
-$\N$ that occur free in $B_1, \ldots, B_n, P$. Let $\vec{b:B}$ the vector
-$b_1:B_1, \ldots, b_n:B_n$.\\
-We say that $f \R B_1, \ldots, B_n \vdash A:P$ iff
-$$\lambda \vec{x:\N}. \lambda \vec{b:B}.f \R
-\forall \vec{x}. B_1 \to \ldots \to B_n \to P$$
-Note that $\forall \vec{x}. B_1 \to \ldots \to B_n \to P$ is a closed formula,
-so we can use the previous definition of realizability on it.
-
-\noindent
-We proceed to prove that all axioms $ax:Ax$ are realized by $\sem{ax}$.
-
-\begin{itemize}
-\item $nat\_ind$.
- We must prove that the recursion schema $R$ realizes the induction principle.
- To this aim we must prove that for any $a$ and $f$ such that $a \R P(0)$ and
- $f \R \forall x.(P(x) \to P(S(x)))$, and any natural number $n$, $(R \,a \,f
- \,n) \R P(\underline{n})$.\\
- We proceed by induction on n.\\
- If $n=O$, $(R \,a \,f \,O) = a$ and by hypothesis $a \R P(0)$.\\
- Suppose by induction that
- $(R \,a \,f \,n) \R P(\underline{n})$, and let us prove that the relation
- still holds for $n+1$. By definition
- $(R \,a \,f \,(n+1)) = f \,n \,(R \,a \,f \,n)$,
- and since $f \R \forall x.(P(x) \to P(S(x)))$,
- $(f n (R a f n)) \R P(S(\underline{n}))=P(\underline{n+1})$.
-
-\item $ex\_ind$.
- We must prove that $$\underline{ex\_ind} \R (\forall x:(P x)
- \to Q) \to (\exists x:(P x)) \to Q$$ Following the definition of $\R$ we have
- to prove that given\\ $f~\R~\forall~x:((P~x)~\to~Q)$ and
- $p~\R~\exists~x:(P~x)$, then $\underline{ex\_ind}~f~p \R Q$.\\
- $p$ is a couple $\pair{n_p}{g_p}$ such that $g_p \R P[\underline{n_p}/x]$, while
- $f$ is a function such that forall $n$ and for all $m \R P[\underline{n}/x]$
- then $f~n~m \R Q$ (note that $x$ is not free in $Q$ so $[\underline{n}/x]$
- affects only $P$).\\
- Expanding the definition of $\underline{ex\_ind}$, $fst$
- and $snd$ we obtain $f~n_p~g_p$ that we know is in relation $\R$ with $Q$
- since $g_p \R P[\underline{n_p}/x]$.
-
-\item $ex\_intro$.
- We must prove that
- $$\lambda x:\N.\lambda f:\sem{P}.\pair{x}{f} \R \forall x.(P\to\exists x.P(x)$$
- that leads to prove that for each n
- $\underline{ex\_into}~n \R (P\to\exists x.P(x))[\underline{n}/x]$.\\
- Evaluating the substitution we have
- $\underline{ex\_into}~n \R (P[\underline{n}/x]\to\exists x.P(x))$.\\
- Again by definition of $\R$ we have to prove that given a
- $m \R P[\underline{n}/x]$ then $\underline{ex\_into}~n~m \R \exists x.P(x)$.
- Expanding the definition of $\underline{ex\_intro}$ we have
- $\pair{n}{m} \R \exists x.P(x)$ that is true since $m \R P[\underline{n}/x]$.
-
-\item $fst$.
- We have to prove that $\pi_1 \R P \land Q \to P$, that is equal to proving
- that for each $m \R P \land Q$ then $\pi_1~m \R P$ .
- $m$ must be a couple $\pair{f_m}{g_m}$ such that $f_m \R P$ and $g_m \R Q$.
- So we conclude that $\pi_1~m$ reduces to $f_m$ that is in relation $\R$
- with $P$.
-
-\item $snd$. The same for $fst$.
-
-\item $conj$.
- We have to prove that
- $$\lambda x:\sem{P}. \lambda y:\sem{Q}.\pair{x}{y}\R P \to Q \to P \land Q$$
- Following the definition of $\R$ we have to show that
- for each $m \R P$ and for each $n \R Q$ then
- $(\lambda x:\sem{P}. \lambda y:\sem{Q}.\pair{x}{y})~m~n \R P \land Q$.\\
- This is the same of $\pair{m}{n} \R P \land Q$ that is verified since
- $m \R P$ and $n \R Q$.
-
-
-\item $false\_ind$.
- We have to prove that $\bot_{\sem{Q}} \R \bot \to Q$.
- Trivial, since there is no $m \R \bot$.
-
-\item $discriminate$.
- Since there is no $n$ such that $0 = S n$ is true... \\
- $\underline{discriminate}~n \R 0 = S~\underline{n} \to \bot$ for each n.
-
-\item $injS$.
- We have to prove that for each $n_1$ and $n_2$\\
- $\lambda \_:\N. \lambda \_:\N.\lambda \_:\one.*~n_1~n_2 \R
- (S(x)=S(y)\to x=y)[n_1/x][n_2/y]$.\\
- We assume that $m \R S(n_1)=S(n_2)$ and we have to show that
- $\lambda \_:\N. \lambda \_:\N.\lambda \_:\one.*~n_1~n_2~m$ that reduces to
- $*$ is in relation $\R$ with $n_1=n_2$. Since in the standard model of
- natural numbers $S(n_1)=S(n_2)$ implies $n_1=n_2$ we have that
- $* \R n_1=n_2$.
-
-\item $plus\_O$.
- Since in the standard model for natural numbers $0$ is the neutral element
- for addition $\lambda \_:\N.\star \R \forall x.x + 0 = x$.
-
-\item $plus\_S$.
- In the standard model of natural numbers the addition of two numbers is the
- operation of counting the second starting from the first. So
- $$\lambda \_:\N. \lambda \_:\N. \star \R \forall x,y.x+S(y)=S(x+y)$$.
-
-\item $times\_O$.
- Since in the standard model for natural numbers $0$ is the absorbing element
- for multiplication $\lambda \_:\N.\star \R \forall x.x \mult 0 = 0$.
-
-\item $times\_S$.
- In the standard model of natural numbers the multiplications of two
- numbers is the operation of adding the first to himself a number of times
- equal to the second number. So
- $$\lambda \_:\N. \lambda \_:\N. \star \R \forall x,y.x+S(y)=S(x+y)$$.
-
-\end{itemize}
-
-
-\noindent
-{\bf example}\\
-Let us prove the following principle of well founded induction:
-\[(\forall m.(\forall p. p < m \to P~p) \to P~m) \to \forall n.P~n\]
-In the following proof we shall make use of proof-terms, since we finally
-wish to extract the computational content; we leave to reader the easy
-check that the proof object describes the usual and natural proof
-of the statement.
-
-We assume to have already proved the following lemmas (having trivial
-realizers):\\
-\[L : \forall p, q.p < q \to q \le 0 \to \bot\]
-\[M : \forall p,q,n.p < q \to q \le (S n) \to p \le n \]
-Let us assume $h : \forall m.(\forall p. p < m \to P~p) \to P~m$.
-We prove by induction on $n$ that $\forall q. q \le n \to P~q$.
-For $n=0$, we get a proof of $P ~q$ by
-\[ B \equiv \lambda q.\lambda h_0:q \le 0. h ~q~
-(\lambda p.\lambda k:p < q. false\_ind ~(L~p~q~k~h_0)) \]
-In the inductive case, we must prove that, for any $n$,
-\[(\forall q. q \le n \to P~q) \to (\forall q. q \le S n \to P~q)\]
-Assume $h_1: \forall q. q \le n \to P q$ and
-$h_2: q \le S ~n$. Let us prove $\forall p. p < q \to P~p$.
-If $h_3: p < q$ then $(M~ p~ q~ n~ h_3~ h_2): p \le n$, hence
-$h_1 ~p ~ (M~ p~ q~ n~ h_3~ h_2): P~p$.\\
-In conclusion, the proof of the
-inductive case is
-\[I \equiv \lambda n.\lambda h_1:\forall q. q \le n \to P~ q.\lambda q.\lambda h_2:q \le S n.
-h ~ q ~ (\lambda p.\lambda h_3:p < q.h_1 ~p~ (M~ p~ q~ n~ h_3~ h_2)) \]
-(where $h$ is free in I).
-The full proof is
-\[ \lambda h: \forall m.(\forall p. p < m \to P~p) \to P~m.\lambda m.
-nat\_ind ~B ~ I ~m~m~ (le\_n ~ m) \]
-where $le\_n$ is a proof that $\forall n. n \le n$, and the free $P$ in the definition of $nat_{ind}$ is instantiated with $\forall m.m \le m \to P~m$.\\
-Form the previous proof,after stripping terminal objects,
-and a bit of eta-contraction to make
-the term more readable, we extract the following term (types are omitted):
-
-\[R' \equiv \lambda f.\lambda m.
-R~ (\lambda n.f ~n~ (\lambda q.*))~
-(\lambda n\lambda g\lambda q.f ~q~g)~m ~m\]
-
-The intuition of this operator is the following: supose to
-have a recursive definition $h q = F[h]$ where $q:\N$ and
-$F[h]: A$. This defines a functional
-$f: \lambda q.\lambda g.F[g]: N\to(N\to A) \to A$, such that
-(morally) $h$ is the fixpoint of $f$. For instance,
-in the case of the fibonacci function, $f$ is
-\[fibo \equiv \lambda q. \lambda g.
-if~ q = 0~then~ 1~ else~ if~ q = 1~ then~ 1~ else~ g (q-1)+g (q-2)\]
-
-So $f$ build a new
-approximation of $h$ from the previous approximation $h$ taken
-as input. $R'$ precisely computes the mth-approximation starting
-from a dummy function $(\lambda q.*_A)$. Alternatively,
-you may look at $g$ as the ``history'' (curse of values) of $h$
-for all values less or equal to $q$; then $f$ extend $g$ to
-$q+1$.
-
-Let's compute for example
-\begin{eqnarray}
-R'~fibo~2 & \leadsto &
- R~ (\lambda n.fibo ~n~ (\lambda q.*))~
- (\lambda n\lambda g\lambda q.fibo ~q~g)~2 ~2\nonumber\\
-& \leadsto &
- (\lambda n\lambda g\lambda q.fibo ~q~g)~1~
- (R~
- (\lambda n.fibo ~n~ (\lambda q.*))~
- (\lambda n\lambda g\lambda q.fibo ~q~g)~1)~
- 2 \nonumber\\
-& \leadsto &
- \lambda q.fibo ~q~
- (R~
- (\lambda n.fibo ~n~ (\lambda q.*))~
- (\lambda n\lambda g\lambda q.fibo ~q~g)~1)~
- 2 \nonumber\\
-& \leadsto &
- \lambda q.fibo ~q~
- ((\lambda n\lambda g\lambda q.fibo ~q~g)~0~
- (R~
- (\lambda n.fibo ~n~ (\lambda q.*))~
- (\lambda n\lambda g\lambda q.fibo ~q~g)~0))~
- 2 \nonumber\\
-& \leadsto &
- \lambda q.fibo ~q~
- (\lambda q.fibo ~q~
- (R~
- (\lambda n.fibo ~n~ (\lambda q.*))~
- (\lambda n\lambda g\lambda q.fibo ~q~g)~0)
- )2 \nonumber\\
-& \leadsto &
- \lambda q.fibo ~q~
- (\lambda q.fibo ~q~
- (\lambda n.fibo ~n~ (\lambda q.*)))2
- \nonumber\\
-& \leadsto &
- fibo~2~(\lambda q.fibo ~q~ (\lambda n.fibo ~n~ (\lambda q.*))) \nonumber\\
-& \leadsto &
- (\lambda q.fibo ~q~ (\lambda n.fibo ~n~ (\lambda q.*))) 1 +
- (\lambda q.fibo ~q~ (\lambda n.fibo ~n~ (\lambda q.*))) 0 \nonumber\\
-& \leadsto &
- fibo ~1~ (\lambda n.fibo ~n~ (\lambda q.*)) +
- fibo ~0~ (\lambda n.fibo ~n~ (\lambda q.*)) \nonumber\\
-& \leadsto &
- 1 + 1 \nonumber
-\end{eqnarray}
-Note that the second argument of $fibo$ is always a method to calculate all the prvious values of $fibo$. DA CAPIRE (per me) come mai $\lambda n$ non viene usata...
-CAPITA CON csc:
-
-n non serve perche' c'e' una relazione logica di n con q,
-in particolare $q <= Sn$ ... quindi $q < n$ (lemma M)...
-e quindi posso usare come history $< n$ una history $< q$.
-il $\lambda h2$ essendo $[[q <= Sn]]$ = 1 viene scartata.
-
-se si spiega come array viene decente... forse. lunedi' provo a scrivere
-meglio.
-
-\section{Inductive types}
-The notation we will use is similar to the one used in
-\cite{Werner} and \cite{Paulin89} but we prefer
-giving a label to each constructor and use that label instead of the
-longer $Constr(n,\ind\{\ldots\})$ to indicate the $n^{th}$ constructor.
-We adopt the vector notation to make things more readable.
-$\vec{m}$ has to be intended as $m_1~\ldots~m_n$ where $n$ may
-be equal to 0 (we use $m_1~\vec{m}$ when we want to give a
-name to the first $m$ and assert $n>0$). If the vector notation is
-used inside an arrow type it has a slightly different meaning,
-$A \to \vec{B} \to C$ is a shortcut for
-$A \to B_1 \to \ldots \to B_n \to C$.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\subsection{Extensions to the logic framework}
-To talk about arbitrary inductive types (and not hard coded natural numbers) we
-have to extend a bit our framework.
-
-First we admit quantification over inductive types $T$, thus $\forall x:T.A$
-and $\exists x:T.A$ are allowed. Then rules 4 and 5 of the $\sem{\cdot}$
-definition are replaced by $\sem{\forall x:T.P} = T \to \sem{P}$ and
-$\sem{\exists x:T.P} = T \times \sem{P}$.
-
-For each inductive type we will describe the formation rules and the
-corresponding induction principle schema.
-
-Symmetrically we have to extend System T with arbitrary inductive types and
-we will see how theyr recursors are defined in the following sections.
-
-The definition of $\R$ is modified substituting each occurrence of $\N$ with
-a generic inductive type $T$.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\subsection{Type definition}
-$$\ind\{c_1:C(X); \ldots ; c_n:C(X)\}$$
-$$C(X) ::= X \| T \to C(X) \| X \to C(X)$$
-In the second case we mean $T \neq X$.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\subsection{Induction principle}
-The induction principle for an inductive type $X$ and a predicate $Q$
-is a constant with the following type
-$$\Xind:\vec{\triUP\{C(X), c\}} \to \forall t:X.Q(t)$$
-$\triUP$ takes a constructor type $C(X)$ and a term $c$ (initially $c$ is a
-constructor of X, and $c:C(X)$) and is defined by recursion as follows:
-\begin{eqnarray}
-\triUP\{X, c\} & = & Q(c) \nonumber\\
-\triUP\{T \to C(X), c\} & = &
- \forall m:T.\triUP\{C(X),c~m\} \nonumber\\
-\triUP\{X \to C(X), c\} & = &
- \forall t:X.Q(t) \to \triUP\{C(X), c~t\} \nonumber
-\end{eqnarray}
-
-%%%%%%%%%%%%%%%%%%%%%
-\subsection{Recursor}
-\subsubsection{Type}
-The type of the recursor $\Rx$ on an inductive type $X$ is
-$$\Rx : \vec{\square\{C(X)\}} \to X \to \alpha$$
-$\square$ is defined by recursion on the constructor type $C(X)$.
-\begin{eqnarray}
-\square\{X\} & = & \alpha \nonumber \\
-\square\{T \to C(X)\} & = & T \to \square\{C(X)\}\nonumber \\
-\square\{X \to C(X)\} & = & X \to \alpha \to \square\{C(X)\}\nonumber
-\end{eqnarray}
-\subsubsection{Reduction rules}
-We say that
-$$\Rx~\vec{f}~(c_i~\vec{m}) \leadsto
-\triDOWN\{C(X)_i, f_i, \vec{m}\}$$
-$\triDOWN$ takes a constructor type $C(X)$, a term $f$
-(of type $\square\{C(X)\}$) and is defined by recursion as follows:
-\begin{eqnarray}
-\triDOWN\{X, f, \} & = & f\nonumber \\
-\triDOWN\{T \to C(X), f, m_1~\vec{m}\} & = &
- \triDOWN\{C(X), f~m_1, \vec{m}\}\nonumber \\
-\triDOWN\{X \to C(X), f, m_1~\vec{m}\} & = &
- \triDOWN\{C(X), f~m_1~(\Rx~\vec{f}~m_1),
- \vec{m}\}\nonumber
-\end{eqnarray}
-We assume $\Rx~\vec{f}~(c_i~\vec{m})$ is well typed, so in the first case we
-can omit $\vec{m}$ since it is an empty sequence.
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\subsection{Realizability of the induction principle}
-Once we have inductive types and their induction principle we want to show that
-the recursor $\Rx$ realizes $\Xind$, that is that $\Rx$ has type
-$\sem{\Xind}$ and is in relation $\R$ with $\Xind$.
-
-\begin{thm}$\Rx : \sem{\Xind}$\end{thm}
-\begin{proof}
-We have to compare the definition of $\square$ and $\triUP$
-since they play the same role in constructing respectively the types of
-$\Rx$ and
-$\Xind$. If we assume $\alpha = \sem{Q}$ and we apply the $\sem{\cdot}$
-function to each right side of the $\triUP$ definition we obtain
-exactly $\square$. The last two elements of the arrows $\Rx$ and
-$\Xind$ are again the same up to $\sem{\cdot}$.
-\end{proof}
-
-\begin{thm}$\Rx\R \Xind$\end{thm}
-\begin{proof}
-To prove that $\Rx\R \Xind$ we must assume that for each $i$ index
-of a constructor of $X$, $f_i \R \triUP\{C(X)_i, c_i\}$ and we
-have to prove that for each $t:X$
-$$\Rx~\vec{f}~t \R Q(t)$$
-\noindent
-We proceed by induction on the structure of $t$.
-\\
-The base case is when the
-type of the head constructor of $t$ has no recursive arguments (i.e. the type
-is generated using only the first two rules $C(X)$), so
-$(\Rx~\vec{f}~(c_i~\vec{m}))$ reduces in one step to $(f_i~\vec{m})$. $f_i$
-realizes $\triUP\{C(X)_i, c_i\}$ by assumption and since we are in the base
-case $\triUP\{C(X)_i, c_i\}$ is of the form $\vec{\forall t:T}.Q(c_i~\vec{t})$.
-Thus $f_i~\vec{m} \R Q(c_i~\vec{m})$.
-\\
-In the induction step we have as induction hypothesis that for each recursive
-argument $t_i$ of the head constructor $c_i$, $r_i\equiv
-\Rx~\vec{f}~t_i \R Q(t_i)$. By the third rule of $\triDOWN$ we obtain the reduct
-$f_i~\vec{m}~\vec{t~r}$ (here we write first all the non recursive arguments,
-then all the recursive one. In general they can be mixed and the proof is
-exactly the same but the notation is really heavier). We know by hypothesis
-that $f_i \R \triUP\{C(X)_i, c_i\} \equiv \vec{\forall m:T}.\vec{\forall
-t:X.Q(t)} \to Q(c_i~\vec{m}~\vec{t})$, thus $f_i~\vec{m}~\vec{t~r} \R
-Q(c_i~\vec{m}~\vec{t})$.
-\end{proof}
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\section{Improoving inductive types}
-It is possible to parametrize inductive types over other inductive types
-without much difficulties since the type $T$ in $C(X)$ is free. Both the
-recursor and the induction principle are schemas, parametric over $T$.
-
-Possiamo anche definire $X_{\vec{P}}\equiv Ind(P|X)={c_i : C(P|X)}$ e poi
-fare variare $T$ su $\vec{P}$, ma non ottengo niente di meglio.
-
-Credo anche che quantificare su eventuali variabili di tipo non cambi niente
-visto che non abbiamo funzioni.
-
-Se ammettiamo che i tipi dipendano da termini di tipo induttivo
-
-
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\begin{thebibliography}{}
-\bibitem{AL91}A.Asperti, G.Longo. Categories, Types and Structures.
-Foundations of Computing, Cambrdidge University press, 1991.
-\bibitem{Girard86}G.Y.Girard. The system F of variable types, fifteen
-years later. Theoretical Computer Science 45, 1986.
-\bibitem{Girard87}G.Y.Girard. Proof Theory and Logical Complexity.
-Bibliopolis, Napoli, 1987.
-\bibitem{GLT}G.Y.Girard, Y.Lafont, P.Tailor. Proofs and Types.
-Cambridge Tracts in Theoretical Computer Science 7.Cambridge University
-Press, 1989.
-\bibitem{Godel58}K.G\"odel. \"Uber eine bisher noch nicht ben\"utzte Erweiterung
-des finiten Standpunktes. Dialectica, 12, pp.34-38, 1958.
-\bibitem{Godel90}K.G\"odel. Collected Works. Vol.II, Oxford University Press,
-1990.
-\bibitem{HS86}J.R.Hindley, J. P. Seldin. Introduction to Combinators and
-Lambda-calculus, Cambridge University Press, 1986.
-\bibitem{Howard68}W.A.Howard. Functional interpretation of bar induction
-by bar recursion. Compositio Mathematica 20, pp.107-124. 1958
-\bibitem{Howard80}W.A.Howard. The formulae-as-types notion of constructions.
-in J.P.Seldin and j.R.Hindley editors, to H.B.Curry: Essays on Combinatory
-Logic, Lambda calculus and Formalism. Acedemic Press, 1980.
-\bibitem{Kleene45}S.C.Kleene. On the interpretation of intuitionistic
-number theory. Journal of Symbolic Logic, n.10, pp.109-124, 1945.
-\bibitem{Kreisel59} G.Kreisel. Interpretation of analysis by means of
-constructive functionals of finite type. In. A.Heyting ed.
-{\em Constructivity in mathematics}. North Holland, Amsterdam,1959.
- \bibitem{Kreisel62} G.Kreisel. On weak completeness of intuitionistic
-predicatelogic. Journal of Symbolic Logic 27, pp. 139-158. 1962.
-\bibitem{Letouzey04}P.Letouzey. Programmation fonctionnelle
-certifi\'ee; l'extraction
-de programmes dans l'assistant Coq. Ph.D. Thesis, Universit\'e de
-Paris XI-Orsay, 2004.
-\bibitem{Loef}P.Martin-L\"of. Intuitionistic Type Theory.
-Bibliopolis, Napoli, 1984.
-\bibitem{Paulin87}C.Paulin-Mohring. Extraction de programme dans le Calcul de
-Constructions. Ph.D. Thesis, Universit\'e de
-Paris 7, 1987.
-\bibitem{Paulin89}C.Paulin-Mohring. Extracting $F_{\omega}$ programs
-from proofs in the Calculus of Constructions. In proc. of the Sixteenth Annual
-ACM Symposium on
-Principles of Programming Languages, Austin, January, ACML Press 1989.
-\bibitem{Sch}K.Sch\"utte. Proof Theory. Grundlehren der mathematischen
-Wissenschaften 225, Springer Verlag, Berlin, 1977.
-\bibitem{Troelstra}A.S.Troelstra. Metamathemtical Investigation of
-Intuitionistic
-Arithmetic and Analysis. Lecture Notes in Mathematics 344, Springer Verlag,
-Berlin, 1973.
-\bibitem{TS}A.S.Troelstra, H.Schwichtenberg. Basic Proof Theory.
-Cambridge Tracts in Theoretical Computer Science 43.Cambridge University
-Press, 1996.
-\bibitem{Werner}B.Werner. Une Th\'eorie des Constructions Inductives.
-Ph.D.Thesis, Universit\'e de Paris 7, 1994.
-
-
-\end{thebibliography}
-
-\end{document}
-
+++ /dev/null
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- sed s/_NODTD/_LOCALDTD/ $< >$@
-
-parsing_validating_times_%_candidates.txt: validating_times.sh stats_candidates_localdtd.txt
- @echo "Collecting validating times in CICXML_NOBLANKS_LOCALDTD for $(@:parsing_validating_times_%_candidates.txt=%)..."
- @./$< CICXML_NOBLANKS_LOCALDTD validating_time_$(@:parsing_validating_times_%_candidates.txt=%).sh stats_candidates_localdtd.txt | $(SORT_NODES) >$@
-
-PARSING_VALIDATING_TIMES_TARGETS = libxml2_tree xerces_sax2 xerces_tree flea
-
-PARSING_VALIDATING_TIMES_TARGETS_TXT = \
- $(PARSING_VALIDATING_TIMES_TARGETS:%=parsing_validating_times_%_candidates.txt)
-
-validating_times_libxml2_tree_candidates.txt: parsing_validating_times_libxml2_tree_candidates.txt parsing_times_libxml2_tree_candidates.txt
- @$(SORT_NODES) parsing_times_libxml2_tree_candidates.txt | ./mkdiff $^ >$@
-
-validating_times_xerces_sax2_candidates.txt: parsing_validating_times_xerces_sax2_candidates.txt parsing_times_xerces_sax2_candidates.txt
- @$(SORT_NODES) parsing_times_xerces_sax2_candidates.txt | ./mkdiff $^ >$@
-
-validating_times_xerces_tree_candidates.txt: parsing_validating_times_xerces_tree_candidates.txt parsing_times_xerces_tree_candidates.txt
- @$(SORT_NODES) parsing_times_xerces_tree_candidates.txt | ./mkdiff $^ >$@
-
-validating_times_flea_candidates.txt: parsing_validating_times_flea_candidates.txt parsing_times_libxml2_sax2_candidates.txt
- @$(SORT_NODES) parsing_times_libxml2_sax2_candidates.txt | ./mkdiff $^ >$@
-
-VALIDATING_TIMES_TARGETS = libxml2_tree xerces_sax2 xerces_tree flea
-
-VALIDATING_TIMES_TARGETS_TXT = \
- $(VALIDATING_TIMES_TARGETS:%=validating_times_%_candidates.txt)
-
-parsing_validating_times_candidates.ps validating_times_candidates.ps: $(VALIDATING_TIMES_TARGETS_TXT) $(PARSING_VALIDATING_TIMES_TARGETS_TXT) validating_times.gpscript
- gnuplot validating_times.gpscript
-
-validating_times: parsing_validating_times_candidates.ps validating_times_candidates.ps
-
-clean:
- rm -f stats_candidates*.{xml,html,txt} \
- $(PARSING_TIMES_TARGETS_TXT) \
- $(PARSING_VALIDATING_TIMES_TARGETS_TXT) \
- $(VALIDATING_TIMES_TARGETS_TXT)
-
+++ /dev/null
-#!/bin/sh
-for i in `fgrep -v '#' CANDIDATI`; do
- DEST=`echo $i | tr ":/'" '_' `
- wget -O CICXML/$DEST "http://mowgli.cs.unibo.it:58081/getxml?uri="$i
- gzip CICXML/$DEST
-done
+++ /dev/null
-#!/bin/sh
-for i in `fgrep -v '#' CANDIDATI`; do
- DEST=`echo $i | tr ":/'" '_' `
- #wget -O CONTENT/$DEST "http://mowgli.cs.unibo.it:58080/apply?profile=default¶m.profile=default&prop.media-type=text/xml&prop.method=xml&prop.encoding=utf-8&keys=C1&xmluri=http://mowgli.cs.unibo.it:58081/getxml%3Furi%3D"$i
- wget -O CONTENTNB/$DEST "http://mowgli.cs.unibo.it:58080/apply?profile=default¶m.profile=default&prop.media-type=text/xml&prop.method=xml&prop.encoding=utf-8&keys=C1&xmluri=http://mowgli.cs.unibo.it/~lpadovan/CICXMLNB/"$DEST
- gzip CONTENTNB/$DEST
-done
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:html="http://www.w3.org/1999/xhtml"
- xmlns:xlink="http://www.w3.org/1999/xlink"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:box="http://helm.cs.unibo.it/2003/BoxML"
->
-
-<xsl:param name="uri" select="''"/>
-
-<xsl:output method="text"/>
-
-<xsl:template match="/">
- <xsl:choose>
- <xsl:when test="$uri=''">
- <xsl:apply-templates select="statistics/stats"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:apply-templates select="statistics/stats[@for=$uri]"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template match="stats">
- <xsl:value-of select="@for"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="size"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="number(elements/total) + number(text-nodes/total)"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="depth/max"/>
- <xsl:text>
-</xsl:text>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:param name="cluster" select="50000"/>
-<xsl:param name="upper_limit" select="1200000"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
-<groups>
- <xsl:call-template name="group-by-nodes"/>
-</groups>
-</xsl:template>
-
-<xsl:template name="group-by-nodes">
- <xsl:param name="base" select="0"/>
- <xsl:if test="$base <= $upper_limit">
- <xsl:variable name="count" select="count(//stats[number(elements/total) + number(text-nodes/total) >= $base
- and number(elements/total) + number(text-nodes/total) < $base + $cluster])"/>
- <group begin="{$base}" end="{$base + $cluster}">
- <xsl:value-of select="$count"/>
- </group>
- <xsl:call-template name="group-by-nodes">
- <xsl:with-param name="base" select="$base + $cluster"/>
- </xsl:call-template>
- </xsl:if>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:html="http://www.w3.org/1999/xhtml"
- xmlns:xlink="http://www.w3.org/1999/xlink"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:box="http://helm.cs.unibo.it/2003/BoxML"
->
-
-<xsl:param name="size_min" select="500"/>
-<xsl:param name="size_max" select="10000"/>
-<xsl:param name="perc" select="0.01"/>
-<xsl:param name="step" select="500"/>
-
-<xsl:template match="/">
- <html>
- <body>
- <xsl:call-template name="find-dep"/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template name="find-dep">
- <xsl:param name="size" select="$size_min"/>
- <xsl:variable name="range" select="$size * $perc"/>
- <xsl:if test="$size <= $size_max">
- <table border="1">
- <tr>
- <th>N</th>
- <th>Size (bytes)</th>
- <th>Elements</th>
- <th>Max depth</th>
- <!--
- <th>Text nodes</th>
- <th>Total nodes</th>
- <th>Leaf avg</th>
- <th>Max width</th>
- <th>Inner avg width</th>
- <th>Max attributes</th>
- <th>Total attributes</th>
- -->
- <th>Object</th>
- </tr>
- <xsl:apply-templates select="statistics/stats[number(elements/total) >= $size - $range
- and number(elements/total) <= $size + $range]">
- <xsl:sort order="ascending" data-type="number" select="number(depth/max)"/>
- </xsl:apply-templates>
- </table>
- <xsl:call-template name="find-dep">
- <xsl:with-param name="size" select="$size + $step"/>
- </xsl:call-template>
- </xsl:if>
-</xsl:template>
-
-<xsl:template match="stats">
- <tr>
- <td align="left">
- <xsl:value-of select="position()"/>
- </td>
- <td align="left">
- <xsl:value-of select="size"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="depth/max"/>
- </td>
- <!--
- <td align="left">
- <xsl:value-of select="number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total) + number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(depth/leaf-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="width/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(width/inner-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/total"/>
- </td>
- -->
- <th align="left">
- <xsl:value-of select="substring(@for,21)"/>
- </th>
- </tr>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:html="http://www.w3.org/1999/xhtml"
- xmlns:xlink="http://www.w3.org/1999/xlink"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:box="http://helm.cs.unibo.it/2003/BoxML"
->
-
-<xsl:param name="size_min" select="1"/>
-<xsl:param name="size_max" select="200"/>
-<xsl:param name="perc" select="0.03"/>
-<xsl:param name="step" select="10"/>
-
-<xsl:template match="/">
- <html>
- <body>
- <xsl:call-template name="find-dep"/>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template name="find-dep">
- <xsl:param name="size" select="$size_min"/>
- <xsl:variable name="range" select="$size * $perc"/>
- <xsl:if test="$size <= $size_max">
- <table border="1">
- <tr>
- <th>N</th>
- <th>Size (bytes)</th>
- <th>Elements</th>
- <th>Max depth</th>
- <!--
- <th>Text nodes</th>
- <th>Total nodes</th>
- <th>Leaf avg</th>
- <th>Max width</th>
- <th>Inner avg width</th>
- <th>Max attributes</th>
- <th>Total attributes</th>
- -->
- <th>Object</th>
- </tr>
- <xsl:apply-templates select="statistics/stats[number(depth/max) >= $size - $range
- and number(depth/max) <= $size + $range]">
- <xsl:sort order="ascending" data-type="number" select="number(elements/total)"/>
- </xsl:apply-templates>
- </table>
- <xsl:call-template name="find-dep">
- <xsl:with-param name="size" select="$size + $step"/>
- </xsl:call-template>
- </xsl:if>
-</xsl:template>
-
-<xsl:template match="stats">
- <tr>
- <td align="left">
- <xsl:value-of select="position()"/>
- </td>
- <td align="left">
- <xsl:value-of select="size"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="depth/max"/>
- </td>
- <!--
- <td align="left">
- <xsl:value-of select="number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total) + number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(depth/leaf-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="width/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(width/inner-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/total"/>
- </td>
- -->
- <th align="left">
- <xsl:value-of select="substring(@for,21)"/>
- </th>
- </tr>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-
-#include <iostream>
-#include <fstream>
-#include <cassert>
-
-main(int argc, char* argv[])
-{
- std::ifstream f(argv[1]);
-
- int size, nodes, depth, parsing_time;
- int size1, nodes1, depth1, validating_time;
-
- while (std::cin >> size) {
- std::cin >> nodes;
- std::cin >> depth;
- std::cin >> parsing_time;
-
- f >> size1;
- f >> nodes1;
- f >> depth1;
- f >> validating_time;
-
- assert(size == size1);
- assert(nodes == nodes1);
- assert(depth == depth1);
- std::cout << size << " " << nodes << " " << depth << " " << (validating_time - parsing_time) << std::endl;
- }
-}
-
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-
-<xsl:stylesheet version="1.0"
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:html="http://www.w3.org/1999/xhtml"
- xmlns:xlink="http://www.w3.org/1999/xlink"
- xmlns:m="http://www.w3.org/1998/Math/MathML"
- xmlns:box="http://helm.cs.unibo.it/2003/BoxML"
->
-
-<xsl:template match="/">
- <html>
- <body>
- <table border="1">
- <tr>
- <th>N</th>
- <th>Size (bytes)</th>
- <th>Elements</th>
- <th>Max depth</th>
- <!--
- <th>Text nodes</th>
- <th>Total nodes</th>
- <th>Leaf avg</th>
- <th>Max width</th>
- <th>Inner avg width</th>
- <th>Max attributes</th>
- <th>Total attributes</th>
- -->
- <th>Object</th>
- </tr>
- <xsl:apply-templates select="statistics/stats">
- <xsl:sort order="descending" data-type="number" select="number(elements/total)"/>
- </xsl:apply-templates>
- </table>
- </body>
- </html>
-</xsl:template>
-
-<xsl:template match="stats">
- <tr>
- <td align="left">
- <xsl:value-of select="position()"/>
- </td>
- <td align="left">
- <xsl:value-of select="size"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="depth/max"/>
- </td>
- <!--
- <td align="left">
- <xsl:value-of select="number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="number(elements/total) + number(text-nodes/total)"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(depth/leaf-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="width/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="round(width/inner-avg)"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/max"/>
- </td>
- <td align="left">
- <xsl:value-of select="attributes/total"/>
- </td>
- -->
- <th align="left">
- <xsl:value-of select="@for"/>
- </th>
- </tr>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-parse_expat
-parse_xmlreader
-parse_xmlsax
-parse_xmltree
+++ /dev/null
-/*
- * Copyright 1999-2002,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Id$
- */
-
-// ---------------------------------------------------------------------------
-// Includes
-// ---------------------------------------------------------------------------
-#include <xercesc/util/PlatformUtils.hpp>
-#include <xercesc/parsers/AbstractDOMParser.hpp>
-#include <xercesc/dom/DOMImplementation.hpp>
-#include <xercesc/dom/DOMImplementationLS.hpp>
-#include <xercesc/dom/DOMImplementationRegistry.hpp>
-#include <xercesc/dom/DOMBuilder.hpp>
-#include <xercesc/dom/DOMException.hpp>
-#include <xercesc/dom/DOMDocument.hpp>
-#include <xercesc/dom/DOMNodeList.hpp>
-#include <xercesc/dom/DOMError.hpp>
-#include <xercesc/dom/DOMLocator.hpp>
-#include <xercesc/dom/DOMNamedNodeMap.hpp>
-#include <xercesc/dom/DOMAttr.hpp>
-#include "DOMCount.hpp"
-#include <string.h>
-#include <stdlib.h>
-
-#if defined(XERCES_NEW_IOSTREAMS)
-#include <fstream>
-#else
-#include <fstream.h>
-#endif
-
-
-// ---------------------------------------------------------------------------
-// This is a simple program which invokes the DOMParser to build a DOM
-// tree for the specified input file. It then walks the tree and counts
-// the number of elements. The element count is then printed.
-// ---------------------------------------------------------------------------
-static void usage()
-{
- XERCES_STD_QUALIFIER cout << "\nUsage:\n"
- " DOMCount [options] <XML file | List file>\n\n"
- "This program invokes the DOMBuilder, builds the DOM tree,\n"
- "and then prints the number of elements found in each XML file.\n\n"
- "Options:\n"
- " -l Indicate the input file is a List File that has a list of xml files.\n"
- " Default to off (Input file is an XML file).\n"
- " -v=xxx Validation scheme [always | never | auto*].\n"
- " -n Enable namespace processing. Defaults to off.\n"
- " -s Enable schema processing. Defaults to off.\n"
- " -f Enable full schema constraint checking. Defaults to off.\n"
- " -locale=ll_CC specify the locale, default: en_US.\n"
- " -p Print out names of elements and attributes encountered.\n"
- " -? Show this help.\n\n"
- " * = Default if not provided explicitly.\n"
- << XERCES_STD_QUALIFIER endl;
-}
-
-
-
-// ---------------------------------------------------------------------------
-//
-// Recursively Count up the total number of child Elements under the specified Node.
-// Process attributes of the node, if any.
-//
-// ---------------------------------------------------------------------------
-static int countChildElements(DOMNode *n, bool printOutEncounteredEles)
-{
- DOMNode *child;
- int count = 0;
- if (n) {
- if (n->getNodeType() == DOMNode::ELEMENT_NODE)
- {
- if(printOutEncounteredEles) {
- char *name = XMLString::transcode(n->getNodeName());
- XERCES_STD_QUALIFIER cout <<"----------------------------------------------------------"<<XERCES_STD_QUALIFIER endl;
- XERCES_STD_QUALIFIER cout <<"Encountered Element : "<< name << XERCES_STD_QUALIFIER endl;
-
- XMLString::release(&name);
-
- if(n->hasAttributes()) {
- // get all the attributes of the node
- DOMNamedNodeMap *pAttributes = n->getAttributes();
- int nSize = pAttributes->getLength();
- XERCES_STD_QUALIFIER cout <<"\tAttributes" << XERCES_STD_QUALIFIER endl;
- XERCES_STD_QUALIFIER cout <<"\t----------" << XERCES_STD_QUALIFIER endl;
- for(int i=0;i<nSize;++i) {
- DOMAttr *pAttributeNode = (DOMAttr*) pAttributes->item(i);
- // get attribute name
- char *name = XMLString::transcode(pAttributeNode->getName());
-
- XERCES_STD_QUALIFIER cout << "\t" << name << "=";
- XMLString::release(&name);
-
- // get attribute type
- name = XMLString::transcode(pAttributeNode->getValue());
- XERCES_STD_QUALIFIER cout << name << XERCES_STD_QUALIFIER endl;
- XMLString::release(&name);
- }
- }
- }
- ++count;
- }
- for (child = n->getFirstChild(); child != 0; child=child->getNextSibling())
- count += countChildElements(child, printOutEncounteredEles);
- }
- return count;
-}
-
-// ---------------------------------------------------------------------------
-//
-// main
-//
-// ---------------------------------------------------------------------------
-int main(int argC, char* argV[])
-{
-
- // Check command line and extract arguments.
- if (argC < 2)
- {
- usage();
- return 1;
- }
-
- const char* xmlFile = 0;
- AbstractDOMParser::ValSchemes valScheme = AbstractDOMParser::Val_Auto;
- bool doNamespaces = false;
- bool doSchema = false;
- bool schemaFullChecking = false;
- bool doList = false;
- bool errorOccurred = false;
- bool recognizeNEL = false;
- bool printOutEncounteredEles = false;
- char localeStr[64];
- memset(localeStr, 0, sizeof localeStr);
-
- int argInd;
- for (argInd = 1; argInd < argC; argInd++)
- {
- // Break out on first parm not starting with a dash
- if (argV[argInd][0] != '-')
- break;
-
- // Watch for special case help request
- if (!strcmp(argV[argInd], "-?"))
- {
- usage();
- return 2;
- }
- else if (!strncmp(argV[argInd], "-v=", 3)
- || !strncmp(argV[argInd], "-V=", 3))
- {
- const char* const parm = &argV[argInd][3];
-
- if (!strcmp(parm, "never"))
- valScheme = AbstractDOMParser::Val_Never;
- else if (!strcmp(parm, "auto"))
- valScheme = AbstractDOMParser::Val_Auto;
- else if (!strcmp(parm, "always"))
- valScheme = AbstractDOMParser::Val_Always;
- else
- {
- XERCES_STD_QUALIFIER cerr << "Unknown -v= value: " << parm << XERCES_STD_QUALIFIER endl;
- return 2;
- }
- }
- else if (!strcmp(argV[argInd], "-n")
- || !strcmp(argV[argInd], "-N"))
- {
- doNamespaces = true;
- }
- else if (!strcmp(argV[argInd], "-s")
- || !strcmp(argV[argInd], "-S"))
- {
- doSchema = true;
- }
- else if (!strcmp(argV[argInd], "-f")
- || !strcmp(argV[argInd], "-F"))
- {
- schemaFullChecking = true;
- }
- else if (!strcmp(argV[argInd], "-l")
- || !strcmp(argV[argInd], "-L"))
- {
- doList = true;
- }
- else if (!strcmp(argV[argInd], "-special:nel"))
- {
- // turning this on will lead to non-standard compliance behaviour
- // it will recognize the unicode character 0x85 as new line character
- // instead of regular character as specified in XML 1.0
- // do not turn this on unless really necessary
-
- recognizeNEL = true;
- }
- else if (!strcmp(argV[argInd], "-p")
- || !strcmp(argV[argInd], "-P"))
- {
- printOutEncounteredEles = true;
- }
- else if (!strncmp(argV[argInd], "-locale=", 8))
- {
- // Get out the end of line
- strcpy(localeStr, &(argV[argInd][8]));
- }
- else
- {
- XERCES_STD_QUALIFIER cerr << "Unknown option '" << argV[argInd]
- << "', ignoring it\n" << XERCES_STD_QUALIFIER endl;
- }
- }
-
- //
- // There should be only one and only one parameter left, and that
- // should be the file name.
- //
- if (argInd != argC - 1)
- {
- usage();
- return 1;
- }
-
- // Initialize the XML4C system
- try
- {
- if (strlen(localeStr))
- {
- XMLPlatformUtils::Initialize(localeStr);
- }
- else
- {
- XMLPlatformUtils::Initialize();
- }
-
- if (recognizeNEL)
- {
- XMLPlatformUtils::recognizeNEL(recognizeNEL);
- }
- }
-
- catch (const XMLException& toCatch)
- {
- XERCES_STD_QUALIFIER cerr << "Error during initialization! :\n"
- << StrX(toCatch.getMessage()) << XERCES_STD_QUALIFIER endl;
- return 1;
- }
-
- // Instantiate the DOM parser.
- static const XMLCh gLS[] = { chLatin_L, chLatin_S, chNull };
- DOMImplementation *impl = DOMImplementationRegistry::getDOMImplementation(gLS);
- DOMBuilder *parser = ((DOMImplementationLS*)impl)->createDOMBuilder(DOMImplementationLS::MODE_SYNCHRONOUS, 0);
-
- parser->setFeature(XMLUni::fgDOMNamespaces, doNamespaces);
- parser->setFeature(XMLUni::fgXercesSchema, doSchema);
- parser->setFeature(XMLUni::fgXercesSchemaFullChecking, schemaFullChecking);
-
- if (valScheme == AbstractDOMParser::Val_Auto)
- {
- parser->setFeature(XMLUni::fgDOMValidateIfSchema, true);
- }
- else if (valScheme == AbstractDOMParser::Val_Never)
- {
- parser->setFeature(XMLUni::fgDOMValidation, false);
- }
- else if (valScheme == AbstractDOMParser::Val_Always)
- {
- parser->setFeature(XMLUni::fgDOMValidation, true);
- }
-
- // enable datatype normalization - default is off
- parser->setFeature(XMLUni::fgDOMDatatypeNormalization, true);
-
- // And create our error handler and install it
- DOMCountErrorHandler errorHandler;
- parser->setErrorHandler(&errorHandler);
-
- //
- // Get the starting time and kick off the parse of the indicated
- // file. Catch any exceptions that might propogate out of it.
- //
- unsigned long duration;
-
- bool more = true;
- XERCES_STD_QUALIFIER ifstream fin;
-
- // the input is a list file
- if (doList)
- fin.open(argV[argInd]);
-
- if (fin.fail()) {
- XERCES_STD_QUALIFIER cerr <<"Cannot open the list file: " << argV[argInd] << XERCES_STD_QUALIFIER endl;
- return 2;
- }
-
- while (more)
- {
- char fURI[1000];
- //initialize the array to zeros
- memset(fURI,0,sizeof(fURI));
-
- if (doList) {
- if (! fin.eof() ) {
- fin.getline (fURI, sizeof(fURI));
- if (!*fURI)
- continue;
- else {
- xmlFile = fURI;
- XERCES_STD_QUALIFIER cerr << "==Parsing== " << xmlFile << XERCES_STD_QUALIFIER endl;
- }
- }
- else
- break;
- }
- else {
- xmlFile = argV[argInd];
- more = false;
- }
-
- //reset error count first
- errorHandler.resetErrors();
-
- XERCES_CPP_NAMESPACE_QUALIFIER DOMDocument *doc = 0;
-
- try
- {
- // reset document pool
- parser->resetDocumentPool();
-
- const unsigned long startMillis = XMLPlatformUtils::getCurrentMillis();
- doc = parser->parseURI(xmlFile);
- const unsigned long endMillis = XMLPlatformUtils::getCurrentMillis();
- duration = endMillis - startMillis;
- }
-
- catch (const XMLException& toCatch)
- {
- XERCES_STD_QUALIFIER cerr << "\nError during parsing: '" << xmlFile << "'\n"
- << "Exception message is: \n"
- << StrX(toCatch.getMessage()) << "\n" << XERCES_STD_QUALIFIER endl;
- errorOccurred = true;
- continue;
- }
- catch (const DOMException& toCatch)
- {
- const unsigned int maxChars = 2047;
- XMLCh errText[maxChars + 1];
-
- XERCES_STD_QUALIFIER cerr << "\nDOM Error during parsing: '" << xmlFile << "'\n"
- << "DOMException code is: " << toCatch.code << XERCES_STD_QUALIFIER endl;
-
- if (DOMImplementation::loadDOMExceptionMsg(toCatch.code, errText, maxChars))
- XERCES_STD_QUALIFIER cerr << "Message is: " << StrX(errText) << XERCES_STD_QUALIFIER endl;
-
- errorOccurred = true;
- continue;
- }
- catch (...)
- {
- XERCES_STD_QUALIFIER cerr << "\nUnexpected exception during parsing: '" << xmlFile << "'\n";
- errorOccurred = true;
- continue;
- }
-
- //
- // Extract the DOM tree, get the list of all the elements and report the
- // length as the count of elements.
- //
- if (errorHandler.getSawErrors())
- {
- XERCES_STD_QUALIFIER cout << "\nErrors occurred, no output available\n" << XERCES_STD_QUALIFIER endl;
- errorOccurred = true;
- }
- else
- {
- unsigned int elementCount = 0;
- if (doc) {
- elementCount = countChildElements((DOMNode*)doc->getDocumentElement(), printOutEncounteredEles);
- // test getElementsByTagName and getLength
- XMLCh xa[] = {chAsterisk, chNull};
- if (elementCount != doc->getElementsByTagName(xa)->getLength()) {
- XERCES_STD_QUALIFIER cout << "\nErrors occurred, element count is wrong\n" << XERCES_STD_QUALIFIER endl;
- errorOccurred = true;
- }
- }
- // Print out the stats that we collected and time taken.
- XERCES_STD_QUALIFIER cout << duration << XERCES_STD_QUALIFIER endl;
- }
- }
-
- //
- // Delete the parser itself. Must be done prior to calling Terminate, below.
- //
- parser->release();
-
- // And call the termination method
- XMLPlatformUtils::Terminate();
-
- if (doList)
- fin.close();
-
- if (errorOccurred)
- return 4;
- else
- return 0;
-}
-
-
-
-
-
-DOMCountErrorHandler::DOMCountErrorHandler() :
-
- fSawErrors(false)
-{
-}
-
-DOMCountErrorHandler::~DOMCountErrorHandler()
-{
-}
-
-
-// ---------------------------------------------------------------------------
-// DOMCountHandlers: Overrides of the DOM ErrorHandler interface
-// ---------------------------------------------------------------------------
-bool DOMCountErrorHandler::handleError(const DOMError& domError)
-{
- fSawErrors = true;
- if (domError.getSeverity() == DOMError::DOM_SEVERITY_WARNING)
- XERCES_STD_QUALIFIER cerr << "\nWarning at file ";
- else if (domError.getSeverity() == DOMError::DOM_SEVERITY_ERROR)
- XERCES_STD_QUALIFIER cerr << "\nError at file ";
- else
- XERCES_STD_QUALIFIER cerr << "\nFatal Error at file ";
-
- XERCES_STD_QUALIFIER cerr << StrX(domError.getLocation()->getURI())
- << ", line " << domError.getLocation()->getLineNumber()
- << ", char " << domError.getLocation()->getColumnNumber()
- << "\n Message: " << StrX(domError.getMessage()) << XERCES_STD_QUALIFIER endl;
-
- return true;
-}
-
-void DOMCountErrorHandler::resetErrors()
-{
- fSawErrors = false;
-}
+++ /dev/null
-/*
- * Copyright 1999-2000,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Log$
- * Revision 1.1 2004/11/23 13:38:52 lpadovan
- * * basic infrastructure for collecting statistics
- *
- * Revision 1.11 2004/09/08 13:55:31 peiyongz
- * Apache License Version 2.0
- *
- * Revision 1.10 2003/05/30 09:36:35 gareth
- * Use new macros for iostream.h and std:: issues.
- *
- * Revision 1.9 2003/02/05 18:53:22 tng
- * [Bug 11915] Utility for freeing memory.
- *
- * Revision 1.8 2002/11/05 21:46:19 tng
- * Explicit code using namespace in application.
- *
- * Revision 1.7 2002/06/18 16:19:40 knoaman
- * Replace XercesDOMParser with DOMBuilder for parsing XML documents.
- *
- * Revision 1.6 2002/02/01 22:35:01 peiyongz
- * sane_include
- *
- * Revision 1.5 2000/10/20 22:00:35 andyh
- * DOMCount sample Minor cleanup - rename error handler class to say that it is an error handler.
- *
- * Revision 1.4 2000/03/02 19:53:39 roddey
- * This checkin includes many changes done while waiting for the
- * 1.1.0 code to be finished. I can't list them all here, but a list is
- * available elsewhere.
- *
- * Revision 1.3 2000/02/11 02:43:55 abagchi
- * Removed StrX::transcode
- *
- * Revision 1.2 2000/02/06 07:47:17 rahulj
- * Year 2K copyright swat.
- *
- * Revision 1.1.1.1 1999/11/09 01:09:52 twl
- * Initial checkin
- *
- * Revision 1.5 1999/11/08 20:43:35 rahul
- * Swat for adding in Product name and CVS comment log variable.
- *
- */
-
-// ---------------------------------------------------------------------------
-// Includes
-// ---------------------------------------------------------------------------
-#include <xercesc/dom/DOMErrorHandler.hpp>
-#include <xercesc/util/XMLString.hpp>
-#if defined(XERCES_NEW_IOSTREAMS)
-#include <iostream>
-#else
-#include <iostream.h>
-#endif
-
-XERCES_CPP_NAMESPACE_USE
-
-// ---------------------------------------------------------------------------
-// Simple error handler deriviative to install on parser
-// ---------------------------------------------------------------------------
-class DOMCountErrorHandler : public DOMErrorHandler
-{
-public:
- // -----------------------------------------------------------------------
- // Constructors and Destructor
- // -----------------------------------------------------------------------
- DOMCountErrorHandler();
- ~DOMCountErrorHandler();
-
-
- // -----------------------------------------------------------------------
- // Getter methods
- // -----------------------------------------------------------------------
- bool getSawErrors() const;
-
-
- // -----------------------------------------------------------------------
- // Implementation of the DOM ErrorHandler interface
- // -----------------------------------------------------------------------
- bool handleError(const DOMError& domError);
- void resetErrors();
-
-
-private :
- // -----------------------------------------------------------------------
- // Unimplemented constructors and operators
- // -----------------------------------------------------------------------
- DOMCountErrorHandler(const DOMCountErrorHandler&);
- void operator=(const DOMCountErrorHandler&);
-
-
- // -----------------------------------------------------------------------
- // Private data members
- //
- // fSawErrors
- // This is set if we get any errors, and is queryable via a getter
- // method. Its used by the main code to suppress output if there are
- // errors.
- // -----------------------------------------------------------------------
- bool fSawErrors;
-};
-
-
-// ---------------------------------------------------------------------------
-// This is a simple class that lets us do easy (though not terribly efficient)
-// trancoding of XMLCh data to local code page for display.
-// ---------------------------------------------------------------------------
-class StrX
-{
-public :
- // -----------------------------------------------------------------------
- // Constructors and Destructor
- // -----------------------------------------------------------------------
- StrX(const XMLCh* const toTranscode)
- {
- // Call the private transcoding method
- fLocalForm = XMLString::transcode(toTranscode);
- }
-
- ~StrX()
- {
- XMLString::release(&fLocalForm);
- }
-
-
- // -----------------------------------------------------------------------
- // Getter methods
- // -----------------------------------------------------------------------
- const char* localForm() const
- {
- return fLocalForm;
- }
-
-private :
- // -----------------------------------------------------------------------
- // Private data members
- //
- // fLocalForm
- // This is the local code page form of the string.
- // -----------------------------------------------------------------------
- char* fLocalForm;
-};
-
-inline XERCES_STD_QUALIFIER ostream& operator<<(XERCES_STD_QUALIFIER ostream& target, const StrX& toDump)
-{
- target << toDump.localForm();
- return target;
-}
-
-inline bool DOMCountErrorHandler::getSawErrors() const
-{
- return fSawErrors;
-}
+++ /dev/null
-# Generated automatically from Makefile.in by configure.
-#
-# Copyright 1999-2000,2004 The Apache Software Foundation.
-#
-# Licensed under the Apache License, Version 2.0 (the "License");
-# you may not use this file except in compliance with the License.
-# You may obtain a copy of the License at
-#
-# http://www.apache.org/licenses/LICENSE-2.0
-#
-# Unless required by applicable law or agreed to in writing, software
-# distributed under the License is distributed on an "AS IS" BASIS,
-# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
-# See the License for the specific language governing permissions and
-# limitations under the License.
-#
-#
-#
-# $Id$
-#
-
-###################################################################
-# IMPORTANT NOTE #
-###################################################################
-# If you are going to do the OS390BATCH build, make sure you have #
-# the OS390BATCH environment variable set. #
-# #
-# export OS390BATCH=1 #
-# #
-###################################################################
-
-PLATFORM = LINUX
-COMPILER = c++
-CXXVER =
-GCC = yes
-GXX = yes
-CXXFLAGS = -g -O2
-CFLAGS = -g -O2
-LDFLAGS =
-THREADS =
-EXTRA_LIBS =
-PREFIX = /usr/local
-
-include Makefile.incl
-
-APP_NAME=DOMCount
-
-OUTDIR= .
-EXEC= .
-OBJS= ./DOMCount.o
-SRC= .
-
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-BATCH_TARGET= "//'${LOADMOD}(${APP_NAME})'"
-all:: makedir ${BATCH_TARGET}
-else
-all:: makedir ${EXEC}/${APP_NAME}
-endif
-
-makedir::
- -mkdir -p $(OUTDIR)
-
-${EXEC}/${APP_NAME}:: ${OBJS}
- ${LINK} ${PLATFORM_LIB_LINK_OPTIONS} ${OBJS} -o $@ ${LIBRARY_SEARCH_PATHS} ${LIBRARY_NAMES} ${EXTRA_LINK_OPTIONS}
-${BATCH_TARGET}:: ${OBJS}
- ${LINK} ${PLATFORM_LIB_LINK_OPTIONS} ${OBJS} -o $@ ${LIBRARY_SEARCH_PATHS} ${LIBRARY_NAMES} ${EXTRA_LINK_OPTIONS}
-
-$(OUTDIR)/DOMCount.o:: ${SRC}/DOMCount.cpp
- ${CC} ${INCLUDES} ${CMP} -o $(OUTDIR)/DOMCount.o ${SRC}/DOMCount.cpp
-
-clean::
- rm -f ${OBJS} ${EXEC}/${APP_NAME}
-
-distclean:: clean
- rm -f Makefile
+++ /dev/null
-#
-# Copyright 1999-2004 The Apache Software Foundation.
-#
-# Licensed under the Apache License, Version 2.0 (the "License");
-# you may not use this file except in compliance with the License.
-# You may obtain a copy of the License at
-#
-# http://www.apache.org/licenses/LICENSE-2.0
-#
-# Unless required by applicable law or agreed to in writing, software
-# distributed under the License is distributed on an "AS IS" BASIS,
-# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
-# See the License for the specific language governing permissions and
-# limitations under the License.
-#
-#
-#
-# $Id$
-#
-
-################## LIBRARY NAMES AND DIRECTORIES ##################
-
-ifeq (${SYSOVR},OS400)
-PLATFORM = OS400
-endif
-INCLUDES= -I. -I${XERCESCROOT}/include
-LIB_DIR=${XERCESCROOT}/lib
-ifneq (${PLATFORM},OS400)
-LIBNAME=xerces-c
-else
-LIBNAME=xercesc
-endif
-THISLIB=${LIB_DIR}/${LIBNAME}
-
-LIBRARY_NAMES=-l${LIBNAME}
-LIBRARY_SEARCH_PATHS=-L${LIB_DIR}
-
-ifndef XERCESCOUT
-XERCESCOUT=${XERCESCROOT}
-endif
-
-TO = o
-####################### PLATFORM DEPENDENCIES #####################
-
-#=============== IRIX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, IRIX)
- ifeq (${GXX}, yes)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
- LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
- else
- CMP= -c ${CXXFLAGS}
- CC= CC -c -D${PLATFORM} -LANG:pch -LANG:std -O2 -D_REENTRANT -I/usr/local/include
- LINK = CC -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== SOLARIS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, SOLARIS)
- ifeq (${GXX}, yes)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
- LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
- else
- CMP= -c ${CXXFLAGS}
- CC= CC -c -D${PLATFORM} -D_REENTRANT -pic
- LINK = CC -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib
- EXTRA_LINK_OPTIONS=-lc -lgen ${EXTRA_LIBS}
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== OPENSERVER SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, OPENSERVER)
- CC=${COMPILER} -D${PLATFORM} -fPIC
- CMP=-c ${CXXFLAGS}
- LINK=${CC} ${LDFLAGS}
- EXTRA_LINK_OPTIONS=-lc -lsocket ${EXTRA_LIBS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.so
-endif
-
-#=============== UNIXWARE SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, UNIXWARE)
- CMP= -O2 -c ${CXXFLAGS} -pthread
- CC= ${COMPILER} -O2 -c -D${PLATFORM} -D_REENTRANT -fpic -pthread
- LINK = ${COMPILER} -D${PLATFORM} -fpic -pthread ${LDFLAGS}
- EXTRA_LINK_OPTIONS=-lc -lsocket ${EXTRA_LIBS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.so
-endif
-
-#================= PTX SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, PTX)
-COMPILESWITCH= -KPIC -Kthread -DPTX -w -O
-CMP = -c ${COMPILESWITCH}
-CC= c++
-LINK = ${CC} -DPTX -Kthread ${LDFLAGS}
-PLATFORM_CPP_COMPILER = c++
-PLATFORM_C_COMPILER = cc
-PLATFORM_LIBRARIES =
-PLATFORM_COMPILE_OPTIONS = -KPIC -Kthread -DPTX
-MAKE_SHARED = ${PLATFORM_CPP_COMPILER} -DPTX -G
-MAKE_SHARED_C = ${PLATFORM_C_COMPILER} -DPTX -G
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib -L${XMLINSTALL}/lib
-EXTRA_LINK_OPTIONS=-lm -lgen ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#================= AIX SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, AIX)
-
-ifeq (${CXXVER}, v5compat)
- CMP= -c ${CXXFLAGS} -qnotempinc -qnamemangling=v5
-else
- CMP= -c ${CXXFLAGS} -qnotempinc -qnamemangling=ansi
-endif
-
-CC=${COMPILER} -D${PLATFORM}
-LINK = ${COMPILER} ${LDFLAGS}
-ifeq (${BITSTOBUILD}, 64)
- EXTRA_LINK_OPTIONS=-bmaxdata:0x80000000000
-else
- EXTRA_LINK_OPTIONS=-bmaxdata:0x80000000
-endif
-# the compiler knows about this two
-# PLATFORM_LIB_LINK_OPTIONS=-L/usr/lpp/xlC/lib
-# EXTRA_LINK_OPTIONS=-lC ${EXTRA_LIBS}
-# EXTRA_LINK_OPTIONS=-bnolibpath
-SHLIBSUFFIX=.a
-endif
-
-#=============== OS400 SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, OS400)
-ifeq (${SYSOVR},OS400)
-MYCC = cross compiler path here
-TO = qwobj
-else
-MYCC = icc
-LINK = ${CC} -v ${LDFLAGS}
-endif
-CMP= -c -DOS400 ${CXXFLAGS}
-CXX = $(MYCC)
-CC = $(MYCC)
-#INCLUDES += -I${ICUROOT}/include
-SHLIBSUFFIX=.a
-EXTRA_LINK_OPTIONS=-q OPTION='*DUPPROC *DUPVAR' ${EXTRA_LIBS}
-endif
-
-#=============== BEOS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, BEOS)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D${PLATFORM} -DAPP_NO_THREADS -fpic
-LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/boot/develop/lib/x86 -L/boot/home/config/lib
-EXTRA_LINK_OPTIONS=-lbe ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#=============== LINUX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, LINUX)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
-LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib
-EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#=============== QNX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, QNX)
-CMP= -c ${CXXFLAGS}
-CC= QCC -c
-LINK = QCC ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-
-#=============== CYGWIN SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, CYGWIN)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D__${PLATFORM}__
-LINK = ${COMPILER} -D__${PLATFORM}__ ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-endif
-
-#=============== MINGW SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, MINGW)
-CMP= -c ${CXXFLAGS} -fexceptions
-CC= ${COMPILER} -c -D__${PLATFORM}__
-LINK = ${COMPILER} -D__${PLATFORM}__ ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-endif
-
-#=============== FREEBSD SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, FREEBSD)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -fPIC
- LINK = ${COMPILER} -D${PLATFORM} -fPIC ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-Wl,-rpath,${XERCESCROOT}/lib
- ifdef ICUROOT
- PLATFORM_LIB_LINK_OPTIONS+=-L${ICUROOT} -Wl,-rpath,${ICUROOT}
- EXTRA_LINK_OPTIONS=-licudata -lstdc++ ${EXTRA_LIBS}
- else
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS} -lstdc++
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== NETBSD SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, NETBSD)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -fPIC
- LINK = ${COMPILER} -D${PLATFORM} -fPIC ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-Wl,-rpath,${XERCESCROOT}/lib
- ifdef ICUROOT
- PLATFORM_LIB_LINK_OPTIONS+=-L${ICUROOT} -Wl,-rpath,${ICUROOT}
- EXTRA_LINK_OPTIONS=-licudata -lstdc++ ${EXTRA_LIBS}
- else
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS} -lstdc++
- endif
- SHLIBSUFFIX=.so
-endif
-
-#================= HP SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, HPUX)
- ifeq (${COMPILER}, aCC)
- ifeq (${CXXVER}, aCC05)
- CMP = -c +DAportable $(CXXFLAGS) -D_HP_UX -DHPaCC -w +z -mt
- else
- CMP = -c +DAportable $(CXXFLAGS) -D_HP_UX -DHPaCC -w +z
- endif
-
- CC = aCC
- LINK = ${CC} -Wl,+s -Wl,+b,. ${LDFLAGS}
-
- ifeq (${CXXVER}, aCC05)
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/aCC/lib -L/usr/ccs/lib -mt
- else
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/aCC/lib -L/usr/ccs/lib -lpthread
- endif
-
- SHLIBSUFFIX=.sl
- else
- ifneq (${DEBUG}, 1)
- CXXFLAGS = -w +O1
- endif
- APPL_NAME = $(notdir $(shell pwd))
- TEMPLATESDIR = $(XERCESCROOT)/bin/obj/$(APPL_NAME)/ptrepository
- COMMON_CMP = $(CXXFLAGS) -D_HP_UX -DHPCC +DAportable -w +eh +z -z \
- -ptr$(TEMPLATESDIR)
- CMP = -c $(COMMON_CMP)
- CC = CC
- LINK = ${CC} $(COMMON_CMP) -Wl,+s -Wl,+b,. ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/CC/lib -L/usr/lib
- SHLIBSUFFIX=.sl
- endif
-endif
-
-#================= OS390 SPECIFIC OPTIONS ===========================
-###################################################################
-# IMPORTANT NOTE #
-###################################################################
-# Before you try to run the Makefile, make sure you have two #
-# environment variables set. #
-# #
-# export XERCESCROOT=<the directory where you installed XERCES-C> #
-# #
-# If you are going to do the OS390BATCH build, make sure you have #
-# the OS390BATCH environment variable set. #
-# #
-# export OS390BATCH=1 #
-# #
-# Also, #
-# #
-# export LOADMOD=USERID.LOAD #
-# export LOADEXP=SYS1.SIXMEXP or &hlq.SIXMEXP #
-# #
-# to specify your LOADMOD and the IXM4C55X definition sidedeck #
-# dataset. #
-###################################################################
-
-ifeq (${PLATFORM}, OS390)
-CMP= -c -DOS390 ${CXXFLAGS}
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-CC = _CXX_CXXSUFFIX="cpp" c++ -W0,"langlvl(extended)" -Wc,"TMPLPARSE(NO)" -DOS390 -D_OPEN_THREADS -D_XOPEN_SOURCE_EXTENDED -DOS390BATCH
-else
-CC = _CXX_CXXSUFFIX="cpp" c++ -W0,"langlvl(extended)" -Wc,"TMPLPARSE(NO)" -DOS390 -D_OPEN_THREADS -D_XOPEN_SOURCE_EXTENDED
-endif
-LINK = ${CC} ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-OS390SIDEDECK=.x
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-LIBRARY_NAMES="//'${LOADEXP}(IXM4C55X)'"
-else
-LIBRARY_NAMES=${LIB_DIR}/lib${LIBNAME}${VER}${OS390SIDEDECK}
-endif
-LIBRARY_SEARCH_PATHS=
-endif
-
-
-#=============== TRU64 SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, TRU64)
-CMP= -c ${CXXFLAGS}
-CC = ${COMPILER} -c -D${PLATFORM}
-LINK = ${COMPILER} -D${PLATFORM} ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-SHLIBSUFFIX=.so
-endif
-
-
-#=============== MacOS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, MACOSX)
- CMP= -c ${CXXFLAGS}
- CC= c++ -c -D${PLATFORM} -D_REENTRANT
- LINK = c++ -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.dylib
-endif
+++ /dev/null
-CC = gcc
-LIBXML_FLAGS = `pkg-config --cflags --libs libxml-2.0`
-EXPAT_FLAGS = -lexpat
-BIN = parse_expat parse_xmlreader parse_xmlsax parse_xmltree
-all: $(BIN)
- $(MAKE) -C SAX2Print/
-clean:
- rm -f $(BIN)
- $(MAKE) -C SAX2Print/ clean
-
-parse_expat: parse_expat.c
- $(CC) $(EXPAT_FLAGS) -o $@ $<
-parse_xmlreader: parse_xmlreader.c
- $(CC) $(LIBXML_FLAGS) -o $@ $<
-parse_xmlsax: parse_xmlsax.c
- $(CC) $(LIBXML_FLAGS) -o $@ $<
-parse_xmltree: parse_xmltree.c
- $(CC) $(LIBXML_FLAGS) -o $@ $<
-
+++ /dev/null
-# Generated automatically from Makefile.in by configure.
-#
-# Copyright 1999-2000,2004 The Apache Software Foundation.
-#
-# Licensed under the Apache License, Version 2.0 (the "License");
-# you may not use this file except in compliance with the License.
-# You may obtain a copy of the License at
-#
-# http://www.apache.org/licenses/LICENSE-2.0
-#
-# Unless required by applicable law or agreed to in writing, software
-# distributed under the License is distributed on an "AS IS" BASIS,
-# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
-# See the License for the specific language governing permissions and
-# limitations under the License.
-#
-#
-#
-# $Id$
-#
-
-###################################################################
-# IMPORTANT NOTE #
-###################################################################
-# If you are going to do the OS390BATCH build, make sure you have #
-# the OS390BATCH environment variable set. #
-# #
-# export OS390BATCH=1 #
-# #
-###################################################################
-
-PLATFORM = LINUX
-COMPILER = c++
-CXXVER =
-GCC = yes
-GXX = yes
-CXXFLAGS = -g -O2
-CFLAGS = -g -O2
-LDFLAGS =
-THREADS =
-EXTRA_LIBS =
-PREFIX = /usr/local
-
-include Makefile.incl
-
-APP_NAME=SAX2Print
-
-OUTDIR= .
-EXEC= .
-OBJS= ${OUTDIR}/SAX2Print.o ${OUTDIR}/SAX2PrintHandlers.o
-SRC= .
-HEADER_FILES=${SRC}/SAX2Print.hpp ${SRC}/SAX2PrintHandlers.hpp
-
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-BATCH_TARGET= "//'${LOADMOD}(SAX2PRNT)'"
-all:: makedir ${BATCH_TARGET}
-else
-all:: makedir ${EXEC}/${APP_NAME}
-endif
-
-makedir::
- -mkdir -p $(OUTDIR)
-
-${EXEC}/${APP_NAME}:: ${OBJS}
- ${LINK} ${PLATFORM_LIB_LINK_OPTIONS} ${OBJS} -o $@ ${LIBRARY_SEARCH_PATHS} ${LIBRARY_NAMES} ${EXTRA_LINK_OPTIONS}
-${BATCH_TARGET}:: ${OBJS}
- ${LINK} ${PLATFORM_LIB_LINK_OPTIONS} ${OBJS} -o $@ ${LIBRARY_SEARCH_PATHS} ${LIBRARY_NAMES} ${EXTRA_LINK_OPTIONS}
-
-$(OUTDIR)/SAX2Print.o:: ${SRC}/SAX2Print.cpp ${HEADER_FILES}
- ${CC} ${INCLUDES} ${CMP} -o $(OUTDIR)/SAX2Print.o ${SRC}/SAX2Print.cpp
-
-$(OUTDIR)/SAX2PrintHandlers.o:: ${SRC}/SAX2PrintHandlers.cpp ${HEADER_FILES}
- ${CC} ${INCLUDES} ${CMP} -o $(OUTDIR)/SAX2PrintHandlers.o ${SRC}/SAX2PrintHandlers.cpp
-
-clean::
- rm -f ${OBJS} ${EXEC}/${APP_NAME}
-
-distclean:: clean
- rm -f Makefile
+++ /dev/null
-#
-# Copyright 1999-2004 The Apache Software Foundation.
-#
-# Licensed under the Apache License, Version 2.0 (the "License");
-# you may not use this file except in compliance with the License.
-# You may obtain a copy of the License at
-#
-# http://www.apache.org/licenses/LICENSE-2.0
-#
-# Unless required by applicable law or agreed to in writing, software
-# distributed under the License is distributed on an "AS IS" BASIS,
-# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
-# See the License for the specific language governing permissions and
-# limitations under the License.
-#
-#
-#
-# $Id$
-#
-
-################## LIBRARY NAMES AND DIRECTORIES ##################
-
-ifeq (${SYSOVR},OS400)
-PLATFORM = OS400
-endif
-INCLUDES= -I. -I${XERCESCROOT}/include
-LIB_DIR=${XERCESCROOT}/lib
-ifneq (${PLATFORM},OS400)
-LIBNAME=xerces-c
-else
-LIBNAME=xercesc
-endif
-THISLIB=${LIB_DIR}/${LIBNAME}
-
-LIBRARY_NAMES=-l${LIBNAME}
-LIBRARY_SEARCH_PATHS=-L${LIB_DIR}
-
-ifndef XERCESCOUT
-XERCESCOUT=${XERCESCROOT}
-endif
-
-TO = o
-####################### PLATFORM DEPENDENCIES #####################
-
-#=============== IRIX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, IRIX)
- ifeq (${GXX}, yes)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
- LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
- else
- CMP= -c ${CXXFLAGS}
- CC= CC -c -D${PLATFORM} -LANG:pch -LANG:std -O2 -D_REENTRANT -I/usr/local/include
- LINK = CC -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== SOLARIS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, SOLARIS)
- ifeq (${GXX}, yes)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
- LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
- else
- CMP= -c ${CXXFLAGS}
- CC= CC -c -D${PLATFORM} -D_REENTRANT -pic
- LINK = CC -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib
- EXTRA_LINK_OPTIONS=-lc -lgen ${EXTRA_LIBS}
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== OPENSERVER SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, OPENSERVER)
- CC=${COMPILER} -D${PLATFORM} -fPIC
- CMP=-c ${CXXFLAGS}
- LINK=${CC} ${LDFLAGS}
- EXTRA_LINK_OPTIONS=-lc -lsocket ${EXTRA_LIBS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.so
-endif
-
-#=============== UNIXWARE SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, UNIXWARE)
- CMP= -O2 -c ${CXXFLAGS} -pthread
- CC= ${COMPILER} -O2 -c -D${PLATFORM} -D_REENTRANT -fpic -pthread
- LINK = ${COMPILER} -D${PLATFORM} -fpic -pthread ${LDFLAGS}
- EXTRA_LINK_OPTIONS=-lc -lsocket ${EXTRA_LIBS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.so
-endif
-
-#================= PTX SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, PTX)
-COMPILESWITCH= -KPIC -Kthread -DPTX -w -O
-CMP = -c ${COMPILESWITCH}
-CC= c++
-LINK = ${CC} -DPTX -Kthread ${LDFLAGS}
-PLATFORM_CPP_COMPILER = c++
-PLATFORM_C_COMPILER = cc
-PLATFORM_LIBRARIES =
-PLATFORM_COMPILE_OPTIONS = -KPIC -Kthread -DPTX
-MAKE_SHARED = ${PLATFORM_CPP_COMPILER} -DPTX -G
-MAKE_SHARED_C = ${PLATFORM_C_COMPILER} -DPTX -G
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib -L${XMLINSTALL}/lib
-EXTRA_LINK_OPTIONS=-lm -lgen ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#================= AIX SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, AIX)
-
-ifeq (${CXXVER}, v5compat)
- CMP= -c ${CXXFLAGS} -qnotempinc -qnamemangling=v5
-else
- CMP= -c ${CXXFLAGS} -qnotempinc -qnamemangling=ansi
-endif
-
-CC=${COMPILER} -D${PLATFORM}
-LINK = ${COMPILER} ${LDFLAGS}
-ifeq (${BITSTOBUILD}, 64)
- EXTRA_LINK_OPTIONS=-bmaxdata:0x80000000000
-else
- EXTRA_LINK_OPTIONS=-bmaxdata:0x80000000
-endif
-# the compiler knows about this two
-# PLATFORM_LIB_LINK_OPTIONS=-L/usr/lpp/xlC/lib
-# EXTRA_LINK_OPTIONS=-lC ${EXTRA_LIBS}
-# EXTRA_LINK_OPTIONS=-bnolibpath
-SHLIBSUFFIX=.a
-endif
-
-#=============== OS400 SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, OS400)
-ifeq (${SYSOVR},OS400)
-MYCC = cross compiler path here
-TO = qwobj
-else
-MYCC = icc
-LINK = ${CC} -v ${LDFLAGS}
-endif
-CMP= -c -DOS400 ${CXXFLAGS}
-CXX = $(MYCC)
-CC = $(MYCC)
-#INCLUDES += -I${ICUROOT}/include
-SHLIBSUFFIX=.a
-EXTRA_LINK_OPTIONS=-q OPTION='*DUPPROC *DUPVAR' ${EXTRA_LIBS}
-endif
-
-#=============== BEOS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, BEOS)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D${PLATFORM} -DAPP_NO_THREADS -fpic
-LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/boot/develop/lib/x86 -L/boot/home/config/lib
-EXTRA_LINK_OPTIONS=-lbe ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#=============== LINUX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, LINUX)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D${PLATFORM} -D_REENTRANT -fpic
-LINK = ${COMPILER} -D${PLATFORM} -fpic ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib
-EXTRA_LINK_OPTIONS=-lc ${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-#=============== QNX SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, QNX)
-CMP= -c ${CXXFLAGS}
-CC= QCC -c
-LINK = QCC ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.so
-endif
-
-
-#=============== CYGWIN SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, CYGWIN)
-CMP= -c ${CXXFLAGS}
-CC= ${COMPILER} -c -D__${PLATFORM}__
-LINK = ${COMPILER} -D__${PLATFORM}__ ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-endif
-
-#=============== MINGW SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, MINGW)
-CMP= -c ${CXXFLAGS} -fexceptions
-CC= ${COMPILER} -c -D__${PLATFORM}__
-LINK = ${COMPILER} -D__${PLATFORM}__ ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-endif
-
-#=============== FREEBSD SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, FREEBSD)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -fPIC
- LINK = ${COMPILER} -D${PLATFORM} -fPIC ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-Wl,-rpath,${XERCESCROOT}/lib
- ifdef ICUROOT
- PLATFORM_LIB_LINK_OPTIONS+=-L${ICUROOT} -Wl,-rpath,${ICUROOT}
- EXTRA_LINK_OPTIONS=-licudata -lstdc++ ${EXTRA_LIBS}
- else
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS} -lstdc++
- endif
- SHLIBSUFFIX=.so
-endif
-
-#=============== NETBSD SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, NETBSD)
- CMP= -c ${CXXFLAGS}
- CC= ${COMPILER} -c -D${PLATFORM} -fPIC
- LINK = ${COMPILER} -D${PLATFORM} -fPIC ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-Wl,-rpath,${XERCESCROOT}/lib
- ifdef ICUROOT
- PLATFORM_LIB_LINK_OPTIONS+=-L${ICUROOT} -Wl,-rpath,${ICUROOT}
- EXTRA_LINK_OPTIONS=-licudata -lstdc++ ${EXTRA_LIBS}
- else
- EXTRA_LINK_OPTIONS=${EXTRA_LIBS} -lstdc++
- endif
- SHLIBSUFFIX=.so
-endif
-
-#================= HP SPECIFIC OPTIONS ===========================
-ifeq (${PLATFORM}, HPUX)
- ifeq (${COMPILER}, aCC)
- ifeq (${CXXVER}, aCC05)
- CMP = -c +DAportable $(CXXFLAGS) -D_HP_UX -DHPaCC -w +z -mt
- else
- CMP = -c +DAportable $(CXXFLAGS) -D_HP_UX -DHPaCC -w +z
- endif
-
- CC = aCC
- LINK = ${CC} -Wl,+s -Wl,+b,. ${LDFLAGS}
-
- ifeq (${CXXVER}, aCC05)
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/aCC/lib -L/usr/ccs/lib -mt
- else
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/aCC/lib -L/usr/ccs/lib -lpthread
- endif
-
- SHLIBSUFFIX=.sl
- else
- ifneq (${DEBUG}, 1)
- CXXFLAGS = -w +O1
- endif
- APPL_NAME = $(notdir $(shell pwd))
- TEMPLATESDIR = $(XERCESCROOT)/bin/obj/$(APPL_NAME)/ptrepository
- COMMON_CMP = $(CXXFLAGS) -D_HP_UX -DHPCC +DAportable -w +eh +z -z \
- -ptr$(TEMPLATESDIR)
- CMP = -c $(COMMON_CMP)
- CC = CC
- LINK = ${CC} $(COMMON_CMP) -Wl,+s -Wl,+b,. ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/opt/CC/lib -L/usr/lib
- SHLIBSUFFIX=.sl
- endif
-endif
-
-#================= OS390 SPECIFIC OPTIONS ===========================
-###################################################################
-# IMPORTANT NOTE #
-###################################################################
-# Before you try to run the Makefile, make sure you have two #
-# environment variables set. #
-# #
-# export XERCESCROOT=<the directory where you installed XERCES-C> #
-# #
-# If you are going to do the OS390BATCH build, make sure you have #
-# the OS390BATCH environment variable set. #
-# #
-# export OS390BATCH=1 #
-# #
-# Also, #
-# #
-# export LOADMOD=USERID.LOAD #
-# export LOADEXP=SYS1.SIXMEXP or &hlq.SIXMEXP #
-# #
-# to specify your LOADMOD and the IXM4C55X definition sidedeck #
-# dataset. #
-###################################################################
-
-ifeq (${PLATFORM}, OS390)
-CMP= -c -DOS390 ${CXXFLAGS}
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-CC = _CXX_CXXSUFFIX="cpp" c++ -W0,"langlvl(extended)" -Wc,"TMPLPARSE(NO)" -DOS390 -D_OPEN_THREADS -D_XOPEN_SOURCE_EXTENDED -DOS390BATCH
-else
-CC = _CXX_CXXSUFFIX="cpp" c++ -W0,"langlvl(extended)" -Wc,"TMPLPARSE(NO)" -DOS390 -D_OPEN_THREADS -D_XOPEN_SOURCE_EXTENDED
-endif
-LINK = ${CC} ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=
-EXTRA_LINK_OPTIONS=${EXTRA_LIBS}
-SHLIBSUFFIX=.dll
-OS390SIDEDECK=.x
-## OS390BATCH
-ifeq (${OS390BATCH},1)
-LIBRARY_NAMES="//'${LOADEXP}(IXM4C55X)'"
-else
-LIBRARY_NAMES=${LIB_DIR}/lib${LIBNAME}${VER}${OS390SIDEDECK}
-endif
-LIBRARY_SEARCH_PATHS=
-endif
-
-
-#=============== TRU64 SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, TRU64)
-CMP= -c ${CXXFLAGS}
-CC = ${COMPILER} -c -D${PLATFORM}
-LINK = ${COMPILER} -D${PLATFORM} ${LDFLAGS}
-PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
-SHLIBSUFFIX=.so
-endif
-
-
-#=============== MacOS SPECIFIC OPTIONS =========================
-ifeq (${PLATFORM}, MACOSX)
- CMP= -c ${CXXFLAGS}
- CC= c++ -c -D${PLATFORM} -D_REENTRANT
- LINK = c++ -D${PLATFORM} ${LDFLAGS}
- PLATFORM_LIB_LINK_OPTIONS=-L/usr/lib -L/usr/local/lib
- SHLIBSUFFIX=.dylib
-endif
+++ /dev/null
-/*
- * Copyright 1999-2001,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Log$
- * Revision 1.1 2004/11/23 13:38:52 lpadovan
- * * basic infrastructure for collecting statistics
- *
- * Revision 1.17 2004/09/08 13:55:33 peiyongz
- * Apache License Version 2.0
- *
- * Revision 1.16 2004/09/02 14:59:29 cargilld
- * Add OutOfMemoryException block to samples.
- *
- * Revision 1.15 2004/02/06 15:04:16 cargilld
- * Misc 390 changes.
- *
- * Revision 1.14 2003/08/07 21:21:38 neilg
- * fix segmentation faults that may arise when the parser throws exceptions during document parsing. In general, XMLPlatformUtils::Terminate() should not be called from within a catch statement.
- *
- * Revision 1.13 2003/05/30 09:36:36 gareth
- * Use new macros for iostream.h and std:: issues.
- *
- * Revision 1.12 2002/06/17 15:33:00 tng
- * Name Xerces features as XMLUni::fgXercesXXXX instead of XMLUni::fgSAX2XercesXXXX so that they can be shared with DOM parser.
- *
- * Revision 1.11 2002/05/28 20:20:26 tng
- * Add option '-n' to SAX2Print.
- *
- * Revision 1.10 2002/04/17 20:18:08 tng
- * [Bug 7493] The word "occured" is misspelled and it is a global error.
- *
- * Revision 1.9 2002/02/13 16:11:06 knoaman
- * Update samples to use SAX2 features/properties constants from XMLUni.
- *
- * Revision 1.8 2002/02/06 16:36:51 knoaman
- * Added a new flag '-p' to SAX2 samples to set the 'namespace-prefixes' feature.
- *
- * Revision 1.7 2002/02/01 22:40:44 peiyongz
- * sane_include
- *
- * Revision 1.6 2001/10/25 15:18:33 tng
- * delete the parser before XMLPlatformUtils::Terminate.
- *
- * Revision 1.5 2001/10/19 19:02:43 tng
- * [Bug 3909] return non-zero an exit code when error was encounted.
- * And other modification for consistent help display and return code across samples.
- *
- * Revision 1.4 2001/08/02 17:10:29 tng
- * Allow DOMCount/SAXCount/IDOMCount/SAX2Count to take a file that has a list of xml file as input.
- *
- * Revision 1.3 2001/08/01 19:11:01 tng
- * Add full schema constraint checking flag to the samples and the parser.
- *
- * Revision 1.2 2000/08/09 22:20:38 jpolast
- * updates for changes to sax2 core functionality.
- *
- * Revision 1.1 2000/08/02 19:16:14 jpolast
- * initial checkin of SAX2Print
- *
- *
- */
-
-
-// ---------------------------------------------------------------------------
-// Includes
-// ---------------------------------------------------------------------------
-#include <xercesc/util/PlatformUtils.hpp>
-#include <xercesc/util/TransService.hpp>
-#include <xercesc/sax2/SAX2XMLReader.hpp>
-#include <xercesc/sax2/XMLReaderFactory.hpp>
-#include "SAX2Print.hpp"
-#include <xercesc/util/OutOfMemoryException.hpp>
-#include <sys/time.h>
-
-// ---------------------------------------------------------------------------
-// Local data
-//
-// encodingName
-// The encoding we are to output in. If not set on the command line,
-// then it is defaulted to LATIN1.
-//
-// xmlFile
-// The path to the file to parser. Set via command line.
-//
-// valScheme
-// Indicates what validation scheme to use. It defaults to 'auto', but
-// can be set via the -v= command.
-//
-// expandNamespaces
-// Indicates if the output should expand the namespaces Alias with
-// their URI's, defaults to false, can be set via the command line -e
-// ---------------------------------------------------------------------------
-static const char* encodingName = "LATIN1";
-static XMLFormatter::UnRepFlags unRepFlags = XMLFormatter::UnRep_CharRef;
-static char* xmlFile = 0;
-static SAX2XMLReader::ValSchemes valScheme = SAX2XMLReader::Val_Auto;
-static bool expandNamespaces= false ;
-static bool doNamespaces = true;
-static bool doSchema = true;
-static bool schemaFullChecking = false;
-static bool namespacePrefixes = false;
-
-
-// ---------------------------------------------------------------------------
-// Local helper methods
-// ---------------------------------------------------------------------------
-static void usage()
-{
- XERCES_STD_QUALIFIER cout << "\nUsage:\n"
- " SAX2Print [options] <XML file>\n\n"
- "This program invokes the SAX2XMLReader, and then prints the\n"
- "data returned by the various SAX2 handlers for the specified\n"
- "XML file.\n\n"
- "Options:\n"
- " -u=xxx Handle unrepresentable chars [fail | rep | ref*].\n"
- " -v=xxx Validation scheme [always | never | auto*].\n"
- " -e Expand Namespace Alias with URI's. Defaults to off.\n"
- " -x=XXX Use a particular encoding for output (LATIN1*).\n"
- " -f Enable full schema constraint checking processing. Defaults to off.\n"
- " -p Enable namespace-prefixes feature. Defaults to off.\n"
- " -n Disable namespace processing. Defaults to on.\n"
- " NOTE: THIS IS OPPOSITE FROM OTHER SAMPLES.\n"
- " -s Disable schema processing. Defaults to on.\n"
- " NOTE: THIS IS OPPOSITE FROM OTHER SAMPLES.\n"
- " -? Show this help.\n\n"
- " * = Default if not provided explicitly.\n\n"
- "The parser has intrinsic support for the following encodings:\n"
- " UTF-8, USASCII, ISO8859-1, UTF-16[BL]E, UCS-4[BL]E,\n"
- " WINDOWS-1252, IBM1140, IBM037, IBM1047.\n"
- << XERCES_STD_QUALIFIER endl;
-}
-
-
-
-// ---------------------------------------------------------------------------
-// Program entry point
-// ---------------------------------------------------------------------------
-int main(int argC, char* argV[])
-{
- // Initialize the XML4C2 system
- try
- {
- XMLPlatformUtils::Initialize();
- }
-
- catch (const XMLException& toCatch)
- {
- XERCES_STD_QUALIFIER cerr << "Error during initialization! :\n"
- << StrX(toCatch.getMessage()) << XERCES_STD_QUALIFIER endl;
- return 1;
- }
-
- // Check command line and extract arguments.
- if (argC < 2)
- {
- usage();
- XMLPlatformUtils::Terminate();
- return 1;
- }
-
- int parmInd;
- for (parmInd = 1; parmInd < argC; parmInd++)
- {
- // Break out on first parm not starting with a dash
- if (argV[parmInd][0] != '-')
- break;
-
- // Watch for special case help request
- if (!strcmp(argV[parmInd], "-?"))
- {
- usage();
- XMLPlatformUtils::Terminate();
- return 2;
- }
- else if (!strncmp(argV[parmInd], "-v=", 3)
- || !strncmp(argV[parmInd], "-V=", 3))
- {
- const char* const parm = &argV[parmInd][3];
-
- if (!strcmp(parm, "never"))
- valScheme = SAX2XMLReader::Val_Never;
- else if (!strcmp(parm, "auto"))
- valScheme = SAX2XMLReader::Val_Auto;
- else if (!strcmp(parm, "always"))
- valScheme = SAX2XMLReader::Val_Always;
- else
- {
- XERCES_STD_QUALIFIER cerr << "Unknown -v= value: " << parm << XERCES_STD_QUALIFIER endl;
- XMLPlatformUtils::Terminate();
- return 2;
- }
- }
- else if (!strcmp(argV[parmInd], "-e")
- || !strcmp(argV[parmInd], "-E"))
- {
- expandNamespaces = true;
- }
- else if (!strncmp(argV[parmInd], "-x=", 3)
- || !strncmp(argV[parmInd], "-X=", 3))
- {
- // Get out the encoding name
- encodingName = &argV[parmInd][3];
- }
- else if (!strncmp(argV[parmInd], "-u=", 3)
- || !strncmp(argV[parmInd], "-U=", 3))
- {
- const char* const parm = &argV[parmInd][3];
-
- if (!strcmp(parm, "fail"))
- unRepFlags = XMLFormatter::UnRep_Fail;
- else if (!strcmp(parm, "rep"))
- unRepFlags = XMLFormatter::UnRep_Replace;
- else if (!strcmp(parm, "ref"))
- unRepFlags = XMLFormatter::UnRep_CharRef;
- else
- {
- XERCES_STD_QUALIFIER cerr << "Unknown -u= value: " << parm << XERCES_STD_QUALIFIER endl;
- XMLPlatformUtils::Terminate();
- return 2;
- }
- }
- else if (!strcmp(argV[parmInd], "-n")
- || !strcmp(argV[parmInd], "-N"))
- {
- doNamespaces = false;
- }
- else if (!strcmp(argV[parmInd], "-s")
- || !strcmp(argV[parmInd], "-S"))
- {
- doSchema = false;
- }
- else if (!strcmp(argV[parmInd], "-f")
- || !strcmp(argV[parmInd], "-F"))
- {
- schemaFullChecking = true;
- }
- else if (!strcmp(argV[parmInd], "-p")
- || !strcmp(argV[parmInd], "-P"))
- {
- namespacePrefixes = true;
- }
- else
- {
- XERCES_STD_QUALIFIER cerr << "Unknown option '" << argV[parmInd]
- << "', ignoring it\n" << XERCES_STD_QUALIFIER endl;
- }
- }
-
- //
- // And now we have to have only one parameter left and it must be
- // the file name.
- //
- if (parmInd + 1 != argC)
- {
- usage();
- XMLPlatformUtils::Terminate();
- return 1;
- }
- xmlFile = argV[parmInd];
-
- //
- // Create a SAX parser object. Then, according to what we were told on
- // the command line, set it to validate or not.
- //
- SAX2XMLReader* parser = XMLReaderFactory::createXMLReader();
-
- //
- // Then, according to what we were told on
- // the command line, set it to validate or not.
- //
- if (valScheme == SAX2XMLReader::Val_Auto)
- {
- parser->setFeature(XMLUni::fgSAX2CoreValidation, true);
- parser->setFeature(XMLUni::fgXercesDynamic, true);
- }
-
- if (valScheme == SAX2XMLReader::Val_Never)
- {
- parser->setFeature(XMLUni::fgSAX2CoreValidation, false);
- }
-
- if (valScheme == SAX2XMLReader::Val_Always)
- {
- parser->setFeature(XMLUni::fgSAX2CoreValidation, true);
- parser->setFeature(XMLUni::fgXercesDynamic, false);
- }
-
- parser->setFeature(XMLUni::fgSAX2CoreNameSpaces, doNamespaces);
- parser->setFeature(XMLUni::fgXercesSchema, doSchema);
- parser->setFeature(XMLUni::fgXercesSchemaFullChecking, schemaFullChecking);
- parser->setFeature(XMLUni::fgSAX2CoreNameSpacePrefixes, namespacePrefixes);
-
- //
- // Create the handler object and install it as the document and error
- // handler for the parser. Then parse the file and catch any exceptions
- // that propogate out
- //
-
- struct timeval timing1, timing2;
- int errorCount = 0;
- int errorCode = 0;
- try
- {
- SAX2PrintHandlers handler(encodingName, unRepFlags, expandNamespaces);
- parser->setContentHandler(&handler);
- parser->setErrorHandler(&handler);
- gettimeofday(&timing1, NULL);
- parser->parse(xmlFile);
- gettimeofday(&timing2, NULL);
- errorCount = parser->getErrorCount();
- }
- catch (const OutOfMemoryException&)
- {
- XERCES_STD_QUALIFIER cerr << "OutOfMemoryException" << XERCES_STD_QUALIFIER endl;
- errorCode = 5;
- }
- catch (const XMLException& toCatch)
- {
- XERCES_STD_QUALIFIER cerr << "\nAn error occurred\n Error: "
- << StrX(toCatch.getMessage())
- << "\n" << XERCES_STD_QUALIFIER endl;
- errorCode = 4;
- }
-
- if(errorCode) {
- XMLPlatformUtils::Terminate();
- return errorCode;
- }
-
- //
- // Delete the parser itself. Must be done prior to calling Terminate, below.
- //
- delete parser;
-
- fprintf(stdout, "%d\n", ((timing2.tv_sec * 1000000 + timing2.tv_usec) - (timing1.tv_sec * 1000000 + timing1.tv_usec)) / 1000);
-
- // And call the termination method
- XMLPlatformUtils::Terminate();
-
- if (errorCount > 0)
- return 4;
- else
- return 0;
-}
-
+++ /dev/null
-/*
- * Copyright 1999-2000,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Log$
- * Revision 1.1 2004/11/23 13:38:52 lpadovan
- * * basic infrastructure for collecting statistics
- *
- * Revision 1.4 2004/09/08 13:55:33 peiyongz
- * Apache License Version 2.0
- *
- * Revision 1.3 2003/05/30 09:36:36 gareth
- * Use new macros for iostream.h and std:: issues.
- *
- * Revision 1.2 2003/02/05 18:53:23 tng
- * [Bug 11915] Utility for freeing memory.
- *
- * Revision 1.1 2000/08/02 19:16:14 jpolast
- * initial checkin of SAX2Print
- *
- *
- */
-
-// ---------------------------------------------------------------------------
-// Includes for all the program files to see
-// ---------------------------------------------------------------------------
-#include <string.h>
-#if defined(XERCES_NEW_IOSTREAMS)
-#include <iostream>
-#else
-#include <iostream.h>
-#endif
-#include <stdlib.h>
-#include "SAX2PrintHandlers.hpp"
-
-
-// ---------------------------------------------------------------------------
-// This is a simple class that lets us do easy (though not terribly efficient)
-// trancoding of XMLCh data to local code page for display.
-// ---------------------------------------------------------------------------
-class StrX
-{
-public :
- // -----------------------------------------------------------------------
- // Constructors and Destructor
- // -----------------------------------------------------------------------
- StrX(const XMLCh* const toTranscode)
- {
- // Call the private transcoding method
- fLocalForm = XMLString::transcode(toTranscode);
- }
-
- ~StrX()
- {
- XMLString::release(&fLocalForm);
- }
-
- // -----------------------------------------------------------------------
- // Getter methods
- // -----------------------------------------------------------------------
- const char* localForm() const
- {
- return fLocalForm;
- }
-
-private :
- // -----------------------------------------------------------------------
- // Private data members
- //
- // fLocalForm
- // This is the local code page form of the string.
- // -----------------------------------------------------------------------
- char* fLocalForm;
-};
-
-inline XERCES_STD_QUALIFIER ostream& operator<<(XERCES_STD_QUALIFIER ostream& target, const StrX& toDump)
-{
- target << toDump.localForm();
- return target;
-}
+++ /dev/null
-/*
- * Copyright 1999-2001,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Log$
- * Revision 1.1 2004/11/23 13:38:52 lpadovan
- * * basic infrastructure for collecting statistics
- *
- * Revision 1.10 2004/09/08 13:55:33 peiyongz
- * Apache License Version 2.0
- *
- * Revision 1.9 2003/05/30 09:36:36 gareth
- * Use new macros for iostream.h and std:: issues.
- *
- * Revision 1.8 2003/03/17 21:03:52 peiyongz
- * Bug#17983
- *
- * Revision 1.7 2002/05/28 20:24:15 tng
- * XMLUni::fgEmptyString which is defined as "EMPTY" is incorrectly used as an empty string, should use XMLUni::fgZeroLenString instead
- *
- * Revision 1.6 2002/02/01 22:40:44 peiyongz
- * sane_include
- *
- * Revision 1.5 2001/05/11 13:24:57 tng
- * Copyright update.
- *
- * Revision 1.4 2001/05/03 16:00:03 tng
- * Schema: samples update with schema
- *
- * Revision 1.3 2000/10/10 23:55:53 andyh
- * XMLFormatter patch, contributed by Bill Schindler. Fix problems with
- * output to multi-byte encodings.
- *
- * Revision 1.2 2000/08/09 22:20:38 jpolast
- * updates for changes to sax2 core functionality.
- *
- * Revision 1.1 2000/08/02 19:16:14 jpolast
- * initial checkin of SAX2Print
- *
- *
- */
-
-
-
-// ---------------------------------------------------------------------------
-// Includes
-// ---------------------------------------------------------------------------
-#include <xercesc/util/XMLUniDefs.hpp>
-#include <xercesc/sax2/Attributes.hpp>
-#include "SAX2Print.hpp"
-
-
-// ---------------------------------------------------------------------------
-// Local const data
-//
-// Note: This is the 'safe' way to do these strings. If you compiler supports
-// L"" style strings, and portability is not a concern, you can use
-// those types constants directly.
-// ---------------------------------------------------------------------------
-static const XMLCh gEndElement[] = { chOpenAngle, chForwardSlash, chNull };
-static const XMLCh gEndPI[] = { chQuestion, chCloseAngle, chNull };
-static const XMLCh gStartPI[] = { chOpenAngle, chQuestion, chNull };
-static const XMLCh gXMLDecl1[] =
-{
- chOpenAngle, chQuestion, chLatin_x, chLatin_m, chLatin_l
- , chSpace, chLatin_v, chLatin_e, chLatin_r, chLatin_s, chLatin_i
- , chLatin_o, chLatin_n, chEqual, chDoubleQuote, chDigit_1, chPeriod
- , chDigit_0, chDoubleQuote, chSpace, chLatin_e, chLatin_n, chLatin_c
- , chLatin_o, chLatin_d, chLatin_i, chLatin_n, chLatin_g, chEqual
- , chDoubleQuote, chNull
-};
-
-static const XMLCh gXMLDecl2[] =
-{
- chDoubleQuote, chQuestion, chCloseAngle
- , chLF, chNull
-};
-
-
-
-
-// ---------------------------------------------------------------------------
-// SAX2PrintHandlers: Constructors and Destructor
-// ---------------------------------------------------------------------------
-SAX2PrintHandlers::SAX2PrintHandlers( const char* const encodingName
- , const XMLFormatter::UnRepFlags unRepFlags
- , const bool expandNamespaces) :
-
- fFormatter
- (
- encodingName
- , 0
- , this
- , XMLFormatter::NoEscapes
- , unRepFlags
- ),
- fExpandNS ( expandNamespaces )
-{
- //
- // Go ahead and output an XML Decl with our known encoding. This
- // is not the best answer, but its the best we can do until we
- // have SAX2 support.
- //
- //
- //fFormatter << gXMLDecl1 << fFormatter.getEncodingName() << gXMLDecl2;
-}
-
-SAX2PrintHandlers::~SAX2PrintHandlers()
-{
-}
-
-
-// ---------------------------------------------------------------------------
-// SAX2PrintHandlers: Overrides of the output formatter target interface
-// ---------------------------------------------------------------------------
-void SAX2PrintHandlers::writeChars(const XMLByte* const toWrite)
-{
-}
-
-void SAX2PrintHandlers::writeChars(const XMLByte* const toWrite,
- const unsigned int count,
- XMLFormatter* const formatter)
-{
- // For this one, just dump them to the standard output
- // Surprisingly, Solaris was the only platform on which
- // required the char* cast to print out the string correctly.
- // Without the cast, it was printing the pointer value in hex.
- // Quite annoying, considering every other platform printed
- // the string with the explicit cast to char* below.
- XERCES_STD_QUALIFIER cout.write((char *) toWrite, (int) count);
- XERCES_STD_QUALIFIER cout.flush();
-}
-
-
-// ---------------------------------------------------------------------------
-// SAX2PrintHandlers: Overrides of the SAX ErrorHandler interface
-// ---------------------------------------------------------------------------
-void SAX2PrintHandlers::error(const SAXParseException& e)
-{
- XERCES_STD_QUALIFIER cerr << "\nError at file " << StrX(e.getSystemId())
- << ", line " << e.getLineNumber()
- << ", char " << e.getColumnNumber()
- << "\n Message: " << StrX(e.getMessage()) << XERCES_STD_QUALIFIER endl;
-}
-
-void SAX2PrintHandlers::fatalError(const SAXParseException& e)
-{
- XERCES_STD_QUALIFIER cerr << "\nFatal Error at file " << StrX(e.getSystemId())
- << ", line " << e.getLineNumber()
- << ", char " << e.getColumnNumber()
- << "\n Message: " << StrX(e.getMessage()) << XERCES_STD_QUALIFIER endl;
-}
-
-void SAX2PrintHandlers::warning(const SAXParseException& e)
-{
- XERCES_STD_QUALIFIER cerr << "\nWarning at file " << StrX(e.getSystemId())
- << ", line " << e.getLineNumber()
- << ", char " << e.getColumnNumber()
- << "\n Message: " << StrX(e.getMessage()) << XERCES_STD_QUALIFIER endl;
-}
-
-
-// ---------------------------------------------------------------------------
-// SAX2PrintHandlers: Overrides of the SAX DTDHandler interface
-// ---------------------------------------------------------------------------
-void SAX2PrintHandlers::unparsedEntityDecl(const XMLCh* const name
- , const XMLCh* const publicId
- , const XMLCh* const systemId
- , const XMLCh* const notationName)
-{
- // Not used at this time
-}
-
-
-void SAX2PrintHandlers::notationDecl(const XMLCh* const name
- , const XMLCh* const publicId
- , const XMLCh* const systemId)
-{
- // Not used at this time
-}
-
-
-// ---------------------------------------------------------------------------
-// SAX2PrintHandlers: Overrides of the SAX DocumentHandler interface
-// ---------------------------------------------------------------------------
-void SAX2PrintHandlers::characters(const XMLCh* const chars
- , const unsigned int length)
-{
- //fFormatter.formatBuf(chars, length, XMLFormatter::CharEscapes);
-}
-
-
-void SAX2PrintHandlers::endDocument()
-{
-}
-
-
-void SAX2PrintHandlers::endElement(const XMLCh* const uri,
- const XMLCh* const localname,
- const XMLCh* const qname)
-{
-#if 0
- // No escapes are legal here
- fFormatter << XMLFormatter::NoEscapes << gEndElement ;
- if ( fExpandNS )
- {
- if (XMLString::compareIString(uri,XMLUni::fgZeroLenString) != 0)
- fFormatter << uri << chColon;
- fFormatter << localname << chCloseAngle;
- }
- else
- fFormatter << qname << chCloseAngle;
-#endif
-}
-
-
-void SAX2PrintHandlers::ignorableWhitespace( const XMLCh* const chars
- ,const unsigned int length)
-{
- //fFormatter.formatBuf(chars, length, XMLFormatter::NoEscapes);
-}
-
-
-void SAX2PrintHandlers::processingInstruction(const XMLCh* const target
- , const XMLCh* const data)
-{
-#if 0
- fFormatter << XMLFormatter::NoEscapes << gStartPI << target;
- if (data)
- fFormatter << chSpace << data;
- fFormatter << XMLFormatter::NoEscapes << gEndPI;
-#endif
-}
-
-
-void SAX2PrintHandlers::startDocument()
-{
-}
-
-
-void SAX2PrintHandlers::startElement(const XMLCh* const uri,
- const XMLCh* const localname,
- const XMLCh* const qname,
- const Attributes& attributes)
-{
-#if 0
- // The name has to be representable without any escapes
- fFormatter << XMLFormatter::NoEscapes << chOpenAngle ;
- if ( fExpandNS )
- {
- if (XMLString::compareIString(uri,XMLUni::fgZeroLenString) != 0)
- fFormatter << uri << chColon;
- fFormatter << localname ;
- }
- else
- fFormatter << qname ;
-
- unsigned int len = attributes.getLength();
- for (unsigned int index = 0; index < len; index++)
- {
- //
- // Again the name has to be completely representable. But the
- // attribute can have refs and requires the attribute style
- // escaping.
- //
- fFormatter << XMLFormatter::NoEscapes << chSpace ;
- if ( fExpandNS )
- {
- if (XMLString::compareIString(attributes.getURI(index),XMLUni::fgZeroLenString) != 0)
- fFormatter << attributes.getURI(index) << chColon;
- fFormatter << attributes.getLocalName(index) ;
- }
- else
- fFormatter << attributes.getQName(index) ;
-
- fFormatter << chEqual << chDoubleQuote
- << XMLFormatter::AttrEscapes
- << attributes.getValue(index)
- << XMLFormatter::NoEscapes
- << chDoubleQuote;
- }
- fFormatter << chCloseAngle;
-#endif
-}
+++ /dev/null
-/*
- * Copyright 1999-2000,2004 The Apache Software Foundation.
- *
- * Licensed under the Apache License, Version 2.0 (the "License");
- * you may not use this file except in compliance with the License.
- * You may obtain a copy of the License at
- *
- * http://www.apache.org/licenses/LICENSE-2.0
- *
- * Unless required by applicable law or agreed to in writing, software
- * distributed under the License is distributed on an "AS IS" BASIS,
- * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
- * See the License for the specific language governing permissions and
- * limitations under the License.
- */
-
-/*
- * $Log$
- * Revision 1.1 2004/11/23 13:38:52 lpadovan
- * * basic infrastructure for collecting statistics
- *
- * Revision 1.7 2004/09/08 13:55:33 peiyongz
- * Apache License Version 2.0
- *
- * Revision 1.6 2004/02/15 19:43:15 amassari
- * Removed cause for warnings in VC 7.1
- *
- * Revision 1.5 2002/11/05 21:46:20 tng
- * Explicit code using namespace in application.
- *
- * Revision 1.4 2002/02/01 22:40:44 peiyongz
- * sane_include
- *
- * Revision 1.3 2000/10/10 23:55:55 andyh
- * XMLFormatter patch, contributed by Bill Schindler. Fix problems with
- * output to multi-byte encodings.
- *
- * Revision 1.2 2000/08/09 22:20:39 jpolast
- * updates for changes to sax2 core functionality.
- *
- * Revision 1.1 2000/08/02 19:16:14 jpolast
- * initial checkin of SAX2Print
- *
- *
- */
-
-#include <xercesc/sax2/DefaultHandler.hpp>
-#include <xercesc/framework/XMLFormatter.hpp>
-
-XERCES_CPP_NAMESPACE_USE
-
-class SAX2PrintHandlers : public DefaultHandler, private XMLFormatTarget
-{
-public:
- // -----------------------------------------------------------------------
- // Constructors
- // -----------------------------------------------------------------------
- SAX2PrintHandlers
- (
- const char* const encodingName
- , const XMLFormatter::UnRepFlags unRepFlags
- , const bool expandNamespaces
- );
- ~SAX2PrintHandlers();
-
-
- // -----------------------------------------------------------------------
- // Implementations of the format target interface
- // -----------------------------------------------------------------------
- void writeChars
- (
- const XMLByte* const toWrite
- );
-
- void writeChars
- (
- const XMLByte* const toWrite
- , const unsigned int count
- , XMLFormatter* const formatter
- );
-
-
- // -----------------------------------------------------------------------
- // Implementations of the SAX DocumentHandler interface
- // -----------------------------------------------------------------------
- void endDocument();
-
- void endElement( const XMLCh* const uri,
- const XMLCh* const localname,
- const XMLCh* const qname);
-
- void characters(const XMLCh* const chars, const unsigned int length);
-
- void ignorableWhitespace
- (
- const XMLCh* const chars
- , const unsigned int length
- );
-
- void processingInstruction
- (
- const XMLCh* const target
- , const XMLCh* const data
- );
-
- void startDocument();
-
- void startElement( const XMLCh* const uri,
- const XMLCh* const localname,
- const XMLCh* const qname,
- const Attributes& attributes);
-
-
-
- // -----------------------------------------------------------------------
- // Implementations of the SAX ErrorHandler interface
- // -----------------------------------------------------------------------
- void warning(const SAXParseException& exc);
- void error(const SAXParseException& exc);
- void fatalError(const SAXParseException& exc);
-
-
-
- // -----------------------------------------------------------------------
- // Implementation of the SAX DTDHandler interface
- // -----------------------------------------------------------------------
- void notationDecl
- (
- const XMLCh* const name
- , const XMLCh* const publicId
- , const XMLCh* const systemId
- );
-
- void unparsedEntityDecl
- (
- const XMLCh* const name
- , const XMLCh* const publicId
- , const XMLCh* const systemId
- , const XMLCh* const notationName
- );
-
-private :
- // -----------------------------------------------------------------------
- // Private data members
- //
- // fFormatter
- // This is the formatter object that is used to output the data
- // to the target. It is set up to format to the standard output
- // stream.
- // -----------------------------------------------------------------------
- XMLFormatter fFormatter;
- bool fExpandNS ;
-};
+++ /dev/null
-#include <stdio.h>
-#include <sys/time.h>
-#include <expat.h>
-
-static void XMLCALL
-startElement(void *userData, const char *name, const char **atts) { return; }
-
-static void XMLCALL
-endElement(void *userData, const char *name) { return; }
-
-static void XMLCALL
-characterData(void *userData, const char *s, int len) { return; }
-
-static void XMLCALL
-startCdata(void *userData) { return; }
-
-static void XMLCALL
-endCdata(void *userData) { return; }
-
-int
-main(int argc, char *argv[])
-{
- char buf[BUFSIZ];
- int done;
- FILE *xmlfile = stdin;
- struct timeval timing1, timing2;
- XML_Parser parser = XML_ParserCreateNS(NULL,' ');
- XML_SetElementHandler(parser, startElement, endElement);
- XML_SetCharacterDataHandler(parser, characterData);
- XML_SetCdataSectionHandler(parser, startCdata, endCdata);
- gettimeofday(&timing1, NULL);
- do {
- size_t len = fread(buf, 1, sizeof(buf), xmlfile);
- done = len < sizeof(buf);
- if (XML_Parse(parser, buf, len, done) == XML_STATUS_ERROR) {
- fprintf(stderr,
- "%s at line %d\n",
- XML_ErrorString(XML_GetErrorCode(parser)),
- XML_GetCurrentLineNumber(parser));
- return 1;
- }
- } while (!done);
- gettimeofday(&timing2, NULL) != 0;
- XML_ParserFree(parser);
- fprintf(stdout, "%d\n",
- ((timing2.tv_sec * 1000000 + timing2.tv_usec) -
- (timing1.tv_sec * 1000000 + timing1.tv_usec)) / 1000);
- return 0;
-}
-
+++ /dev/null
-#include <stdio.h>
-#include <sys/time.h>
-#include <libxml/xmlreader.h>
-
-int
-main(int argc, char *argv[])
-{
- struct timeval timing1, timing2;
- xmlTextReaderPtr reader;
- int ret;
- reader = xmlReaderForFd(0, NULL, NULL, 0);
- if (reader == NULL) {
- fprintf(stderr, "Can't instantiate parser\n");
- return 1;
- }
- gettimeofday(&timing1, NULL);
- ret = xmlTextReaderRead(reader);
- while (ret == 1) {
- ret = xmlTextReaderRead(reader);
- }
- gettimeofday(&timing2, NULL);
- xmlFreeTextReader(reader);
- if (ret != 0) {
- fprintf(stderr, "failed to parse STDIN\n");
- }
- fprintf(stdout, "%d\n",
- ((timing2.tv_sec * 1000000 + timing2.tv_usec) -
- (timing1.tv_sec * 1000000 + timing1.tv_usec)) / 1000);
- return 0;
-}
-
+++ /dev/null
-#include <stdio.h>
-#include <sys/time.h>
-#include <libxml/xmlreader.h>
-
-void characters_cb
-(void * ctx, const xmlChar * ch, int len) { return; }
-
-void whitespace_cb
-(void *ctx, const xmlChar *ch, int len) { return; }
-
-void cdata_cb
-(void *ctx, const xmlChar *value, int len) { return; }
-
-void start_element_cb
-(void *ctx, const xmlChar *name, const xmlChar **atts) { return; }
-
-void start_element_ns_cb
-(void *ctx, const xmlChar *localname, const xmlChar *prefix, const xmlChar *URI,
- int nb_namespaces, const xmlChar **namespaces, int nb_attributes,
- int nb_defaulted, const xmlChar **attributes)
-{ return; }
-
-void end_element_ns_cb
-(void *ctx, const xmlChar *localname, const xmlChar *prefix, const xmlChar *URI)
-{ return; }
-
-void error_cb
-(void *ctx, const char *msg, ...) {
- fprintf(stderr, "Error: %s\n", msg);
- return;
-}
-
-int
-main(int argc, char *argv[])
-{
- char buf[BUFSIZ];
- int res;
- int done;
- FILE *xmlfile = stdin;
- struct timeval timing1, timing2;
- xmlParserCtxtPtr ctxt;
- xmlSAXHandler sax = {
- NULL, /* internalSubsetSAXFunc */
- NULL, /* isStandaloneSAXFunc */
- NULL, /* hasInternalSubsetSAXFunc */
- NULL, /* hasExternalSubsetSAXFunc */
- NULL, /* resolveEntitySAXFunc */
- NULL, /* getEntitySAXFunc */
- NULL, /* entityDeclSAXFunc */
- NULL, /* notationDeclSAXFunc */
- NULL, /* attributeDeclSAXFunc */
- NULL, /* elementDeclSAXFunc */
- NULL, /* unparsedEntityDeclSAXFunc */
- NULL, /* setDocumentLocatorSAXFunc */
- NULL, /* startDocumentSAXFunc */
- NULL, /* endDocumentSAXFunc */
- start_element_cb, /* startElementSAXFunc */
- NULL, /* endElementSAXFunc */
- NULL, /* referenceSAXFunc */
- characters_cb, /* charactersSAXFunc */
- whitespace_cb, /* ignorableWhitespaceSAXFunc */
- NULL, /* processingInstructionSAXFunc */
- NULL, /* commentSAXFunc */
- NULL, /* warningSAXFunc */
- error_cb, /* errorSAXFunc */
- NULL, /* fatalErrorSAXFunc */
- NULL, /* getParameterEntitySAXFunc */
- cdata_cb, /* cdataBlockSAXFunc */
- NULL, /* externalSubsetSAXFunc */
- XML_SAX2_MAGIC, /* initialized */
- NULL, /* _private */
- start_element_ns_cb, /* startElementNsSAX2Func */
- end_element_ns_cb, /* startElementNsSAX2Func */
- NULL /* xmlStructuredErrorFunc */
- };
- ctxt = xmlCreatePushParserCtxt(&sax, NULL, NULL, 0, NULL);
- if (ctxt == NULL) {
- fprintf(stderr, "Can't instantiate parser\n");
- return 1;
- }
- gettimeofday(&timing1, NULL);
- do {
- size_t len = fread(buf, 1, sizeof(buf), xmlfile);
- done = len < sizeof(buf);
- res = xmlParseChunk(ctxt, buf, len, 0);
- if (res != 0) {
- fprintf(stderr, "Parse error\n");
- return 1;
- }
- } while (!done);
- gettimeofday(&timing2, NULL);
- xmlFreeParserCtxt(ctxt);
- fprintf(stdout, "%d\n",
- ((timing2.tv_sec * 1000000 + timing2.tv_usec) -
- (timing1.tv_sec * 1000000 + timing1.tv_usec)) / 1000);
- return 0;
-}
-
+++ /dev/null
-#include <stdio.h>
-#include <sys/time.h>
-#include <libxml/parser.h>
-
-int
-main(int argc, char *argv[])
-{
- struct timeval timing1, timing2;
- gettimeofday(&timing1, NULL);
- xmlParseFile(argv[1]);
- gettimeofday(&timing2, NULL);
- fprintf(stdout, "%d\n",
- ((timing2.tv_sec * 1000000 + timing2.tv_usec) -
- (timing1.tv_sec * 1000000 + timing1.tv_usec)) / 1000);
- return 0;
-}
-
+++ /dev/null
-#!/bin/sh
-TIME=`zcat $1 | ./parse/parse_expat`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-TIME=`zcat $1 | ./parse/parse_xmlreader`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-TIME=`zcat $1 | ./parse/parse_xmlsax`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-TIME=`./parse/parse_xmltree /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-TIME=`./parse/SAX2Print/SAX2Print -v=never /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-TIME=`./parse/DOMCount/DOMCount -v=never /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-set terminal postscript color
-set key left box
-set label font "Helvetica,8"
-
-set output "parsing_times_candidates.ps"
-plot "parsing_times_expat_candidates.txt" using 2:4 title "Expat" with lines smooth bezier, \
- "parsing_times_xerces_sax2_candidates.txt" using 2:4 title "xerces sax2" with lines smooth bezier, \
- "parsing_times_xerces_tree_candidates.txt" using 2:4 title "xerces tree" with lines smooth bezier, \
- "parsing_times_libxml2_sax2_candidates.txt" using 2:4 title "libxml2 sax2" with lines smooth bezier, \
- "parsing_times_libxml2_reader_candidates.txt" using 2:4 title "libxml2 reader" with lines smooth bezier, \
- "parsing_times_libxml2_tree_candidates.txt" using 2:4 title "libxml2 tree" with lines smooth bezier
-
-set output "parsing_times_candidates_c1.ps"
-plot "parsing_times_expat_candidates_c1.txt" using 2:4 title "Expat" with lines smooth bezier, \
- "parsing_times_xerces_sax2_candidates_c1.txt" using 2:4 title "xerces sax2" with lines smooth bezier, \
- "parsing_times_xerces_tree_candidates_c1.txt" using 2:4 title "xerces tree" with lines smooth bezier, \
- "parsing_times_libxml2_sax2_candidates_c1.txt" using 2:4 title "libxml2 sax2" with lines smooth bezier, \
- "parsing_times_libxml2_reader_candidates_c1.txt" using 2:4 title "libxml2 reader" with lines smooth bezier, \
- "parsing_times_libxml2_tree_candidates_c1.txt" using 2:4 title "libxml2 tree" with lines smooth bezier
-
-set output "parsing_times_candidates_3d.ps"
-splot "parsing_times_expat_candidates.txt" using 1:2:4 title "Expat", \
- "parsing_times_xerces_sax2_candidates.txt" using 1:2:4 title "xerces sax2", \
- "parsing_times_xerces_tree_candidates.txt" using 1:2:4 title "xerces tree", \
- "parsing_times_libxml2_sax2_candidates.txt" using 1:2:4 title "libxml2 sax2", \
- "parsing_times_libxml2_reader_candidates.txt" using 1:2:4 title "libxml2 reader", \
- "parsing_times_libxml2_tree_candidates.txt" using 1:2:4 title "libxml2 tree"
-
+++ /dev/null
-#!/bin/sh
-find $1/ -name "*.body.gz" -exec ./$2 {} $3 \;
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:output method="text"/>
-
-<xsl:template match="/">
- <xsl:apply-templates select="//stats"/>
-</xsl:template>
-
-<xsl:template match="stats">
- <!--<xsl:value-of select="number(elements/total) + number(text-nodes/total)"/>-->
- <xsl:value-of select="number(elements/total)"/>
- <xsl:text> </xsl:text>
- <xsl:value-of select="number(depth/max)"/>
- <xsl:text>
-</xsl:text>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-
-#include <vector>
-#include <cassert>
-#include <GdomeSmartDOM.hh>
-
-#include <ext/hash_map>
-namespace stdx = __gnu_cxx;
-
-namespace DOM = GdomeSmartDOM;
-
-int n_elements;
-int n_leaf_elements;
-int n_text_nodes;
-int n_blank_text_nodes;
-int n_attributes;
-int max_attributes;
-int max_children;
-stdx::hash_map<int,int> depths;
-std::vector<int> widths;
-
-bool
-is_blank(const std::string& s)
-{
- for (int i = 0; i < s.length(); i++)
- if (!isspace(s[i])) return false;
- return true;
-}
-
-void
-add_depth(int depth)
-{
- stdx::hash_map<int,int>::iterator p = depths.find(depth);
- if (p != depths.end())
- p->second++;
- else
- depths[depth] = 1;
-}
-
-void
-visit(DOM::Node node, int depth)
-{
- assert(node);
-
- add_depth(depth);
-
- switch (node.get_nodeType())
- {
- case DOM::Node::ELEMENT_NODE:
- {
- n_elements++;
- const int n_attrs = node.get_attributes().get_length();
- n_attributes += n_attrs;
- max_attributes = std::max(max_attributes, n_attrs);
- if (!node.get_firstChild()) n_leaf_elements++;
- }
- break;
- case DOM::Node::TEXT_NODE:
- n_text_nodes++;
- if (is_blank(node.get_nodeValue())) n_blank_text_nodes++;
- break;
- case DOM::Node::ATTRIBUTE_NODE:
- break;
- }
-
- int n_children = 0;
- for (DOM::Node p = node.get_firstChild(); p; p = p.get_nextSibling())
- {
- visit(p, depth + 1);
- n_children++;
- }
- max_children = std::max(max_children, n_children);
-
- if (node.get_firstChild())
- widths.push_back(n_children);
-}
-
-void
-print_results(const std::string& URI, long size)
-{
- int n_depths = 0;
- int tot_depth = 0;
- int max_depth = 0;
- for (stdx::hash_map<int,int>::const_iterator p = depths.begin(); p != depths.end(); p++)
- {
- n_depths += p->second;
- tot_depth += p->first * p->second;
- max_depth = std::max(max_depth, p->first);
- }
-
- int tot_width = 0;
- for (std::vector<int>::const_iterator p = widths.begin(); p != widths.end(); p++)
- tot_width += *p;
-
- std::cout << "<stats for=\"" << URI << "\">" << std::endl;
- std::cout << " <size>" << size << "</size>" << std::endl;
- std::cout << " <depth>" << std::endl;
- std::cout << " <max>" << max_depth << "</max>" << std::endl;
- std::cout << " <leaf-avg>" << tot_depth / ((double) n_depths) << "</leaf-avg>" << std::endl;
- std::cout << " </depth>" << std::endl;
- std::cout << " <width>" << std::endl;
- std::cout << " <max>" << max_children << "</max>" << std::endl;
- std::cout << " <inner-avg>" << tot_width / ((double) widths.size()) << "</inner-avg>" << std::endl;
- std::cout << " </width>" << std::endl;
- std::cout << " <elements>" << std::endl;
- std::cout << " <total>" << n_elements << "</total>" << std::endl;
- std::cout << " <leaf>" << n_leaf_elements << "</leaf>" << std::endl;
- std::cout << " </elements>" << std::endl;
- std::cout << " <text-nodes>" << std::endl;
- std::cout << " <total>" << n_text_nodes << "</total>" << std::endl;
- std::cout << " <blank>" << n_blank_text_nodes << "</blank>" << std::endl;
- std::cout << " </text-nodes>" << std::endl;
- std::cout << " <attributes>" << std::endl;
- std::cout << " <total>" << n_attributes << "</total>" << std::endl;
- std::cout << " <max>" << max_attributes << "</max>" << std::endl;
- std::cout << " </attributes>" << std::endl;
- std::cout << "</stats>" << std::endl;
-}
-
-int
-main(int argc, char* argv[])
-{
- if (argc != 3) {
- std::cerr << "Usage: stats <URI> <size>" << std::endl;
- return -1;
- }
-
- DOM::DOMImplementation di;
- DOM::Document doc = di.createDocumentFromURI(argv[1]);
- visit(doc, 0);
- print_results(argv[1], atoi(argv[2]));
-}
+++ /dev/null
-<?xml version="1.0"?>
-
-<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform">
-
-<xsl:param name="URI" select="''"/>
-
-<xsl:output method="xml"/>
-
-<xsl:template match="/">
-<stats for="{$URI}">
- <xsl:message>Computing max depth...</xsl:message>
- <max-depth>
- <xsl:call-template name="max-depth2"/>
- </max-depth>
- <xsl:message>Computing number of nodes...</xsl:message>
- <number-of-elements>
- <xsl:call-template name="number-of-elements"/>
- </number-of-elements>
- <number-of-text-nodes>
- <xsl:call-template name="number-of-text-nodes"/>
- </number-of-text-nodes>
- <number-of-blank-text-nodes>
- <xsl:call-template name="number-of-blank-text-nodes"/>
- </number-of-blank-text-nodes>
- <xsl:message>Computing number of leaves...</xsl:message>
- <number-of-leaves>
- <xsl:call-template name="number-of-leaves"/>
- </number-of-leaves>
-</stats>
-</xsl:template>
-
-<xsl:template name="number-of-elements">
- <xsl:value-of select="count(//*)"/>
-</xsl:template>
-
-<xsl:template name="number-of-text-nodes">
- <xsl:value-of select="count(//text())"/>
-</xsl:template>
-
-<xsl:template name="number-of-blank-text-nodes">
- <xsl:value-of select="count(//text()[normalize-space(.) = ''])"/>
-</xsl:template>
-
-<xsl:template name="number-of-leaves">
- <xsl:value-of select="count(//text()|//*[not(child::node())])"/>
-</xsl:template>
-
-<xsl:template name="max-depth-aux">
- <xsl:param name="nodes" select="/.."/>
- <xsl:param name="depth" select="0"/>
- <xsl:param name="DEPTH" select="0"/>
- <xsl:choose>
- <xsl:when test="$nodes">
- <xsl:variable name="head-depth">
- <xsl:call-template name="max-depth-aux">
- <xsl:with-param name="nodes" select="$nodes[1]/*"/>
- <xsl:with-param name="depth" select="$depth + 1"/>
- <xsl:with-param name="DEPTH" select="$DEPTH"/>
- </xsl:call-template>
- </xsl:variable>
- <xsl:variable name="NEW_DEPTH">
- <xsl:choose>
- <xsl:when test="$head-depth > $DEPTH">
- <xsl:value-of select="$head-depth"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$DEPTH"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:call-template name="max-depth-aux">
- <xsl:with-param name="nodes" select="$nodes[position() > 1]"/>
- <xsl:with-param name="depth" select="$depth"/>
- <xsl:with-param name="DEPTH" select="$NEW_DEPTH"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:choose>
- <xsl:when test="$depth > $DEPTH">
- <xsl:value-of select="$depth"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$DEPTH"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template name="max-depth">
- <xsl:call-template name="max-depth-aux">
- <xsl:with-param name="nodes" select="//node()"/>
- </xsl:call-template>
-</xsl:template>
-
-<xsl:template name="max-depth2-aux">
- <xsl:param name="nodes" select="/.."/>
- <xsl:param name="DEPTH" select="0"/>
- <xsl:choose>
- <xsl:when test="$nodes">
- <xsl:variable name="depth" select="count($nodes[1]/ancestor::*)"/>
- <xsl:variable name="NEW_DEPTH">
- <xsl:choose>
- <xsl:when test="$depth > $DEPTH">
- <xsl:value-of select="$depth"/>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$DEPTH"/>
- </xsl:otherwise>
- </xsl:choose>
- </xsl:variable>
- <xsl:call-template name="max-depth2-aux">
- <xsl:with-param name="nodes" select="$nodes[position() > 1]"/>
- <xsl:with-param name="DEPTH" select="$NEW_DEPTH"/>
- </xsl:call-template>
- </xsl:when>
- <xsl:otherwise>
- <xsl:value-of select="$DEPTH"/>
- </xsl:otherwise>
- </xsl:choose>
-</xsl:template>
-
-<xsl:template name="max-depth2">
- <xsl:call-template name="max-depth2-aux">
- <xsl:with-param name="nodes" select="//node()[not(child::node())]"/>
- </xsl:call-template>
-</xsl:template>
-
-</xsl:stylesheet>
-
+++ /dev/null
-#!/bin/sh
-DEST=stats_candidates
-DESTXML=$DEST.xml
-echo "<statistics>" >$DESTXML
-for i in `fgrep -v '#' CANDIDATI`; do
- SOURCE=`echo $i | tr ":/'" '_' `.gz
- ./stats.sh CICXML_NOBLANKS_NODTD/$SOURCE >>$DESTXML
-done
-echo "</statistics>" >>$DESTXML
-gzip $DESTXML
+++ /dev/null
-#!/bin/sh
-DEST=stats_candidates_c1
-DESTXML=$DEST.xml
-echo "<statistics>" >$DESTXML
-for i in `fgrep -v '#' CANDIDATI`; do
- SOURCE=`echo $i | tr ":/'" '_' `.gz
- ./stats.sh CONTENTNB/$SOURCE >>$DESTXML
-done
-echo "</statistics>" >>$DESTXML
-gzip $DESTXML
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-TIME=`~lpadovan/Luca-CVS/Projects/flea/tests/cic /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-TIME=`/usr/bin/xmllint --timing --valid --noout $1 2>&1 | fgrep "Parsing" | cut -d ' ' -f 3`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-cp /projects/helm/xml/dtd/cic.dtd /tmp
-TIME=`./parse/SAX2Print/SAX2Print -v=always /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-#!/bin/sh
-zcat $1 >/tmp/a
-cp /projects/helm/xml/dtd/cic.dtd /tmp
-TIME=`./parse/DOMCount/DOMCount -v=always /tmp/a`
-echo `fgrep $1 $2 | cut -d ' ' -f 2,3,4`" "$TIME
+++ /dev/null
-set terminal postscript color
-set key left box
-set label font "Helvetica,8"
-
-set output "parsing_validating_times_candidates.ps"
-plot "parsing_validating_times_xerces_sax2_candidates.txt" using 2:4 title "xerces sax2 parse+validate" with lines smooth bezier, \
- "parsing_validating_times_xerces_tree_candidates.txt" using 2:4 title "xerces tree parse+validate" with lines smooth bezier, \
- "parsing_validating_times_libxml2_tree_candidates.txt" using 2:4 title "libxml2 tree parse+validate" with lines smooth bezier, \
- "parsing_validating_times_flea_candidates.txt" using 2:4 title "flea parse+validate" with lines smooth bezier
-
-set output "validating_times_candidates.ps"
-plot "validating_times_xerces_sax2_candidates.txt" using 2:4 title "xerces sax2 validate" with lines smooth bezier, \
- "validating_times_xerces_tree_candidates.txt" using 2:4 title "xerces tree validate" with lines smooth bezier, \
- "validating_times_libxml2_tree_candidates.txt" using 2:4 title "libxml2 tree validate" with lines smooth bezier, \
- "validating_times_flea_candidates.txt" using 2:4 title "flea validate" with lines smooth bezier
-
+++ /dev/null
-\documentclass[11pt,epsf,a4wide]{article}
-\usepackage{latexsym, amssymb, amsfonts}
-\usepackage{graphicx}
-
-\addtolength{\topmargin}{-1.7cm}
-\addtolength{\oddsidemargin}{-1.5cm}
-\addtolength{\evensidemargin}{-1.5cm}
-\addtolength{\textwidth}{3cm}
-\addtolength{\textheight}{3.4cm}
-
-\def\mowgli{{\sc MoWGLI}}
-
-\title{A complex use case for XML-technology:\\
-\small{The European Project IST-2001-33562 MoWGLI}}
-\date{}
-\author{}
-
-\begin{document}
-\maketitle
-
-\thispagestyle{empty}
-
-\begin{abstract}
-The following paper contains the results of an extensive validation
-of XML-technology conducted during the last three years in the framework
-of the European Project IST-2001-33562 \mowgli.
-\end{abstract}
-
-\section{Introduction}
-The European Project IST-2001-33562 \mowgli, activated in march 2002 and
-lasting three years, aimed at the exploitation of semantic based
-techniques for mathematical knowledge management\cite{mkm03,mkm04},
-with particular
-emphasis on {\em web publishing}, {\em transformation} and {\em
-searching and retrieving} issues. \mowgli was based on an
-extensive use of XML-technology, aiming both at providing a
-major XML test-bench and at becoming an example of best-practice in its
-use.
-
-To grasp the dimension of the validation, we managed a
-repository of $tot$ fully structured xml-documents\footnote{Each document is
-piece of formal mathematics (a definition or a theorem), exported
-from the library of a well-known tool for the automatic support to formal
-reasoning: the Coq proof assistant} of very different sizes,
-spanning from very few elements to $tot$ gigabytes (for a total of
-$tot$ gigabytes). We wrote 13951 lines of XSLT (39 stylesheets)
-plus $13398$ additional lines ($21$ stylesheets) which are
-{\em automatically generated}
-starting from a very high-level
-xml description of mathematical notation\footnote{We also reused
-a stylesheet transforming MathML content to
-MathML presentation (4007 lines) developed at \dots.}. Each document
-in the repository has an associated RDF file mostly modeling, in addition
-to traditional Dublin-Core metadata, dependendy relations among the
-objects in the repository. This kind of metadata are automatically
-computed from the structured description of the object, and extensively
-used to improve both searching and browsing functionality (e.g. providing
-graphical descriptions of the dependency relations among the object in
-the repository).
-
-A lot of different tools have been tested during the development of
-the project covering most aspects of XML-technology.
-Our validation effort provided valuable feedback to many developers
-of these tools, both in the form of bug reports (abbiamo idea di quanti
-bug reports abbiamo redatto e della loro classificazionI? quanti cioe'
-gravi?) and suggestions for improvement (especially in performance).
-
-We also actively contributed to software development. In particular,
-let us mention the implementation of Gdome2 \cite{Gdome2}, a level2
-compliant DOM api written in C++ for the gnome programming environment,
-that was mostly developed and tuned within the framework of the
-\mowgli project, and GtkMathView (\cite{}), a rendering widget for
-MathML.
-
-Summing up, \mowgli has been a very intense project, explicitly aimed
-to {\em stress} XML-technology up to its very limit (and possibly a
-little beyond, as in the case of stylesheets). The following paper
-is just a report of our experience.
-
-Cenni sulla struttura del paper? Vediamo alla fine.
-
-
-\section{The repository}
-The aim of \mowgli was to test the feasibility of passing from a machine
-readable to a machine understandable encoding of mathematical information,
-and to explore the the new potentialities offered by such
-encoding.
-To this aim, we needed large collections of documents enriched with
-semantic markup, and the natural solution was to use one of the many
-interesting libraries of formalized mathematics already existent in
-the world; in particular, we used the library of the Coq Proof assistant,
-developed at INRIA Future.
-This gave us a pretty large ($tot$) repository of {\em fully structured}
-mathematical documents: the actual dtd contains {\em no textual elements
-at all}. As a matter of fact, text is the most typical example of
-information which is machine-readable but not machine understandable.
-By banishing text, we intentionally adopted (here, as in many other
-aspects of our project) an {\extreme} position, not as a phisolophical
-choice or commitment, but as a mere working hypothesis.
-
-The actual details of the DTD are not so relevant here. Let us just say
-that we had essentially two main classes of documents, characterized by
-the different nesting depth of the markup: {\b proof objects}
-(usually quite deep) and the corresponding {\b intermediate goals}
-(relatively flat, being collections of formulas).
-
-Anticipare il perche' dell'enfasi sulla profondita', se (come
-pensiamo) il comportamento risutla essere sensibile a questo
-fattore. Se non lo e', cassiamo direttamente il discorso
-profondita' (o semplicemnte diciamo che non sembra essere rilevante).
-
-Adesso mettiamo un po' di dati sulla libreria dimensione minima,
-media max dei files,
-idem per profondita' e larghezza.
-
-Cenni sul DTD? Spiegare se/perche' non abbiamo mai sentito bisogno
-di una schema?
-
-
-
-\begin{thebibliography}{}
-\bibitem{mkm03}A.Asperti, B.Buchberger, J.Davenport (eds).
-Proceedings of the Second International Conference on Mathematical
-Knowledge Management, MKM 2003. Bertinoro, Italy. LNCS, 2594.
-\bibitem{mkm04}A.Asperti, G.Bancerek, A.Trybulec (eds).
-Proceeding of the Third International Conference on
-Mathematical Knowledge Management, MKM 2004. Bialowieza, Poland. LNCS 3119.
-\bibitem{Gdome2} P. Casarini, L.Padovani. The Gnome DOM Engine.
-Markup Languages: Theory \& Practice, Vol. 3, Issue 2, pp. 173--190,
-ISSN 1099-6621, MIT Press, April 2002.
-\end{thebibliography}
-
-
-\end{document}
\ No newline at end of file
+++ /dev/null
-*.cm[iox] *.o proofChecker proofChecker.opt
+++ /dev/null
-BIN_DIR = /usr/local/bin
-REQUIRES = helm-cic_proof_checking http
-PREDICATES =
-OCAMLOPTIONS = -package "$(REQUIRES)" -predicates "$(PREDICATES)" -thread
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS) -g
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = ocamldep
-
-LIBRARIES = $(shell ocamlfind query -recursive -predicates "byte $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-LIBRARIES_OPT = $(shell ocamlfind query -recursive -predicates "native $(PREDICATES)" -format "%d/%a" $(REQUIRES))
-
-all: $(PROOFCHECKEROBJS) proofChecker
-opt: $(PROOFCHECKEROBJS:.cmo=.cmx) proofChecker.opt
-
-DEPOBJS = proofChecker.ml
-
-PROOFCHECKEROBJS = proofChecker.cmo
-
-depend:
- $(OCAMLDEP) $(DEPOBJS) > .depend
-
-proofChecker: $(PROOFCHECKEROBJS) $(LIBRARIES)
- $(OCAMLC) -linkpkg -o proofChecker $(PROOFCHECKEROBJS)
-
-proofChecker.opt: $(PROOFCHECKEROBJS:.cmo=.cmx) $(LIBRARIES_OPT)
- $(OCAMLOPT) -linkpkg -o proofChecker.opt $(PROOFCHECKEROBJS:.cmo=.cmx)
-
-.SUFFIXES: .ml .mli .cmo .cmi .cmx
-.ml.cmo: $(LIBRARIES)
- $(OCAMLC) -c $<
-.mli.cmi: $(LIBRARIES)
- $(OCAMLC) -c $<
-.ml.cmx: $(LIBRARIES_OPT)
- $(OCAMLOPT) -c $<
-
-clean:
- rm -f *.cm[iox] *.o proofChecker proofChecker.opt
-
-install:
- cp proofChecker proofChecker.opt $(BIN_DIR)
-
-uninstall:
- rm -f $(BIN_DIR)/proofChecker $(BIN_DIR)/proofChecker.opt
-
-.PHONY: install uninstall clean
-
-include .depend
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="proofchecker">
- <key name="port">58084</key>
- </section>
- <section name="getter">
- <key name="mode">remote</key>
- <key name="url">http://localhost:58081/</key>
- <!-- <key name="url">http://mowgli.cs.unibo.it:58081/</key> -->
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2002, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf;;
-
-let _ = Helm_registry.load_from "/projects/helm/etc/proofChecker.conf.xml";;
-
-let port = Helm_registry.get_int "proofchecker.port";;
-
-let (html_preamble, html_postamble) =
- ((fun uri ->
- (sprintf
-"<html>
-<head>
- <title>Proof-Checking %s</title>
-</head>
-<body bgcolor=\"white\">
-<h3>Proof-Checking %s:</h3>
-"
- uri uri)),
-("<h3>Done.</h3>
-</body>
-</html>
-END
-"))
-;;
-
-let bad_request outchan =
- printf "INVALID REQUEST !!!!!\n\n";
- flush stdout;
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- outchan;
- flush outchan
-;;
-
-let usage_string =
-"
-<html>
- <head>
- <title>ProofChecker's help message</title>
- </head>
- <body>
- <h1>ProofChecker</h1>
- <h2>Usage</h2>
- <p>
- Usage: <kbd>http://hostname:proofcheckerport/</kbd><em>command</em>
- </p>
- <p>
- Available commands:
- </p>
- <p>
- <b><kbd>help</kbd></b><br />
- display this help message
- </p>
- <p>
- <b><kbd>proofCheck?uri=uri</kbd></b><br />
- proof-checks the object whose URI is specified by <em>uri</em>
- </p>
- </body>
-</html>
-"
-;;
-
-let outchan = ref stderr;;
-
-let _ =
- HelmLogger.register_log_callback
- (fun ?append_NL msg ->
- output_string !outchan (HelmLogger.html_of_html_msg msg) ;
- flush !outchan)
-;;
-
-let callback (req : Http_types.request) outchan' =
- match req#path with
- | "/proofCheck" ->
- begin
- outchan := outchan' ;
- try
- let uri = req#param "uri" in
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan' ;
- Http_daemon.send_header "Content-type" "text/html" outchan' ;
- Http_daemon.send_CRLF outchan' ;
- printf "Request to proof-check \"%s\"..." uri;
- flush stdout;
- fprintf outchan' "%s" (html_preamble uri);
- flush outchan';
- (try
- ignore (CicTypeChecker.typecheck (UriManager.uri_of_string uri));
- with e ->
- fprintf outchan' "%s\n" (Printexc.to_string e);
- flush outchan');
- fprintf outchan' "%s" html_postamble;
- flush outchan';
- printf " done\n\n";
- flush stdout
- with Http_types.Param_not_found _ -> (* 'uri' argument not found *)
- bad_request outchan'
- end
- | "/help" ->
- Http_daemon.respond ~body:usage_string
- ~headers:["Content-Type", "text/html"] outchan'
- | req -> bad_request outchan'
-
-in
-
-printf "Proof Checker started and listening on port %d\n" port;
-flush stdout;
-CicEnvironment.set_trust (fun _ -> false);
-Http_daemon.start' ~port ~mode:`Fork callback ;
-printf "Proof Checker is terminating, bye!\n"
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- HELM: OLD URL OF SCHEMAS: VRP gives errors -->
-<!--<rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
- xmlns:rdfs="http://www.w3.org/2000/01/rdf-schema#"
-WRONG xmlns:dc="http://dublincore.org/2000/03/13-dces#"
-WRONG xmlns:eor="http://dublincore.org/2000/03/13-eor#"
-ADDED http://dublincore.org/2000/03/13-dcagent>-->
-
-<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dcqns 'http://www.cs.unibo.it/~schena/dcq#'>
- <!ENTITY eorns 'http://www.cs.unibo.it/~schena/eor#'>
- <!ENTITY dcagentns 'http://www.cs.unibo.it/~schena/13-dcagent#'>
- <!ENTITY dctypens 'http://www.cs.unibo.it/~schena/dctype#'>
- ]>
-
-<rdf:RDF xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:dcq="&dcqns;"
- xmlns:eor="&eorns;"
- xmlns:dct="&dctypens;">
-
-<!-- Description of Schema -->
-
-<eor:Schema rdf:about="&dcagentns;">
- <!-- dumb down rule... use rdf:value for a simple default name -->
- <rdf:value>The Dublin Core Agent Core Vocabulary</rdf:value>
- <dc:title>The Dublin Core Agent Core Vocabulary</dc:title>
- <dc:creator>The Dublin Core Metadata Initiative</dc:creator>
- <dc:description>The Dublin Core metadata vocabulary is a simple vocabulary
- intended to facilitate the discovery and description of agents.</dc:description>
- <dc:language>English</dc:language>
- <dc:date>2000-03-13</dc:date>
-</eor:Schema>
-
-<!-- HELM: added # to every internal resource reference
- every eor:note is eor:comment -->
-
-<!-- Begin: Agent Declaration -->
-
-<!-- addition DC Vocabulary range declarations -->
-<!-- HELM: Here we want to constraint an external property to a particular
-range. VRP gives a Warning when (extending or modifying) constraining the
-range of a property defined in another schema. -->
-<!-- (NOTE: rdf:about was rdf:ID)
-<rdf:Description rdf:about = "&dcns;contributor">
- <rdfs:range rdf:resource = "Agent" />
-</rdf:Description>
-
-<rdf:Description rdf:about = "&dcns;creator">
- <rdfs:range rdf:resource = "Agent" />
-</rdf:Description>
-
-<rdf:Description rdf:about = "&dcns;publisher">
- <rdfs:range rdf:resource = "Agent" />
-</rdf:Description>-->
-
-
-<!-- Class declaration -->
-
-<rdfs:Class rdf:ID = "Agent">
- <rdfs:label>Agent</rdfs:label>
- <rdfs:comment>An agent</rdfs:comment>
-<!-- HELM: now Resource is DCMIType
-<rdfs:subClassOf rdf:resource = "http://dublincore.org/2000/03/13-dctype#Resource" />-->
- <rdfs:subClassOf rdf:resource = "&dctypens;DCMIType" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "Person">
- <rdfs:label>Person</rdfs:label>
- <rdfs:comment>An individual human.</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "Organization">
- <rdfs:label>Organization</rdfs:label>
- <rdfs:comment>A group that that acts as an agent. Typical examples of organizations are associations, institutions, business firms, nonprofit enterprises, governments, government agencies, cultural groups, and religious bodies.</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "Event">
- <rdfs:label>Event</rdfs:label>
- <rdfs:comment>A non-persistent and time-based activity that acts as an agent. Typical examples of events are conferences, conventions, meetings, exhibitions, expositions ,festivals, athletic contests, workshops, and expeditions.</rdfs:comment>
- <eor:comment>Name change and relation defined due to overlap with Event declaration from dc:type work... not sure how best to handle this... </eor:comment>
- <rdfs:subClassOf rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "Object">
- <rdfs:label>Object</rdfs:label>
- <rdfs:comment>A device that acts as an agent. Typical examples of objects are mechanical instruments, electronic services, non-human entities, and appliances.</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<!-- Properties associated with Classes -->
-
-<rdf:Property rdf:ID = "agentName">
- <rdfs:label>Agent Name</rdfs:label>
- <rdfs:comment>The formal or common name of the Agent</rdfs:comment>
- <eor:comment>Typically, this would be the name which is used to refer to the Agent. The Family Name First Encoding Value Qualifier may also be used to express the order of the components of the Name. Vocabularies of Names may also be used as values for this qualifier. </eor:comment>
- <rdfs:domain rdf:resource = "#Agent" />
- <rdfs:range rdf:resource = "#NameScheme" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdf:Property>
-
-<!-- Encoding Scheme declarations for Name -->
-
-<rdfs:Class rdf:ID = "NameScheme">
- <rdfs:label>Name Encoding Schemes</rdfs:label>
- <rdfs:comment>A set of name encoding schemes and/or formats.</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "FNF">
- <rdfs:label>DCMI Family Name First</rdfs:label>
- <rdfs:comment>The DCMI encoding rule in which the family name of the Agent appears first, followed by a comma, then all other names.</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#NameScheme" />
- <rdfs:seeAlso rdf:resource = "http://www.mailbase.ac.uk/lists/dc-agents/files/wd-agent-qual.html" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdfs:Class>
-
-
-<!-- Agent Affiliation -->
-
-<rdf:Property rdf:ID = "agentAffiliation">
- <rdfs:label>Agent Affiliation</rdfs:label>
- <rdfs:comment>The organization with which the named Agent was associated when involved with the resource</rdfs:comment>
- <rdfs:domain rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdf:Property>
-
-<!-- Agent Indetifier -->
-
-<rdf:Property rdf:ID = "agentID">
- <rdfs:label>Agent Identifier</rdfs:label>
- <rdfs:comment>An unambiguous reference to the named Agent within a given context.</rdfs:comment>
- <eor:comment>Recommended best practice is to identify the named Agent
-by means of a string or number conforming to a formal identification
-system. The recommended Encoding Value Qualifier is the Uniform
-Resource Identifier. In some cases, the Agent Identifier may provide
-or lead to more information about the named Agent.</eor:comment>
- <eor:comment>This seems very wrong to me... again this seems like a syntactic mechansim for uniqly identifying some resource... this requirement is neccessary for all resource description and should be common (e.g. RDF)</eor:comment>
- <rdfs:domain rdf:resource = "#Agent" />
- <rdfs:range rdf:resource = "&dcqns;IdentifierScheme" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdf:Property>
-
-<!-- Agent Type -->
-
-<rdf:Property rdf:ID = "agentType">
- <rdfs:label>Agent Type</rdfs:label>
- <rdfs:comment>The type of the entity for the named Agent.</rdfs:comment>
- <eor:comment>The values are defined in the DC Agent Type vocabulary (referred to as DCAT1) which is maintained by the DCMI. Other terms may be used but are not recommended.</eor:comment>
- <rdfs:domain rdf:resource = "#Agent" />
- <rdfs:isDefinedBy rdf:resource = "&dcagentns;" />
-</rdf:Property>
-
-
-<!-- End: Agent Declaration -->
-
-</rdf:RDF>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- HELM: OLD URL OF SCHEMAS: VRP gives errors -->
-<!--<rdf:RDF xml:lang="en"
- xmlns:rdf = "http://www.w3.org/1999/02/22-rdf-syntax-ns#"
- xmlns:rdfs = "http://www.w3.org/2000/01/rdf-schema#"
- xmlns:eor = "http://dublincore.org/2000/03/13-eor#"
- xmlns:dc = "http://dublincore.org/2000/03/13-dces#"
-ADDED xmlns:euler = "http://wip.dublincore.org/2000/11/21-euler#"
-ADDED xmlns:dcag = "http://dublincore.org/2000/03/13-dcagent#">-->
-
-<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY eorns 'http://www.cs.unibo.it/~schena/eor#'>
- <!ENTITY dcagentns 'http://www.cs.unibo.it/~schena/13-dcagent#'>
- <!ENTITY eulerns 'http://www.cs.unibo.it/~schena/21-euler#'>
- ]>
-
-<rdf:RDF xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:eor="&eorns;"
- xmlns:dcag="&dcagentns;">
-
-<!-- Description of Schema -->
-
-<eor:Schema rdf:about="&eulerns;">
- <rdf:value>The EULER namespace v1.0</rdf:value>
- <dc:title>The EULER namespace v1.0</dc:title>
- <dc:creator> Manjula Patel </dc:creator>
- <dc:creator> Eric Miller </dc:creator>
- <dc:publisher>The SCHEMAS Project</dc:publisher>
- <dc:description>Semantic declarations for supporting EULER</dc:description>
- <dc:language>English</dc:language>
- <dc:date>2000-11-21</dc:date>
-</eor:Schema>
-
-<!-- HELM: added # to every internal resource reference -->
-
-<!-- Note: I (emiller@oclc.org ) would suggests *not* modeling
-personal & corporate more along the lines of
-http://dublincore.org/2000/03/13-agents in terms of the entity
-declarations and http://dublincore.org/2000/03/13-marcrel in terms of
-the extra relationships between information resources and agent
-resources... I'll try and model this both ways, but given the time
-contraints, I'm going to start with the simpler and more interoperable
-way... -->
-
-<!-- in this case, EULER simply declares an additional encoding scheme for "names" -->
-
-<rdfs:Class rdf:ID = "CityName">
- <rdfs:label>City and Name Encoding</rdfs:label>
- <rdfs:comment>The EULER encoding rule of the following format - City [(Country)]: Name</rdfs:comment>
-<!-- HELM: 1) wrong URI
- 2) NameScheme Class doesn't exist in dcq!
-<rdfs:subClassOf rdf:resource = "http://dublincore.org/2000/03/13-dcq#NameScheme" />-->
- <rdfs:subClassOf rdf:resource = "&dcagentns;NameScheme" />
-<!-- HELM: wrong definition URI
-<rdfs:isDefinedBy rdf:resource = "http://dublincore.org/2000/03/13-dcagent" />-->
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-
-<rdf:Property rdf:ID="x-carrier">
- <rdfs:label>Physical Carrier</rdfs:label>
- <rdfs:comment>Physical carrier of information. The reason for
-applying this EULER-invented sub-field is that the end-user should be able to
-conclude if the resource described in the bibliographic record (displayed in the
-hitlist) is available online or not. Example: book (= paper) -is the physical
-description (compared to monograph which is an entity, irrespective of how it is
-'delivered', in a printed version (paper) or in a file). The physical
-[...] manifestation of the resource. Typically, Format may include the
-media-type or dimensions of the resource. Format may be used to determine the
-software, hardware or other equipment needed to display or operate the
-resource. Examples of dimensions include size and duration.</rdfs:comment>
- <rdfs:range rdf:resource = "#CarrierTypes" />
-<!-- HELM: 1) wrong URI
- 2) format doesn't exist in dcq!
-<rdfs:subPropertyOf rdf:resource = "http://dublincore.org/2000/03/13-dcq#format" /> -->
- <rdfs:subPropertyOf rdf:resource = "&dcns;format" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdfs:Class rdf:ID = "CarrierTypes">
- <rdfs:label>Carrier Types</rdfs:label>
- <rdfs:comment>Types of EULER Carriers</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID = "PrintedMaterial">
- <rdfs:label>printed material</rdfs:label>
- <rdfs:comment>printed material</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="HandWrittenMaterial">
- <rdfs:label>hand-written material</rdfs:label>
- <rdfs:comment>hand-written material</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;"/>
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="CDROM">
- <rdfs:label>cdrom</rdfs:label>
- <rdfs:comment>cdrom</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="DVD">
- <rdfs:label>dvd</rdfs:label>
- <rdfs:comment>dvd</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Slide">
- <rdfs:label>(dia)slide</rdfs:label>
- <rdfs:comment>(dia)slide</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Diskette">
- <rdfs:label>diskette</rdfs:label>
- <rdfs:comment>diskette</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;"/>
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Film">
- <rdfs:label>film</rdfs:label>
- <rdfs:comment>film</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Audio">
- <rdfs:label>audio</rdfs:label>
- <rdfs:comment>audio</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Microfiche">
- <rdfs:label>microfiche</rdfs:label>
- <rdfs:comment>microfiche</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Microfilm">
- <rdfs:label>microfilm</rdfs:label>
- <rdfs:comment>microfilm</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Video">
- <rdfs:label>video</rdfs:label>
- <rdfs:comment>video</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Object">
- <rdfs:label>object</rdfs:label>
- <rdfs:comment>object</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="Internet">
- <rdfs:label>internet</rdfs:label>
- <rdfs:comment>internet</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:ID="MediaCombination">
- <rdfs:label>media combination</rdfs:label>
- <rdfs:comment>media combination</rdfs:comment>
- <rdfs:subClassOf rdf:resource = "#CarrierTypes" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdfs:Class>
-
-
-<rdf:Property rdf:ID="x-metadata-created">
- <rdfs:label>Metadata Creation Date</rdfs:label>
- <rdfs:comment>Date of the creation of the original metadata record.
- YYYY=Year, MM=month, DD=day. Use "01" for unknown MM or DD. Useful for
- SDI services</rdfs:comment>
-<!-- HELM: 1) wrong URI
- 2) date doesn't exist in dcq!
-<rdfs:subPropertyOf rdf:resource = "http://dublincore.org/2000/03/13-dcq#date" />-->
- <rdfs:subPropertyOf rdf:resource = "&dcns;date" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="identifier">
- <rdfs:label>EULER identifier</rdfs:label>
- <rdfs:comment>An unambiguous reference to the resource within a given
-context: The purpose of this field is to identify the resource in other
-ways than those provided by the other fields. This can be serial name, page-,
-issue- or volume-numbers for journal articles or similar. (Can be used
-differently in different databases, e.g. ISO 4-1984) </rdfs:comment>
-<!-- HELM: 1) wrong URI
- 2) identifier doesn't exist in dcq!
-<rdfs:subPropertyOf rdf:resource = "http://dublincore.org/2000/03/13-dcq#identifier" />-->
- <rdfs:subPropertyOf rdf:resource = "&dcns;identifier" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="fullText">
- <rdfs:label>Full Text</rdfs:label>
- <rdfs:comment>The fulltext of web-pages and other resources available as a whole</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="eventLocation">
- <rdfs:label>Event location</rdfs:label>
- <rdfs:comment>Location of event for/at which the resource described in the record was
-created</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="eventDate">
- <rdfs:label>Event Date</rdfs:label>
- <rdfs:comment>Date of event for/at which the resource described in the record was created</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="eventName">
- <rdfs:label>Event Name</rdfs:label>
- <rdfs:comment>Name of event where document was created</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="recordSource">
- <rdfs:label>Record Source</rdfs:label>
- <rdfs:comment>The source for the record i.e. describes which information
- provider has delivered the record.
- </rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="recordSourceIdentifier">
- <rdfs:label>Record Source URL</rdfs:label>
- <rdfs:comment>Identifier of source record for the description delivered in EULER. URL
- pointing back to the original record at information providers' site. </rdfs:comment>
-<!-- HELM: 1) wrong URI
- 2) source doesn't exist in dcq!
-<rdfs:subPropertyOf rdf:resource = "http://dublincore.org/2000/03/13-dcq#source" />-->
- <rdfs:subPropertyOf rdf:resource = "&dcns;source" />
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="recordCreator">
- <rdfs:label>Record Creator</rdfs:label>
- <rdfs:comment>Creator of the record (describing the resource), e.g. a reviewer</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="delivery">
- <rdfs:label>Address for delivery information</rdfs:label>
- <rdfs:comment>Meant to give the URL to the library where the resource described in the
-record can be acquired. (Pointer to online-order forms etc.)</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-<rdf:Property rdf:ID="deliveryDescription">
- <rdfs:label>Additional retrieve/delivery information</rdfs:label>
- <rdfs:comment>Additional information that a user and a local library need to
-retrieve/deliver the resource described in the record. </rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&eulerns;" />
-</rdf:Property>
-
-</rdf:RDF>
+++ /dev/null
-<?xml version="1.0"?>
-<!--<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://purl.org/dc/elements/1.1/'>
- <!ENTITY dctermsns 'http://purl.org/dc/terms/'>
- ]>-->
-
-<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dctermsns 'http://www.cs.unibo.it/~schena/dcq#'>
- ]>
-
-<rdf:RDF xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:dcterms="&dctermsns;">
-
-<rdf:Description rdf:about="http://dublincore.org/documents/dces/">
- <dc:title xml:lang="en-US">Dublin Core Metadata Element Set, Version 1.1: Reference Description</dc:title>
-</rdf:Description>
-
-
-
-<rdf:Description rdf:about="&dcns;">
- <dc:title xml:lang="en-US">The Dublin Core Element Set v1.1 namespace providing access to it's content by means of an RDF Schema</dc:title>
- <dc:publisher xml:lang="en-US">The Dublin Core Metadata Initiative</dc:publisher>
- <dc:description xml:lang="en-US"> The Dublin Core Element Set v1.1 namespace provides URIs for the Dublin Core Elements v1.1. Entries are declared using RDF Schema language to support RDF applications. </dc:description>
- <dc:language xml:lang="en-US">English</dc:language>
- <dcterms:issued>1999-07-02</dcterms:issued>
- <dcterms:modified>2002-05-22</dcterms:modified>
- <dc:source rdf:resource="http://dublincore.org/documents/dces/"/>
- <dc:source rdf:resource="http://dublincore.org/usage/decisions/"/>
- <dcterms:isReferencedBy rdf:resource="http://www.dublincore.org/documents/2001/10/26/dcmi-namespace/"/>
- <dcterms:isRequiredBy rdf:resource="http://purl.org/dc/terms/"/>
- <dcterms:isReferencedBy rdf:resource="http://purl.org/dc/dcmitype/"/>
-</rdf:Description>
-
-<rdf:Property rdf:about = "&dcns;title">
- <rdfs:label xml:lang="en-US">Title</rdfs:label>
- <rdfs:comment xml:lang="en-US">A name given to the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Typically, a Title will be a name by which the resource is formally known.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;contributor">
- <rdfs:label xml:lang="en-US">Contributor</rdfs:label>
- <rdfs:comment xml:lang="en-US">An entity responsible for making contributions to the content of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Examples of a Contributor include a person, an organisation, or a service. Typically, the name of a Contributor should be used to indicate the entity.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;creator">
- <rdfs:label xml:lang="en-US">Creator</rdfs:label>
- <rdfs:comment xml:lang="en-US">An entity primarily responsible for making the content of the resource.</rdfs:comment>
- <dc:description>Examples of a Creator include a person, an organisation, or a service. Typically, the name of a Creator should be used to indicate the entity.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;publisher">
- <rdfs:label xml:lang="en-US">Publisher</rdfs:label>
- <rdfs:comment xml:lang="en-US">An entity responsible for making the resource available.</rdfs:comment>
- <dc:description xml:lang="en-US"> Examples of a Publisher include a person, an organisation, or a service. Typically, the name of a Publisher should be used to indicate the entity.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;subject">
- <rdfs:label xml:lang="en-US">Subject and Keywords</rdfs:label>
- <rdfs:comment xml:lang="en-US">The topic of the content of the resource.
- </rdfs:comment>
- <dc:description xml:lang="en-US">Typically, a Subject will be expressed as keywords, key phrases or classification codes that describe a topic of the resource. Recommended best practice is to select a value from a controlled vocabulary or formal classification scheme.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;description">
- <rdfs:label xml:lang="en-US">Description</rdfs:label>
- <rdfs:comment xml:lang="en-US">An account of the content of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Description may include but is not limited to: an abstract, table of contents, reference to a graphical representation of content or a free-text account of the content.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;date">
- <rdfs:label xml:lang="en-US">Date</rdfs:label>
- <rdfs:comment xml:lang="en-US">A date associated with an event in the life cycle of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Typically, Date will be associated with the creation or availability of the resource. Recommended best practice for encoding the date value is defined in a profile of ISO 8601 [W3CDTF] and follows the YYYY-MM-DD format.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-
-<rdf:Property rdf:about="&dcns;type">
- <rdfs:label xml:lang="en-US">Resource Type</rdfs:label>
- <rdfs:comment xml:lang="en-US">The nature or genre of the content of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Type includes terms describing general categories, functions, genres, or aggregation levels for content. Recommended best practice is to select a value from a controlled vocabulary (for example, the list of Dublin Core Types). To describe the physical or digital manifestation of the resource, use the FORMAT element.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:references rdf:resource="http://purl.org/dc/dcmitype/"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-<rdf:Property rdf:about="&dcns;format">
- <rdfs:label xml:lang="en-US">Format</rdfs:label>
- <rdfs:comment xml:lang="en-US">The physical or digital manifestation of the
- resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Typically, Format may include the media-type or dimensions of the resource. Format may be used to determine the software, hardware or other equipment needed to display or operate the resource. Examples of dimensions include size and duration. Recommended best practice is to select a value from a controlled vocabulary (for example, the list of Internet Media Types defining computer media formats).</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;identifier">
- <rdfs:label>Resource Identifier</rdfs:label>
- <rdfs:comment xml:lang="en-US">An unambiguous reference to the resource within a given context.</rdfs:comment>
- <dc:description xml:lang="en-US">Recommended best practice is to identify the resource by means of a string or number conforming to a formal identification system. Example formal identification systems include the Uniform Resource Identifier (URI) (including the Uniform Resource Locator (URL)), the Digital Object Identifier (DOI) and the International Standard Book Number (ISBN).</dc:description>
- <rdfs:isDefinedBy rdf:resource = "&dcns;" />
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;language">
- <rdfs:label xml:lang="en-US">Language</rdfs:label>
- <rdfs:comment xml:lang="en-US">A language of the intellectual content of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US"> Recommended best practice is to use RFC 3066 [RFC30 66], which, in conjunction with ISO 639 [ISO639], defines two- and three-letter primary language tags with optional subtags. Examples include "en" or "eng" for English, "akk" for Akkadian, and "en-GB" for English used in the United Kingdom. </dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
- <dcterms:modified>2001-05-21</dcterms:modified>
- <rdfs:seeAlso
- rdf:resource="http://www.dublincore.org/usage/decisions/#2001.04"/>
-</rdf:Property>
-
-
-
-
-<rdf:Property rdf:about="&dcns;relation">
- <rdfs:label xml:lang="en-US">Relation</rdfs:label>
- <rdfs:comment xml:lang="en-US">A reference to a related resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Recommended best practice is to reference the resource by means of a string or number conforming to a formal identification system.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;source">
- <rdfs:label xml:lang="en-US">Source</rdfs:label>
- <rdfs:comment xml:lang="en-US">A Reference to a resource from which the present resource is derived.</rdfs:comment>
- <dc:description xml:lang="en-US">The present resource may be derived from the Source resource in whole or in part. Recommended best practice is to reference the resource by means of a string or number conforming to a formal identification system.</dc:description>
- <rdfs:isDefinedBy rdf:resource = "&dcns;" />
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-
-<rdf:Property rdf:about="&dcns;coverage">
- <rdfs:label xml:lang="en-US">Coverage</rdfs:label>
- <rdfs:comment xml:lang="en-US">The extent or scope of the content of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Coverage will typically include spatial location (a place name or geographic coordinates), temporal period (a period label, date, or date range) or jurisdiction (such as a named administrative entity). Recommended best practice is to select a value from a controlled vocabulary (for example, the Thesaurus of Geographic Names [TGN]) and that, where appropriate, named places or time periods be used in preference to numeric identifiers such as sets of coordinates or date ranges.</dc:description>
- <rdfs:isDefinedBy rdf:resource = "&dcns;" />
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-
-<rdf:Property rdf:about="&dcns;rights">
- <rdfs:label xml:lang="en-US">Rights Management</rdfs:label>
- <rdfs:comment xml:lang="en-US">Information about rights held in and over the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">Typically, a Rights element will contain a rights management statement for the resource, or reference a service providing such information. Rights information often encompasses Intellectual Property Rights (IPR), Copyright, and various Property Rights. If the Rights element is absent, no assumptions can be made about the status of these and other rights with respect to the resource.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dcns;"/>
- <dcterms:issued>1999-07-02</dcterms:issued>
-</rdf:Property>
-
-
-</rdf:RDF>
+++ /dev/null
-<?xml version="1.0"?>
-<!--<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://purl.org/dc/elements/1.1/'>
- <!ENTITY dctermsns 'http://purl.org/dc/terms/'>
- <!ENTITY dctypens 'http://purl.org/dc/dcmitype/'>
- ]>-->
-
- <!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dctermsns 'http://www.cs.unibo.it/~schena/dcq#'>
- <!ENTITY dctypens 'http://www.cs.unibo.it/~schena/dctype#'>
- ]>
-
- <rdf:RDF
- xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:dcterms="&dctermsns;"
- xmlns:dctype="&dctypens;">
-
-
-<rdf:Description rdf:about="&dctermsns;">
- <dc:title xml:lang="en-US">The Dublin Core Terms Namespace providing access to it's content by means of an RDF Schema.</dc:title>
- <dc:publisher xml:lang="de">The Dublin Core Metadata Initiative</dc:publisher>
- <dc:description xml:lang="en-US"> The Dublin Core Terms namespace provides URIs for the Dublin Core Element Set Qualifier Vocabulary. Vocabulary terms are declared using RDF Schema language to support RDF applications. The Dublin Core qualifiers form a richer vocabulary, which is intended to facilitate discovery of resources. It will be updated according to dc-usage decisions.</dc:description>
- <dc:language xml:lang="en-US">English</dc:language>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:modified>2002-05-24</dcterms:modified>
- <dc:source
- rdf:resource="http://www.dublincore.org/documents/2000/07/11/dcmes-qualifiers/"/>
- <dc:source rdf:resource="http://www.dublincore.org/usage/decisions/"/>
- <dcterms:requires rdf:resource="http://purl.org/dc/elements/1.1/"/>
- <dcterms:references rdf:resource="http://purl.org/dc/dcmitype/"/>
-</rdf:Description>
-
-
-<rdf:Description
- rdf:about="http://www.dublincore.org/documents/2000/07/11/dcmes-qualifiers/">
- <dc:title xml:lang="en-US">Dublin Core Qualifiers</dc:title>
-</rdf:Description>
-
-
-<rdf:Description rdf:about="http://www.dublincore.org/usage/decisions/">
- <dc:title xml:lang="en-US">DCMI Usage Board decisions</dc:title>
-</rdf:Description>
-
-
- <rdf:Property rdf:about="&dctermsns;alternative">
- <rdfs:label xml:lang="en-US">Alternative</rdfs:label>
- <rdfs:comment xml:lang="en-US">Any form of the title used as a substitute or alternative to the formal title of the resource.</rdfs:comment>
- <dc:description xml:lang="en-US">This qualifier can include Title abbreviations as well as translations.</dc:description>
- <rdfs:subPropertyOf rdf:resource="&dcns;title"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
-
- <rdfs:Class rdf:about="&dctermsns;SubjectScheme">
- <rdfs:label xml:lang="en-US">Subject Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of subject encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:references rdf:resource="&dcns;subject"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdfs:Class>
-
- <dcterms:SubjectScheme rdf:about="&dctermsns;LCSH">
- <rdfs:label xml:lang="en-US">LCSH</rdfs:label>
- <rdfs:comment xml:lang="en-US">Library of Congress Subject Headings</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SubjectScheme>
-
- <dcterms:SubjectScheme rdf:about="&dctermsns;LCC">
- <rdfs:label xml:lang="en-US">LCC</rdfs:label>
- <rdfs:comment xml:lang="en-US">Library of Congress Classifications</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class" />
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso
- rdf:resource="http://lcweb.loc.gov/catdir/cpso/lcco/lcco.html"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SubjectScheme>
-
- <dcterms:SubjectScheme rdf:about="&dctermsns;DDC">
- <rdfs:label xml:lang="en-US">DDC</rdfs:label>
- <rdfs:comment xml:lang="en-US">Dewey Decimal Classification</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso rdf:resource="http://www.oclc.org/dewey/index.htm" />
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SubjectScheme>
-
- <dcterms:SubjectScheme rdf:about="&dctermsns;UDC">
- <rdfs:label xml:lang="en-US">UDC</rdfs:label>
- <rdfs:comment xml:lang="en-US">Universal Decimal Classification</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso rdf:resource="http://www.udcc.org/"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SubjectScheme>
-
- <dcterms:SubjectScheme rdf:about="&dctermsns;MESH">
- <rdfs:label xml:lang="en-US">MeSH</rdfs:label>
- <rdfs:comment xml:lang="en-US">Medical Subject Headings</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso rdf:resource="http://www.nlm.nih.gov/mesh/meshhome.html"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SubjectScheme>
-
-
- <rdf:Property rdf:about="&dctermsns;abstract">
- <rdfs:label xml:lang="en-US">Abstract</rdfs:label>
- <rdfs:comment xml:lang="en-US">A summary of the content of the resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;description"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;tableOfContents">
- <rdfs:label xml:lang="en-US">Table Of Contents</rdfs:label>
- <rdfs:comment xml:lang="en-US">A list of subunits of the content of the resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;description"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
-
- <rdf:Property rdf:about="&dctermsns;created">
- <rdfs:label xml:lang="en-US">Created</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date of creation of the resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;issued">
- <rdfs:label xml:lang="en-US">Issued</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date of formal issuance (e.g., publication) of the resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;modified">
- <rdfs:label xml:lang="en-US">Modified</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date on which the resource was changed</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;valid">
- <rdfs:label xml:lang="en-US">Valid</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date (often a range) of validity of a resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;available">
- <rdfs:label xml:lang="en-US">Available</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date (often a range) that the resource will become or did become available.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
-
-
-
- <rdfs:Class rdf:about="&dctermsns;DateScheme">
- <rdfs:label xml:lang="en-US">Date Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of date encoding schemes and/or formats </rdfs:comment>
- <dcterms:references rdf:resource="&dcns;date"/>
- <dcterms:references rdf:resource="&dctermsns;temporal"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdfs:Class>
-
- <dcterms:DateScheme rdf:about="&dctermsns;W3CDTF">
- <rdfs:label xml:lang="en-US">W3C-DTF</rdfs:label>
- <rdfs:comment xml:lang="en-US">W3C Encoding rules for dates and times - a profile based on ISO8601 </rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdf:type rdf:resource="&dctermsns;TemporalScheme"/>
- <rdfs:seeAlso rdf:resource="http://www.w3.org/TR/NOTE-datetime"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DateScheme>
-
- <dcterms:DateScheme rdf:about="&dctermsns;Period">
- <rdfs:label xml:lang="en-US">DCMI Period</rdfs:label>
- <rdfs:comment xml:lang="en-US">A specification of the limits of a time interval.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdf:type rdf:resource="&dctermsns;TemporalScheme"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/documents/2000/07/28/dcmi-period/"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DateScheme>
-
-
-
-
-
-
- <rdf:Property rdf:about="&dctermsns;extent">
- <rdfs:label xml:lang="en-US">Extent</rdfs:label>
- <rdfs:comment xml:lang="en-US">The size or duration of the resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;format"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;medium">
- <rdfs:label xml:lang="en-US">Medium</rdfs:label>
- <rdfs:comment xml:lang="en-US">The material or physical carrier of the resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;format"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
-
-
-
- <rdfs:Class rdf:about="&dctermsns;FormatScheme">
- <rdfs:label xml:lang="en-US">Format Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of format encoding schemes.</rdfs:comment>
- <dcterms:references rdf:resource="&dcns;format"/>
- <rdfs:isDefinedBy rdf:resource ="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdfs:Class>
-
- <dcterms:FormatScheme rdf:about="&dctermsns;IMT">
- <rdfs:label xml:lang="en-US">IMT</rdfs:label>
- <rdfs:comment xml:lang="en-US">The Internet media type of the resource</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso
- rdf:resource="http://www.isi.edu/in-notes/iana/assignments/media-types/media-types"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:FormatScheme>
-
-
-
-
-
-
- <rdfs:Class rdf:about="&dctermsns;LanguageScheme">
- <rdfs:label xml:lang="en-US">Language Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of language encoding schemes and/or formats.</rdfs:comment>
- <dcterms:references rdf:resource="&dcns;language"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdfs:Class>
-
-
- <dcterms:LanguageScheme rdf:about="&dctermsns;RFC1766">
- <rdfs:label xml:lang="en-US">RFC1766</rdfs:label>
- <rdfs:comment xml:lang="en-US">Internet RFC 1766 'Tags for the identification of Language' specifies a two letter code taken from ISO 639, followed optionally by a two letter country code taken from ISO 3166. </rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso rdf:resource="http://www.ietf.org/rfc/rfc1766.txt"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:LanguageScheme>
-
- <dcterms:LanguageScheme rdf:about="&dctermsns;ISO639-2">
- <rdfs:label xml:lang="en-US">ISO 639-2</rdfs:label>
- <rdfs:comment xml:lang="en-US">ISO 639-2: Codes for the representation of names of languages.</rdfs:comment>
-<!-- ERROR: namespace <rdf:type rdf:resource="&rdfns;Class"/> -->
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso
- rdf:resource="http://www.loc.gov/standards/iso639-2/langhome.html"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:LanguageScheme>
-
- <rdf:Property rdf:about="&dctermsns;isPartOf">
- <rdfs:label xml:lang="en-US">Is Part Of</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is a physical or logical part of the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;hasPart">
- <rdfs:label xml:lang="en-US">Has Part</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource includes the referenced resource either physically or logically.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;isVersionOf">
- <rdfs:label xml:lang="en-US">Is Version Of</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is a version, edition, or adaptation of the referenced resource. Changes in version imply substantive changes in content rather than differences in format.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;hasVersion">
- <rdfs:label xml:lang="en-US">Has Version</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource has a version, edition, or adaptation, namely, the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;isFormatOf">
- <rdfs:label xml:lang="en-US">Is Format Of</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is the same intellectual content of the referenced resource, but presented in another format.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;hasFormat">
- <rdfs:label xml:lang="en-US">Has Format</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource pre-existed the referenced resource, which is essentially the same intellectual content presented in another format.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;" />
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;references">
- <rdfs:label xml:lang="en-US">References</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource references, cites, or otherwise points to the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource = "&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;isReferencedBy">
- <rdfs:label xml:lang="en-US">Is Referenced By</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is referenced, cited, or otherwise pointed to by the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;requires">
- <rdfs:label xml:lang="en-US">Requires</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource requires the referenced resource to support its function, delivery, or coherence of content.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;isRequiredBy">
- <rdfs:label xml:lang="en-US">Is Required By</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is required by the referenced resource, either physically or logically.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;replaces">
- <rdfs:label xml:lang="en-US">Replaces</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource supplants, displaces, or supersedes the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;isReplacedBy">
- <rdfs:label xml:lang="en-US">Is Replaced By</rdfs:label>
- <rdfs:comment xml:lang="en-US">The described resource is supplanted, displaced, or superceded by the referenced resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;conformsTo">
- <rdfs:label xml:lang="en-US">conforms to</rdfs:label>
- <rdfs:comment xml:lang="en-US">A reference to an established standard to which the resource conforms.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2001-05-21</dcterms:issued>
- <rdfs:seeAlso
- rdf:resource="http://www.dublincore.org/usage/decisions/#2001.01"/>
- </rdf:Property>
-
-
- <rdf:Property rdf:about="&dctermsns;spatial">
- <rdfs:label xml:lang="en-US">Spatial</rdfs:label>
- <rdfs:comment xml:lang="en-US">Spatial characteristics of the intellectual content of the resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;coverage"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;temporal">
- <rdfs:label xml:lang="en-US">Temporal</rdfs:label>
- <rdfs:comment xml:lang="en-US">Temporal characteristics of the intellectual content of the resource.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;coverage"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdf:Property>
-
-
-
-
- <rdfs:Class rdf:about="&dctermsns;SpatialScheme">
- <rdfs:label xml:lang="en-US">Place Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of geographic place encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:references rdf:resource="&dctermsns;spatial"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </rdfs:Class>
-
- <dcterms:SpatialScheme rdf:about="&dctermsns;TGN">
- <rdfs:label xml:lang="en-US">TGN</rdfs:label>
- <rdfs:comment xml:lang="en-US">The Getty Thesaurus of Geographic Names</rdfs:comment>
- <rdfs:seeAlso
- rdf:resource="http://www.gii.getty.edu/vocabulary/tgn.html"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SpatialScheme>
-
- <dcterms:SpatialScheme rdf:about="&dctermsns;ISO3166">
- <rdfs:label xml:lang="en-US">ISO3166</rdfs:label>
- <rdfs:comment xml:lang="en-US">ISO3166 Codes for the representation of names of countries</rdfs:comment>
- <rdfs:seeAlso rdf:resource="http://www.din.de/gremien/nas/nabd/iso3166ma/codlstp1/"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SpatialScheme>
-
- <dcterms:SpatialScheme rdf:about="&dctermsns;Box">
- <rdfs:label xml:lang="en-US">DCMI Box</rdfs:label>
- <rdfs:comment xml:lang="en-US">The DCMI Box identifies a region of space using its geographic limits.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/documents/2000/07/28/dcmi-box/"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SpatialScheme>
-
- <dcterms:SpatialScheme rdf:about="&dctermsns;Point">
- <rdfs:label xml:lang="en-US">DCMI Point</rdfs:label>
- <rdfs:comment xml:lang="en-US">The DCMI Point identifies a point in space using its geographic coordinates</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/documents/2000/07/28/dcmi-point/"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:SpatialScheme>
-
- <rdfs:Class rdf:about="&dctermsns;TemporalScheme">
- <rdfs:label xml:lang="en-US">Encoding Schemes
- for temporal characteristics</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of encoding schemes for
- the coverage qualifier "temporal"</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:references rdf:resource="&dctermsns;temporal"/>
- </rdfs:Class>
-
-
- <rdfs:Class rdf:about="&dctermsns;TypeScheme">
- <rdfs:label xml:lang="en-US">Resource Type Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of resource type encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:references rdf:resource="&dcns;type"/>
- </rdfs:Class>
-
- <dcterms:TypeScheme rdf:about="&dctermsns;DCMIType">
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:label xml:lang="en-US">DCMI Type Vocabulary</rdfs:label>
- <rdfs:comment xml:lang="en-US">A list of types used to categorize the nature or genre of the content of the resource</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso rdf:resource="&dctypens;"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/documents/dcmi-type-vocabulary/"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:TypeScheme>
-
-
- <rdfs:Class rdf:about="&dctermsns;IdentifierScheme">
- <rdfs:label xml:lang="en-US">Resource Identifier Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of resource identifier encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:references rdf:resource="&dcns;identifier"/>
- </rdfs:Class>
-
- <rdfs:Class rdf:about="&dctermsns;RelationScheme">
- <rdfs:label xml:lang="en-US">Resource Relation Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of resource relation encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:references rdf:resource="&dcns;relation"/>
- </rdfs:Class>
-
- <rdfs:Class rdf:about="&dctermsns;SourceScheme">
- <rdfs:label xml:lang="en-US">Source Encoding Schemes</rdfs:label>
- <rdfs:comment xml:lang="en-US">A set of source encoding schemes and/or formats</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:references rdf:resource="&dcns;source"/>
- </rdfs:Class>
-
- <dcterms:IdentifierScheme rdf:about="&dctermsns;URI">
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdf:type rdf:resource="&dctermsns;RelationScheme"/>
- <rdf:type rdf:resource="&dctermsns;SourceScheme"/>
- <rdfs:label xml:lang="en-US">URI</rdfs:label>
- <rdfs:comment xml:lang="en-US">A URI Uniform Resource Identifier</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso rdf:resource="http://www.ietf.org/rfc/rfc2396.txt"/>
- <rdfs:seeAlso
- rdf:resource="http://www.dublincore.org/usage/decisions/#2001.04"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:modified>2001-05-21</dcterms:modified>
- </dcterms:IdentifierScheme>
-
-
- <rdf:Property rdf:about="&dctermsns;audience">
- <rdfs:label xml:lang="en-US">Audience</rdfs:label>
- <rdfs:comment>A class of entity for whom the resource is intended or useful.</rdfs:comment>
- <dc:description>A class of entity may be determined by the creator or the publisher or by a third party.</dc:description>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/usage/decisions/#2001.01"/>
- <dcterms:issued>2001-05-21</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;mediator">
- <rdfs:label xml:lang="en-US">Mediator</rdfs:label>
- <rdfs:comment>A class of entity that mediates access to the resource and for whom the resource is intended or useful.</rdfs:comment>
- <dc:description>The audience for a resource of two basic classes: (1) an ultimate beneficiary of the resource, and (2) frequently, an entity that mediates access to the resource. The mediator element refinement represents the second of these two classes.</dc:description>
- <rdfs:subPropertyOf rdf:resource="&dctermsns;audience"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdfs:seeAlso
- rdf:resource="http://dublincore.org/usage/decisions/#2001.01"/>
- <dcterms:issued>2001-05-21</dcterms:issued>
- </rdf:Property>
-
- <dcterms:LanguageScheme rdf:about="&dctermsns;RFC3066">
- <rdfs:label xml:lang="en-US">RFC 3066</rdfs:label>
- <rdfs:comment xml:lang="en-US">Internet RFC 3066 'Tags for the Identification of Languages'
- specifies a primary subtag which is a two-letter code taken from ISO 639 part 1 or a three-letter
- code taken from ISO 639 part 2, followed optionally by a two-letter country code taken from
- ISO 3166. When a language in ISO 639 has both a two-letter and three-letter code, use the
- two-letter code; when it has only a three-letter code, use the three-letter code. This RFC
- replaces RFC 1766.</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2002-07-13</dcterms:issued>
- </dcterms:LanguageScheme>
-
- <rdf:Property rdf:about="&dctermsns;dateAccepted">
- <rdfs:label xml:lang="en-US">Date Accepted</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date of acceptance of the resource (e.g. of thesis by university
- department, of article by journal, etc.).
- </rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2002-07-13</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;dateCopyrighted">
- <rdfs:label xml:lang="en-US">Date Copyrighted</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date of a statement of copyright.</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2002-07-13</dcterms:issued>
- </rdf:Property>
-
- <rdf:Property rdf:about="&dctermsns;dateSubmitted">
- <rdfs:label xml:lang="en-US">Date Submitted</rdfs:label>
- <rdfs:comment xml:lang="en-US">Date of submission of the resource (e.g. thesis, articles, etc.).
- </rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;date"/>
- <rdfs:isDefinedBy rdf:resource="&dctermsns;"/>
- <dcterms:issued>2002-07-13</dcterms:issued>
- </rdf:Property>
-
-
-</rdf:RDF>
-
+++ /dev/null
-<?xml version="1.0"?>
-
-<!--<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://purl.org/dc/elements/1.1/'>
- <!ENTITY dctermsns 'http://purl.org/dc/terms/'>
- <!ENTITY dctypens 'http://purl.org/dc/dcmitype/'>
- ]>-->
-
- <!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dctermsns 'http://www.cs.unibo.it/~schena/dcq#'>
- <!ENTITY dctypens 'http://www.cs.unibo.it/~schena/dctype#'>
- ]>
-
- <rdf:RDF
- xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:dcterms="&dctermsns;"
- xmlns:dctype="&dctypens;">
-<!--ERROR: namespace
- xmlns:dcmitype="&dctypens;" -->
-
-
-<rdf:Description rdf:about="&dctypens;">
- <dc:title xml:lang="en-US">The DCMI Types namespace providing access to its content by means of an RDF Schema</dc:title>
- <dc:publisher xml:lang="en-US">The Dublin Core Metadata Initiative</dc:publisher>
- <dc:description xml:lang="en-US"> The Dublin Core Types namespace provides URIs for the entries of the DCMI Type Vocabulary. Entries are declared using RDF Schema language to support RDF applications. The Schema will be updated according to dc-usage decisions. </dc:description>
- <dc:language xml:lang="en-US">English</dc:language>
- <dcterms:requires
- rdf:resource="http://dublincore.org/documents/dcmi-type-vocabulary/"/>
- <dc:source
- rdf:resource="http://dublincore.org/documents/dcmi-type-vocabulary/"/>
- <dc:source rdf:resource="http://dublincore.org/usage/terms/"/>
- <dcterms:requires rdf:resource="http://purl.org/dc/elements/1.1/"/>
- <dcterms:isReferencedBy rdf:resource="http://purl.org/dc/terms/"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- <dcterms:modified>2002-05-22</dcterms:modified>
- </rdf:Description>
-
-
- <dcterms:TypeScheme rdf:about="&dctermsns;DCMIType">
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dc:description xml:lang="en-US">The DCMI Type Vocabulary provides a general,
-cross-domain list of approved terms that may be used as values for the
-Resource Type element to identify the genre of a resource.</dc:description>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:TypeScheme>
-
-
- <dcterms:DCMIType rdf:about="&dctypens;Collection">
- <rdfs:label xml:lang="en-US">Collection</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">A collection is an aggregation of items. The term collection means that the resource is described as a group; its parts may be separately described and navigated.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Dataset">
- <rdfs:label xml:lang="en-US">Dataset</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">A dataset is information encoded in a defined structure (for example, lists, tables, and databases), intended to be useful for direct machine processing.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Event">
- <rdfs:label xml:lang="en-US">Event</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">An event is a non-persistent, time-based
- occurrence. Metadata for an event provides descriptive information that
- is the basis for discovery of the purpose, location, duration, responsible agents, and links to related events and resources. The resource of type Event may not be retrievable if the described instantiation has expired or is yet to occur. Examples - exhibition, web-cast, conference, workshop, open-day, performance, battle, trial, wedding, tea-party, conflagration.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Image">
- <rdfs:label xml:lang="en-US">Image</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">An image is a primarily symbolic visual representation other than text. For example - images and photographs of physical objects, paintings, prints, drawings, other images and graphics, animations and moving pictures, film, diagrams, maps, musical notation. Note that image may include both electronic and physical representations.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;InteractiveResource">
- <rdfs:label xml:lang="en-US">Interactive Resource</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">An interactive resource is a resource which requires interaction from the user to be understood, executed, or experienced. For example - forms on web pages, applets, multimedia learning objects, chat services, virtual reality.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Software">
- <rdfs:label xml:lang="en-US">Software</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">Software is a computer program in source or compiled form which may be available for installation non-transiently on another machine. For software which exists only to create an interactive environment, use interactive instead.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Service">
- <rdfs:label xml:lang="en-US">Service</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">A service is a system that provides one or more functions of value to the end-user. Examples include: a photocopying service, a banking service, an authentication service, interlibrary loans, a Z39.50 or Web server.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Sound">
- <rdfs:label xml:lang="en-US">Sound</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">A sound is a resource whose content is primarily intended to be rendered as audio. For example - a music playback file format, an audio compact disc, and recorded speech or sounds.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- <dcterms:DCMIType rdf:about="&dctypens;Text">
- <rdfs:label xml:lang="en-US">Text</rdfs:label>
- <rdfs:isDefinedBy rdf:resource="&dctypens;"/>
- <rdfs:comment xml:lang="en-US">A text is a resource whose content is primarily words for reading. For example - books, letters, dissertations, poems, newspapers, articles, archives of mailing lists. Note that facsimiles or images of texts are still of the genre text.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <dcterms:issued>2000-07-11</dcterms:issued>
- </dcterms:DCMIType>
-
- </rdf:RDF>
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Rdf Schema definition for CIC XML files:
-xmlns:h="http://www.cs.unibo.it/~schena/schema-h#" -->
-
-<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY hthns 'http://www.cs.unibo.it/~schena/schema-hth#'>
- <!ENTITY hns 'http://www.cs.unibo.it/~schena/schema-h#'>
- <!ENTITY xschemans 'http://www.w3.org/1999/XMLSchema-datatypes#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dcqns 'http://www.cs.unibo.it/~schena/dcq#'>
- ]>
-
-<rdf:RDF xml:lang="en"
- xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:xs="&xschemans;"
- xmlns:dc="&dcns;"
- xmlns:dcq="&dcqns;"
- xmlns:hth="&hthns;">
-
-<!-- RICORDA: metadati solo su oggetto (come teoria ma piu' specifici) (non
-distinzione tipi di body) e non ridondanze se non riducono il numero di doc
-da parsare -->
-
-<!-- Versione con rdf:parseType="resource" per le proprieta' strutturate
- refObj e backPointer. Il valore di occurrence e' solo di tipo URI. -->
-
-<!-- Description of Schema -->
-
-<rdf:Description rdf:about="&hns;">
- <rdfs:label>The HELM Element Set v0.1</rdfs:label>
- <dc:title>The HELM Object Element Set v0.1</dc:title>
- <dc:publisher>The HELM Project</dc:publisher>
- <dc:description>The HELM metadata vocabulary is a simple vocabulary
- intended to facilitate discovery of mathematical resources.
- </dc:description>
- <dc:language>English</dc:language>
- <dc:relation rdf:resource="http://www.cs.unibo.it/helm/"/>
- <dcq:isRequiredBy rdf:resource="&hns;"/>
- <dcq:conformsTo rdf:resource="http://www.w3.org/RDF/"/>
- <dcq:issued>2000-6-3</dcq:issued>
- <dcq:modified>2002-9-6</dcq:modified>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Description>
-
-
-<!-- Classes -->
-
-<rdfs:Class rdf:about="&hns;Object">
- <rdfs:comment>Mathematical objects represented by a CIC XML
-file</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<!-- Objects can inherit its dc properties -->
-<rdfs:Class rdf:about="&hns;DirectoryOfObjects">
- <rdfs:comment>Mathematical resources (directories) represented by sets
-of CIC XML files, contained in the tree that has the dir as root </rdfs:comment>
- <rdfs:subClassOf rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;Statement">
- <rdfs:comment>Types of objects</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;Body">
- <rdfs:comment>Terms of objects</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<!--<rdfs:Class rdf:about="&hns;Occurrence">
- <rdfs:comment>Occurrences of an object inside an object</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>-->
-
-<rdfs:Class rdf:about="&hns;Position">
- <rdfs:comment>Positions of occurrences of an object inside an object</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;Postit">
- <rdfs:comment>Additional information associated to fragments of the objects</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;Const">
- <rdfs:comment>Constants in the body of an object</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;StatementId">
- <rdfs:comment>Identifiers in the statement</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;BodyId">
- <rdfs:comment>Identifiers in the body</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;ImplArg">
- <rdfs:comment>Implicit arguments</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<!-- Instances of the class h:Position -->
-
-<rdfs:Class rdf:about="&hns;MainHypothesis">
- <rdfs:comment>Occurrences of an object in head position of some hypothesis
- of an object statement</rdfs:comment>
- <rdf:type rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;InHypothesis">
- <rdfs:comment>Occurrences of an object in the hypotheses of an object
- statement</rdfs:comment>
- <rdf:type rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;MainConclusion">
- <rdfs:comment>Occurrences of an object in head position of the
- conclusion of an object statement</rdfs:comment>
- <rdf:type rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;InConclusion">
- <rdfs:comment>Occurrences of an object in the conclusion of an object
- statement</rdfs:comment>
- <rdf:type rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hns;InBody">
- <rdfs:comment>Occurrences of an object only in an object body (not in the
- statement)</rdfs:comment>
- <rdf:type rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdfs:Class>
-
-<!-- Properties -->
-
-<rdf:Property rdf:about="&hns;statement">
- <rdfs:comment>Statement</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
- <rdfs:range rdf:resource="&hns;Statement"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;body">
- <rdfs:comment>Body</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
- <rdfs:range rdf:resource="&hns;Body"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;statementId">
- <rdfs:comment>Statement identifier</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Statement"/>
- <rdfs:range rdf:resource="&hns;StatementId"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;constrId">
- <rdfs:comment>Constructor identifier of the statement conclusion</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;StatementId"/>
- <rdfs:range rdf:resource="&hthns;HelmID"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;listId">
- <rdfs:comment>List of all ids in the domain</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;StatementId"/>
- <rdfs:domain rdf:resource="&hns;BodyId"/>
- <rdfs:range rdf:resource="&rdfns;Seq"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;bodyId">
- <rdfs:comment>Body identifier</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Body"/>
- <rdfs:range rdf:resource="&hns;BodyId"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;refObj">
- <rdfs:comment>Reference to an object</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
-<!-- <rdfs:range rdf:resource="&hns;Occurrence"/>-->
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;occurrence">
- <rdfs:comment>Position of an occurrence</rdfs:comment>
-<!-- <rdfs:domain rdf:resource="&hns;Occurrence"/>-->
- <rdfs:range rdf:resource="&hns;Object"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;constrImplArg">
- <rdfs:comment>Implicit arguments of constructors</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Statement"/>
- <rdfs:range rdf:resource="&hns;ImplArg"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;objImplArg">
- <rdfs:comment>Implicit arguments of objects</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
- <rdfs:range rdf:resource="&hns;ImplArg"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;listImplArg">
- <rdfs:comment>List of implicit arguments</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;ImplArg"/>
- <rdfs:range rdf:resource="&rdfns;Seq"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;backPointer">
- <rdfs:comment>Backwards pointer: who points the object</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
-<!-- <rdfs:range rdf:resource="&hns;Occurrence"/> -->
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;position">
- <rdfs:comment>Position of an occurrence</rdfs:comment>
-<!-- <rdfs:domain rdf:resource="&hns;Occurrence"/>-->
- <rdfs:range rdf:resource="&hns;Position"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;postit">
- <rdfs:comment>Postit</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
- <rdfs:range rdf:resource="&hns;Postit"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;content">
- <rdfs:comment>Content of a Postit</rdfs:comment>
- <rdfs:domain rdf:resource="#Postit"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;refersTo">
- <rdfs:comment>Identifies the object fragment (Xpointer) which Postit
-refers to</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Postit"/>
- <rdfs:range rdf:resource="&hns;Object"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hns;coercion">
- <rdfs:comment>If the object can be a coercion</rdfs:comment>
- <rdfs:domain rdf:resource="&hns;Object"/>
- <rdfs:range rdf:resource="&xschemans;boolean"/>
- <rdfs:isDefinedBy rdf:resource = "&hns;" />
-</rdf:Property>
-
-</rdf:RDF>
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0"?>
-
-<!-- Rdf Schema definition for theory files:
-xmlns:hth="http://www.cs.unibo.it/~schena/schema-hth#" -->
-
-<!DOCTYPE rdf:RDF [
- <!ENTITY rdfns 'http://www.w3.org/1999/02/22-rdf-syntax-ns#'>
- <!ENTITY rdfsns 'http://www.w3.org/2000/01/rdf-schema#'>
- <!ENTITY dcns 'http://www.cs.unibo.it/~schena/dces#'>
- <!ENTITY dcqns 'http://www.cs.unibo.it/~schena/dcq#'>
- <!ENTITY dctns 'http://www.cs.unibo.it/~schena/dctype#'>
- <!ENTITY xschemans 'http://www.w3.org/1999/XMLSchema-datatypes#'>
- <!ENTITY hthns 'http://www.cs.unibo.it/~schena/schema-hth#'>
- <!ENTITY hns 'http://www.cs.unibo.it/~schena/schema-h#'>
- ]>
-
-<rdf:RDF xml:lang="en"
- xmlns:rdf="&rdfns;"
- xmlns:rdfs="&rdfsns;"
- xmlns:dc="&dcns;"
- xmlns:dcq="&dcqns;"
- xmlns:dct="&dctns;"
- xmlns:xs="&xschemans;">
-
-<!-- RICORDA: specificare i contenuti dei dc elements: problemi con RSSDB -->
-<!-- RICORDA: aggiungi euler properties -->
-
-<!-- Description of Schema -->
-
-<rdf:Description rdf:about="&hthns;">
- <rdfs:label>The HELM Element Set v0.1</rdfs:label>
- <dc:title>The HELM Theory Element Set v0.1</dc:title>
- <dc:publisher>The HELM Project</dc:publisher>
- <dc:description>The HELM metadata vocabulary is a simple vocabulary
- intended to facilitate discovery of mathematical resources.
- </dc:description>
- <dc:language>English</dc:language>
- <dc:relation rdf:resource="http://www.cs.unibo.it/helm/"/>
- <dcq:isRequiredBy rdf:resource="&hns;"/>
- <dcq:conformsTo rdf:resource="http://www.w3.org/RDF/"/>
- <dcq:issued>2000-6-3</dcq:issued>
- <dcq:modified>2002-9-6</dcq:modified>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Description>
-
-
-<!-- Classes -->
-
-<rdfs:Class rdf:about="&hthns;MathResource">
- <rdfs:comment>Mathematical resources</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&rdfsns;Resource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hthns;Theory">
- <rdfs:comment>Mathematical resources represented by theories</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hthns;TheoryItem">
- <rdfs:comment>Theory items represented by: axiom, fact, definition, theorem, lemma, corollary, variable, specified by a XPath expression</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hthns;Contact">
- <rdfs:comment>Creator contact information</rdfs:comment>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<!-- Subclass of dct:Text and dct:Software -->
-
-<!-- Non necessario: uso direttamente la MathResource interessata per non
-intendere implicitamente le stesse entita' (introduco cicli espliciti). -->
-<!--<rdfs:Class rdf:about="&hthns;HelmURI">
- <rdfs:comment>HELM URIs of a mathematical resource. Subclass of dcq:URI
-which is an instance of the IdentifierScheme class</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&dcqns;URI"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>-->
-
-<rdfs:Class rdf:about="&hthns;HELMText">
- <rdfs:comment>HELM File text types of a mathematical resource (possible
-values of the Dublin Core property type). Possible values of the rdf:about
-attribute can be: Abstract, Paper, Bibliography, HomePage, LectureNotes,
-Monograph, PatentSpec, Preprints, Proceedings, Review, Separatum, Serial,
-TechReport, Thesis, Enclosure, General. General describes a document not of
-the previous types. A helm theory has no type per se. Subclass of dcq:Text
-which is an instance of the TypeScheme class</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&dctns;Text"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<rdfs:Class rdf:about="&hthns;HELMSoftware">
- <rdfs:comment>HELM File software types of a mathematical resource
-(possible values of the Dublin Core property type). Possible values of the
-rdf:about attribute can be: Exec, Source. Subclass of dcq:Software
-which is an instance of the TypeScheme class</rdfs:comment>
- <rdfs:subClassOf rdf:resource="&dctns;Software"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdfs:Class>
-
-<!-- Instances of dcq:FormatScheme and dcq:IdentifierScheme -->
-<!-- Instances are only for typing classes not for using. -->
-
-<dcq:FormatScheme rdf:about="&hthns;HelmFormat">
- <rdfs:comment>Instance of the class FormatScheme to describe HELM File
-formats of a mathematical resource (possible values of the Dublin Core property
-format). Possible values of the rdf:about
-attribute can be XML.cic, XML.hol, XML.mizar. Each Helm format describes
-a logical framework. The class dcq:IMT contains values as text/xml, text/xhtml,
-text/mml, text/ps, text/tex, text/pdf.</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</dcq:FormatScheme>
-
-<dcq:IdentifierScheme rdf:about="&hthns;HelmID">
- <rdfs:comment>Instance of the class IdentifierScheme to describe HELM
-identifiers</rdfs:comment>
- <rdf:type rdf:resource="&rdfsns;Class"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</dcq:IdentifierScheme>
-
-<!-- SubProperties of dc:description, dc:creator, dc:relation and
- hth:dependence -->
-
-<!-- SubProperty of dc:title -->
-<rdf:Property rdf:about="&hthns;shortName">
- <rdfs:comment>Short name (alias) of the mathematical resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;title"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-
-<!-- There are also dcq:created and dcq:modified dc:date subProperties -->
-<rdf:Property rdf:ID="firstVersion">
- <rdfs:comment>Any additional information about the first version of the
-mathematical resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;description"/>
- <rdfs:domain rdf:resource="#MathResource"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
-</rdf:Property>
-
-<rdf:Property rdf:ID="modified">
- <rdfs:comment>Any additional information about the modified version of the
-mathematical resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;description"/>
- <rdfs:domain rdf:resource="#MathResource"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;institution">
- <rdfs:comment>Affiliated institution of the creator of the mathematical
-resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;creator"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;contact">
- <rdfs:comment>Contact of the creator of the mathematical
-resource</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;creator"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="#Contact"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isBasedOn">
- <rdfs:comment>A relation between mathematical resources</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isBasisFor">
- <rdfs:comment>A relation between mathematical resources</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isSourceFor">
- <rdfs:comment>A relation between mathematical resources</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;hasSource">
- <rdfs:comment>A relation between mathematical resources</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&dcns;relation"/>
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
- <rdfs:range rdf:resource="&hthns;MathResource"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;uses">
- <rdfs:comment>A dependence between theory items (for instance: between a theorem or anything else and a variable)</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isUsedBy">
- <rdfs:comment>A dependence between theory items (for instance: between a variable and
-a theorem or anything else)</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;hasConsequence">
- <rdfs:comment>A dependence between theory items (for instance: between a theorem and
-a corollary)</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isConsequenceOf">
- <rdfs:comment>A dependence between theory items (for instance: between a corollary
-and a theorem). Alternatively: IsResultOf</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;hasPremise">
- <rdfs:comment>A dependence between theory items (for instance: between a theorem
-and a lemma)</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;isPremiseOf">
- <rdfs:comment>A dependence between theory items (for instance: between a lemma
-and a theorem)</rdfs:comment>
- <rdfs:subPropertyOf rdf:resource="&hthns;dependence"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<!-- Properties -->
-
-<rdf:Property rdf:about="&hthns;theoryItem">
- <rdfs:comment>Theory item</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;Theory"/>
- <rdfs:range rdf:resource="&hthns;TheoryItem"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;dependence">
- <rdfs:comment>Dependence between theory items</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;TheoryItem"/>
- <rdfs:range rdf:resource="&hthns;HelmID"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;itemType">
- <rdfs:comment>Axiom, Fact, Definition, Theorem, Lemma, Corollary,
-Variable. Redundant info: it is already captured by the corresponding xml data</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;TheoryItem"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;label">
- <rdfs:comment>Description of the kind of objects: data type,
-algorithm, specification, theorem containing algorithm, verification (that the
-implementation satisfies the specification), predicate/relation, proposition</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;TheoryItem"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<!-- ex. f:N->Z => N>->Z and n:Nat => n:Z -->
-<rdf:Property rdf:about="&hthns;isCoercion">
- <rdfs:comment>A Definition item can be a coercion</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;TheoryItem"/>
- <rdfs:range rdf:resource="&xschemans;boolean"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<!-- The id info is no more contained in the theory xml doc, so there isn't
-redundant info between metadata and data -->
-<rdf:Property rdf:about="&hthns;ident">
- <rdfs:comment>Identifier of a theory item</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;TheoryItem"/>
- <rdfs:range rdf:resource="&hthns;HelmID"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;email">
- <rdfs:comment>E-mail of the creator of the mathematical
-resource</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;Contact"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<rdf:Property rdf:about="&hthns;address">
- <rdfs:comment>Address of the creator of the mathematical
-resource</rdfs:comment>
- <rdfs:domain rdf:resource="&hthns;Contact"/>
- <rdfs:range rdf:resource="&xschemans;string"/>
- <rdfs:isDefinedBy rdf:resource = "&hthns;" />
-</rdf:Property>
-
-<!-- HELM: Constraining an external (dc) property to a particular range and
-domain (hth:MathResource) should be possible. VRP gives a Warning when
-constraining (extending, adding constraints to) the range of a property
-defined in another schema (Consistency problems?No because it's an error
-modifying the original constraints): but where is the extensibility and
-reusability of RDF schemas? It's ok specializing a property with a
-subProperty. Anyway if the range of a property is not defined, VRP validates
-both if the property value is a resource, a class or a Literal.
-<rdf:Description rdf:about = "&dcns;type">
- <rdfs:domain rdf:resource="&hthns;MathResource"/>
-</rdf:Description> -->
-
-</rdf:RDF>
+++ /dev/null
-#!/bin/bash
-#
-# Generic respawner for daemon processes.
-#
-# Created: Fri, 16 Apr 2004 17:40:36 +0200 zacchiro
-# Last-Modified: Fri, 16 Apr 2004 17:40:36 +0200 zacchiro
-#
-# by --Zack <zack@cs.unibo.it>
-#
-# Test to see if a daemon process (run via /etc/init.d/script) if still alive,
-# if not it respawns it using the corresponding init script. In order to check
-# if the daemon is still alive different predicates could be used:
-# 1) "ps" check with its pid
-# 2) http request to its url (if it's a web services)
-# all the available predicated can be enable or not (command line choice), all
-# the enabled predicates are ANDed. It's enough that one of them fails to
-# trigger daemon respawning.
-#
-# This respawner is supposed to be executed by "start" target of daemon's init.d
-# script.
-#
-# Sample /etc/init.d/foo script:
-#
-# DAEMON="/usr/sbin/foo"
-# PIDFILE="/var/run/$DAEMON.pid"
-# start)
-# echo -n "Starting $DAEMON"
-# start-stop-daemon \
-# --start --background --pidfile $PIDFILE --make-pidfile --exec $DAEMON
-# echo "."
-# echo -n "Starting $DAEMON respawner"
-# /etc/init.d/daemon_respawner.sh -p $PIDFILE \ -m root@localhost \
-# -r http://localhost:9999/help -d `basename $0` &
-# echo "."
-# ;;
-# stop)
-# echo -n "Stopping $DAEMON respawner"
-# /etc/init.d/daemon_respawner.sh -d `basename $0` -s
-# echo "."
-# echo -n "Stopping $DAEMON"
-# start-stop-daemon --stop --pidfile $PIDFILE
-# rm -f $PIDFILE
-# echo "."
-# ;;
-# ...
-#
-
-# parse arguments
-TEMP=`getopt -o p:r:d:i:m:s --long pidfile:request:daemon:interval:mailto:stop -- "$@"`
-if [ $? != 0 ]; then
- echo "Usage: ./daemon_respawner [-p|--pidfile <pidfile>] [-r|--request <url>] [-i|--interval <interval>] [-m|--mailto <mail>] -d|--daemon <daemon>"
- echo " ./daemon_respawner -d|--daemon <daemon> -s|--stop"
- exit 1
-fi
-PIDFILE=""
-REQUEST=""
-DAEMON=""
-INTERVAL="60"
-MAILTO=""
-STOP=""
-eval set -- "$TEMP"
-while true ; do
- case "$1" in
- -p|--pidfile) PIDFILE="$2"; shift 2 ;;
- -r|--request) REQUEST="$2"; shift 2 ;;
- -d|--daemon) DAEMON="$2"; shift 2 ;;
- -i|--interval) INTERVAL="$2"; shift 2 ;;
- -m|--mailto) MAILTO="$2"; shift 2 ;;
- -s|--stop) STOP="yes"; shift ;;
- --) shift; break ;;
- esac
-done
-if [ -z "$DAEMON" ]; then
- echo "No daemon provided: aborting."
- exit 2
-fi
-MYPIDFILE="/var/run/$DAEMON""_respawner.pid"
-if ! [ -z "$STOP" ]; then # stop an active respawner and exit
- if [ -r "$MYPIDFILE" ]; then
- kill `cat "$MYPIDFILE"`
- fi
- rm -f "$MYPIDFILE"
- exit 0
-fi
-if [ -z "$PIDFILE" -a -z "$REQUEST" ]; then
- echo "Neither pidfile nor request URL was provided: aborting."
- exit 2
-fi
-
-TIMEOUT="5" # timeout for http requests
-
-# usage: alert <subject> <body>
-alert ()
-{
- if [ -z "$MAILTO" ]; then
- echo "ALERT: $1"
- echo "ALERT: $2"
- echo
- else
- echo "$2" | mail -s "$1" $MAILTO
- fi
-}
-
-# check if daemon is still alive
-daemon_is_alive ()
-{
- IS_DEAD=""
- if ! [ -z "$PIDFILE" ]; then # pid check enabled
- if ! (ps `cat $PIDFILE` &> /dev/null); then # pid is no longer alive
- IS_DEAD="true"
- fi
- fi
- if ! [ -z "$REQUEST" ]; then # request check enabled
- if ! (wget -T $TIMEOUT -O /dev/null "$REQUEST" &> /dev/null); then
- # no answer
- IS_DEAD="true"
- fi
- fi
- test -z "$IS_DEAD"
-}
-
-# respawn daemon
-start_daemon ()
-{
- rm -f "$MYPIDFILE"
- invoke-rc.d $DAEMON stop
- invoke-rc.d $DAEMON start &
- exit 0 # the respawner will be restarted by daemon's init.d script
-}
-
-# first check
-sleep 1
-if ! daemon_is_alive; then
- alert "$DAEMON failed to start :-((" "$DAEMON died during initialization :-((, enjoy debugging! :-P. Cheers."
- exit 3
-fi
-# save pid
-echo $$ > "$MYPIDFILE"
-# continuous checks
-while true; do
- sleep $INTERVAL
- if ! daemon_is_alive; then
- alert "$DAEMON died :-(, restarting it ..." "$DAEMON died miserably :-(. I'm going to try restarting it, you will receive an additional mail in case of failure. Cheers."
- start_daemon # performed in background
- fi
-done
-
+++ /dev/null
-# Configuration for helm daemons
-
- # DAEMONS started/stopped/ecc. by /etc/init.d/helm, name listed here
- # must correspond to scripts located in /etc/init.d
-DAEMONS="
- helm-http-getter
- helm-proof-checker
- helm-uri-set-queue
- helm-draw-graph
- helm-search-engine
- helm-uwobo
- helm-rdfly
-"
-
- # script used to load/unload uwobo predefined scripts
-UWOBO_INIT_SCRIPT="/projects/helm/etc/init.d/loadPredefinedStylesheets.pl"
-
- # http getter cache dirs that need to be created at boot time
-HTTP_GETTER_CACHE_DIRS="
- /tmp/helm
- /tmp/helm/cache
- /tmp/helm/cache/cic_library
- /tmp/helm/cache/rdf_library
- /tmp/helm/cache/nuprl_library
-"
-
- # user which will own the daemons and the cache directories
-OWNER="sacerdot:helm"
-
-export HELM_GETTER_URL=http://mowgli.cs.unibo.it:58081
-export HELM_UWOBO_URL=http://mowgli.cs.unibo.it:58080
-UWOBO_PANEL_CONF=/projects/helm/public_html/uwobo/panel/control.html
-NUPRL_UWOBO_PANEL_CONF="/projects/helm/nuprl/NuPRL/uwobo-panel/control.html"
-
-# vim: set ft=sh:
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM daemons
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Tue, 8 Oct 2002 17:18:17 +0200
-# Last-Modified: Tue, 8 Oct 2002 17:18:17 +0200
-
-DAEMONS=""
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-case "$1" in
-
- start|stop|restart|force-reload|reload)
- for d in $DAEMONS; do
- /etc/init.d/$d $1
- done
- ;;
-
- *)
- echo
- echo "Usage: /etc/init.d/helm { start | stop | restart | force-reload | reload }" >&2
- echo
- if [ -z "$DAEMONS" ]; then
- echo "Actually, no daemons are considered!"
- else
- echo "Actually, considered daemons are: $DAEMONS"
- fi
- echo "to change this setting see /etc/default/helm"
- echo
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-
-HTTP_GETTER_CACHE_DIRS=""
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-# create http_getter cache dirs
-for d in $HTTP_GETTER_CACHE_DIRS; do
- if ! [ -d $d ]; then
- mkdir -m 2775 $d
- OWNER=`echo -n $OWNER | sed -e 's/:/./'`
- chown $OWNER $d
- fi
-done
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM draw_graph.cgi
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Wed, 9 Oct 2002 11:12:01 +0200
-# Last-Modified: Wed, 9 Oct 2002 11:12:01 +0200
-
-DAEMON=/projects/helm/daemons/graphs/tools/drawGraph.opt
-USAGE="Usage: /etc/init.d/helm-draw-graph { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/"$NAME".pid
-
-do_start () {
- echo "Starting $DAEMON ..."
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
-}
-
-do_stop () {
- echo "Stopping $DAEMON ..."
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for http_getter
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Tue, 8 Oct 2002 17:18:17 +0200
-# Last-Modified: Fri, 16 Apr 2004 18:21:30 +0200
-
-DAEMON="/projects/helm/daemons/http_getter/http_getter.opt"
-USAGE="Usage: /etc/init.d/helm-http-getter { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo -n "Starting $DAEMON"
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
- echo "done!"
- echo -n "Starting $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -p $PIDFILE \ -m root@localhost \
- -r http://localhost:58081/help -d `basename $0` &
- echo "."
-}
-
-do_stop () {
- echo -n "Stopping $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -d `basename $0` -s
- echo "."
- echo -n "Stopping $DAEMON"
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
- echo "."
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM proof checker
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Wed, 9 Oct 2002 11:12:01 +0200
-# Last-Modified: Wed, 13 Nov 2002 18:30:39 +0100
-
-DAEMON=/projects/helm/daemons/proofChecker/proofChecker.opt
-USAGE="Usage: /etc/init.d/helm-proof-checker { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo "Starting $DAEMON ..."
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
-}
-
-do_stop () {
- echo "Stopping $DAEMON ..."
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for http_getter
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Tue, 8 Oct 2002 17:18:17 +0200
-# Last-Modified: Wed, 8 Jan 2003 12:09:41 +0100
-
-DAEMON="/projects/helm/daemons/rdfly/rdfly.opt"
-USAGE="Usage: /etc/init.d/helm-rdfly { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo "Starting $DAEMON ..."
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
-}
-
-do_stop () {
- echo "Stopping $DAEMON ..."
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM searchEngine
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Fri, 22 Nov 2002 15:51:25 +0100
-# Last-Modified: Thu, 6 Mar 2003 17:40:16 +0100
-
-DAEMON="/projects/helm/daemons/searchEngine/searchEngine.opt"
-USAGE="Usage: /etc/init.d/helm-search-engine { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo -n "Starting $DAEMON"
- start-stop-daemon \
- --start --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --background --exec $DAEMON
- echo "."
- echo -n "Starting $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -p $PIDFILE \ -m root@localhost \
- -r http://localhost:58085/help -d `basename $0` &
- echo "."
-}
-
-do_stop () {
- echo -n "Stopping $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -d `basename $0` -s
- echo "."
- echo -n "Stopping $DAEMON"
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
- echo "."
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM uri_set_queue.cgi
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Tue, 8 Oct 2002 17:18:17 +0200
-# Last-Modified: Wed, 20 Nov 2002 10:50:25 +0100
-
-DAEMON=/projects/helm/daemons/graphs/tools/uriSetQueue.opt
-USAGE="Usage: /etc/init.d/helm-uri-set-queue { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo "Starting $DAEMON ..."
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
-}
-
-do_stop () {
- echo "Stopping $DAEMON ..."
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for http_getter
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Wed, 15 Jan 2003 15:14:07 +0100
-# Last-Modified: Fri, 16 Apr 2004 17:54:54 +0200
-
-DAEMON="/projects/helm/daemons/uwobo/uwobo.opt"
-USAGE="Usage: /etc/init.d/helm-uwobo { start | stop | restart }"
-
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-
-NAME=`basename $DAEMON`
-# Warning: $PIDFILE value is shared by UWOBO respawner, change at your own risk
-PIDFILE=/var/run/$NAME.pid
-
-do_start () {
- echo -n "Starting $DAEMON"
- start-stop-daemon \
- --start --background --pidfile $PIDFILE --make-pidfile \
- --chuid $OWNER --exec $DAEMON
- echo "."
- echo -n "Waiting for UWOBO to startup (2 seconds) ... "
- sleep 2
- echo "done!"
- /etc/init.d/helm-uwobo-stylesheets start
- echo -n "Starting $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -p $PIDFILE \ -m root@localhost \
- -r http://localhost:58080/help -d `basename $0` &
- echo "."
-}
-
-do_stop () {
- echo -n "Stopping $DAEMON respawner"
- /etc/init.d/daemon_respawner.sh -d `basename $0` -s
- echo "."
- echo -n "Stopping $DAEMON ... "
- start-stop-daemon --stop --pidfile $PIDFILE && \
- (if [ -f $PIDFILE ]; then rm -f $PIDFILE; else true; fi)
- echo "done!"
-}
-
-case "$1" in
-
- start)
- do_start
- ;;
-
- stop)
- do_stop
- ;;
-
- restart)
- do_stop
- do_start
- ;;
-
- *)
- echo "$USAGE" >&2
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/bin/sh
-#
-# init.d script for HELM daemons
-#
-# by --Zack <zack@cs.unibo.it>
-# Created: Wed, 9 Oct 2002 14:26:27 +0200
-# Last-Modified: Wed, 9 Oct 2002 14:26:27 +0200
-
-UWOBO_INIT_SCRIPT=""
-if [ -f /etc/default/helm ]; then
- . /etc/default/helm
-fi
-test -x "$UWOBO_INIT_SCRIPT" || exit 0
-
-case "$1" in
-
- start)
- echo -n "Loading UWOBO stylesheets (mowgli) ... "
- $UWOBO_INIT_SCRIPT $UWOBO_PANEL_CONF > /dev/null
- echo "done!"
- echo -n "Loading UWOBO stylesheets (mowgli NuPRL) ... "
- $UWOBO_INIT_SCRIPT $NUPRL_UWOBO_PANEL_CONF > /dev/null
- echo "done!"
- ;;
-
- stop)
- $UWOBO_INIT_SCRIPT --unload $UWOBO_PANEL_CONF > /dev/null
- $UWOBO_INIT_SCRIPT --unload $NUPRL_UWOBO_PANEL_CONF > /dev/null
- ;;
-
- reload)
- $UWOBO_INIT_SCRIPT --reload $UWOBO_PANEL_CONF > /dev/null
- $UWOBO_INIT_SCRIPT --reload $NUPRL_UWOBO_PANEL_CONF > /dev/null
- ;;
-
- restart)
- $UWOBO_INIT_SCRIPT --unload $UWOBO_PANEL_CONF > /dev/null
- $UWOBO_INIT_SCRIPT --unload $NUPRL_UWOBO_PANEL_CONF > /dev/null
- $UWOBO_INIT_SCRIPT $UWOBO_PANEL_CONF > /dev/null
- $UWOBO_INIT_SCRIPT $NUPRL_UWOBO_PANEL_CONF > /dev/null
- ;;
-
- *)
- echo
- echo "Usage: /etc/init.d/helm-uwobo-stylesheets { start | stop | restart | reload }" >&2
- echo
- exit 1
- ;;
-
-esac
-
+++ /dev/null
-#!/usr/bin/perl -w
-use strict;
-
-use LWP::UserAgent;
-use URI::Escape;
-
-my $usage = <<EOHELP;
-loadPredefinedStylesheets.pl [ uwobo_panel_conf_file ]
-loadPredefinedStylesheets.pl { -u | --unload } [ uwobo_panel_conf_file ]
-loadPredefinedStylesheets.pl { -r | --reload } [ uwobo_panel_conf_file ]
-loadPredefinedStylesheets.pl { -h | --help } [ uwobo_panel_conf_file ]
-
-If uwobo_panel_conf_file is provided, it's used as HTML file from which
-parse XSLT stylesheets, otherwise UWOBO_PANEL_CONF environment variable
-is used.
-EOHELP
-
-sub getPredefinedStylesheets ($) {
- my $confile = shift;
- my %stylesconf;
- my $inForm = 0; # currenlty inside 'predefinedStylesheets' form
- open(CONF, "< $confile") || die "Can't open $confile";
- while(my $l = <CONF>) {
- chomp($l);
- if (not $inForm) {
- if ($l =~ /<form name="predefinedStylesheets">/) {
- $inForm = 1;
- }
- } else { # in form
- if ($l =~ /<\/form>/) {
- $inForm = 0;
- } elsif ($l =~ /<option value="[^"]+">/) {
- my $val = $l;
- $val =~ s/.*<option value="([^"]+)".*>/$1/;
- my ($key, $ur, $use_getter) = split /,/, $val;
- $stylesconf{$key}[0] = $ur;
- if ($use_getter =~ /true/) {
- $use_getter = 1;
- } elsif ($use_getter =~ /false/) {
- $use_getter = 0;
- } else {
- die "Unknown value '$use_getter' for 'use_getter' field.";
- }
- $stylesconf{$key}[1] = $use_getter;
- }
- }
- }
- close(CONF);
- return %stylesconf;
-}
-
-my $action = "load";
-my $opt = shift || "";
-die $usage if (($opt eq "-h") or ($opt eq "--help"));
-if (($opt eq "-u") or ($opt eq "--unload")) {
- $action = "unload";
-} elsif (($opt eq "-r") or ($opt eq "--reload")) {
- $action = "reload";
-} else {
- unshift (@ARGV, $opt);
-}
-my $confile =
- shift || $ENV{"UWOBO_PANEL_CONF"} || die "UWOBO_PANEL_CONF not defined";
-my $getter_url = $ENV{"HELM_GETTER_URL"} || die "HELM_GETTER_URL not defined";
-my $uwobo_url = $ENV{"HELM_UWOBO_URL"} || die "HELM_UWOBO_URL not defined";
-my %styles = getPredefinedStylesheets($confile);
-my $request_url = "";
-
-if ($action eq "load") { # load predefined stylesheets
- foreach my $k (keys %styles) {
- $request_url .= "&" unless ($request_url eq "");
- my $ur = $styles{$k}[0];
- my $use_getter = $styles{$k}[1];
- $request_url .= "bind=$k,";
- my $tmp = "";
- if ($use_getter) {
- $tmp .= $getter_url . "/getxslt?uri="
- }
- $tmp .= $ur;
- $request_url .= uri_escape($tmp);
- }
- $request_url = $uwobo_url . "/add?$request_url";
-
-} elsif ($action eq "unload") { # unload predefined stylesheets
- $request_url = $uwobo_url . "/remove?keys=" . join(',', keys %styles);
-
-} elsif ($action eq "reload") { # reload predefined stylesheets
- $request_url = $uwobo_url . "/reload?keys=" . join(',', keys %styles);
-
-} else { # unknown action
- die "Unknown action '$action'";
-}
-
-my $agent = LWP::UserAgent->new();
-my $response = $agent->get($request_url);
-print $response->as_string();
-# print "$request_url\n";
-
+++ /dev/null
-*.cm[ioxa] *.o searchEngine searchEngine.opt
+++ /dev/null
-mooglePp.cmo: mooglePp.cmi
-mooglePp.cmx: mooglePp.cmi
-searchEngine.cmo: mooglePp.cmi
-searchEngine.cmx: mooglePp.cmx
+++ /dev/null
-REQUIRES = http helm-cic_textual_parser2 helm-logger helm-tactics
-OCAMLOPTIONS = -thread -package "$(REQUIRES)" -pp camlp4o
-OCAMLC = ocamlfind ocamlc $(OCAMLOPTIONS)
-OCAMLOPT = ocamlfind ocamlopt $(OCAMLOPTIONS)
-OCAMLDEP = ocamlfind ocamldep -package "$(REQUIRES)" -pp camlp4o
-
-MODULES = mooglePp
-SRCS = $(patsubst %,%.ml,$(MODULES)) $(patsubst %,%.mli,$(MODULES)) \
- searchEngine.ml
-CMOS = $(patsubst %,%.cmo,$(MODULES))
-CMXS = $(patsubst %,%.cmx,$(MODULES))
-
-all: byte html
-world: byte opt
-byte: searchEngine
-opt: searchEngine.opt html
-
-.PHONY: html
-html:
- make -C html/
-
-%.cmi: %.mli
- $(OCAMLC) -c $<
-%.cmo %.cmi: %.ml
- $(OCAMLC) -c $<
-%.cmx: %.ml
- $(OCAMLOPT) -c $<
-
-searchEngine: $(CMOS) searchEngine.ml
- $(OCAMLC) -linkpkg -o $@ $^
-searchEngine.opt: $(CMXS) searchEngine.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-
-clean:
- make -C html/ clean
- rm -f *.cm[aiox] *.o searchEngine{,.opt}
-
-.PHONY: depend
-depend:
- $(OCAMLDEP) $(SRCS) > .depend
-
-.PHONY: all opt clean
-
-include .depend
-
+++ /dev/null
-INC_STYLESHEET = includes.xsl
-TARGETS = moogle.html moogle_chat.html
-all: $(TARGETS)
-clean:
- rm -f $(TARGETS)
-%.html: %.html.src *.src
- xsltproc $(INC_STYLESHEET) $< > $@
+++ /dev/null
-<?xml version="1.0"?>
-<xsl:stylesheet
- xmlns:xsl="http://www.w3.org/1999/XSL/Transform"
- xmlns:helm="http://www.cs.unibo.it/helm"
- version="1.0"
->
- <xsl:template match="/|@*|node()">
- <xsl:copy>
- <xsl:apply-templates select="@*|node()" />
- </xsl:copy>
- </xsl:template>
- <xsl:template match="helm:include">
- <xsl:apply-templates select="document(@href)/*[1]/*" />
- </xsl:template>
-</xsl:stylesheet>
+++ /dev/null
-<html>
-<head>
-<title>Search Engine Interface Online Manual</title>
-</head>
-<body>
-<h1>Search Engine Interface Online Manual</h1>
-<h2>Index</h2>
-1. <a href="#roles">Roles of the frames</a><br>
-2. <a href="#mqlquery">How to compose a low-level query</a><br>
-3. <a href="#pdqquery">How to compose a pre-defined query</a><br>
-<a name="roles"><h2>1. Roles of the frames</h2></a>
-<p>
-The interface is composed by five frames, as you can see below.<br><br>
-<img src="./frames.jpg"><br><br>
-Each frame has its own role, in particular:<br><ul>
-<li>frame <b>1</b> contains the query as it is, the frame is refreshed whenever you modify the query.<br>
-<li>frame <b>2</b> contains all the available options for the composition of the query, it's where most of the interaction happens.<br>
-<li>frame <b>3</b> contains the form used for the submission of the query and various buttons to modify it.<br>
-<li>frame <b>4</b> contains the grammar.<br>
-<li>frame <b>5</b> contains online help.<br>
-</ul>
-</p>
-<a name="mqlquery"><h2>2. How to compose a low-level query</h2></a>
-<p>
-In order to compose a low-level query, you must click the "compose a query" button in the main page. Here's what you'll get:<br> <ul><li>In frame 1, you have the query in its actual state, so at the beginning the frame is empty. Later, the frame will be updated automatically on every change of the query and will contain hypertextual links in this form: <b>[?<production name><production number>]</b>. Possible names are "set","val" and "bol" and they represent the main productions of MathQL grammar. By clicking on each of these links you'll obtain the visualization of possible options for the corresponding production in frame 2, allowing the sobstitution of the link with what will be selected.<br> <li>Frame 2 contains, in order: the identifier of the production you are choosing (e.g. <b>[?set1]</b> or <b>[?bol3]</b>), an "undo" button, a "redo" button, the options list, a "compose" button to confirm your choice, a "get help" button to know the semantic meaning of the selected option. The options list is composed by various radio buttons, sometimes you'll have only to select one of them while sometimes you'll have to fill input areas with identifiers, paths or other things: anyway, whenever an input area gets the focus, a help about what you can write there will appear in frame 5.<br>
-<li>Frame 3 contains a textarea with the query, a "submit the query" button, a "restart" button (it will bring you to the main page, erasing you query) and an "apply changes" button to modify the query. <br><li> Frame 4 contains the MathQL grammar.<br> <li>Frame 5 contains various help messages, whenever an object gets the focus a message will appear there.<br></ul>
-Being "set" the main production of MathQL, at the beginning frame 1 is empty and frame 2 contains the menu for "set". You should choose one option by clicking on its radio button and then press "compose". The interface will perform a syntax check of what you entered and should something be wrong a message will appear, otherwise the query will be updated. Afterwards, the query will appear in frame 1 and in frame 3, and frame 2 will display the menu of the first production found in the new query string. For example, in the picture below you see the interface after the selection of the 10th production inserting "positions" as the requested identifier. As you can see, frame 2 now displays the "val" menu.<br><br>
-<img src="./ex1.jpg"><br><br>
-Now your options include following the instructions in frame 2, choosing a different production by clicking on a link in frame 1, or manually modifying the query by writing the changes in the textarea in frame 3 and then clicking "apply changes". Obviously "undo" and "redo" buttons will allow you to recover from mistakes; just DON'T use "back","forward" and "refresh" buttons on your browser since they will cause unpredictable errors. Once the query is completed, the "submit the query" button will display the results in frame 2.</p>
-<a name="pdqquery"><h2>3. How to compose a pre-defined query</h2></a>
-<p>
-There are actually three pre-defined queries, <b>Locate Object</b>, <b>Search Pattern</b> and <b>Match Conclusion</b>. By clicking on "submit a pre-defined query" in the main page, a small menu with the three options will appear in frame 2. <br>
-<b>Locate Object</b> is very simple, you must enter the name of the object to search in the text box and click "display results".<br>
-<b>Search Pattern</b>, which takes a CIC term and finds theorems which have it as thesis, and <b>Match Conclusion</b> which takes a CIC term and finds theorems which have it as conclusion, have an identical interface, being the only difference in the output.
-First thing to do is to insert a list of aliases (you may skip this step since the search engine will ask you later about ambiguous interpretations of your query if you don't know objects names, for example), then you must compose the CIC term. Composing a CIC term is pretty much the same thing as composing a MathQL query, except that the term is usually so short that there is no need for links, undo buttons and the like. While composing the term, you may modify your list of aliases (i.e. add or remove them) anytime by clicking "edit" in the frame 3. When the query is completed, the "submit" button will display the results in frame 2, and the server will ask you to solve ambiguities, thus adding aliases to your list. Once a result is displayed, you may want to submit a different query but keep your aliases; in this case, just click "new expression" in frame 3. The "edit" button will work even in this phase.<br><br>
-<img src="./alias.jpg"><br><br>
-</p>
-
-</body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-<html
- xmlns="http://www.w3.org/1999/xhtml"
- xmlns:ht="http://www.cs.unibo.it/helm/namespaces/helm-theory"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xml:lang="en"
- lang="en"
->
- <helm:include href="moogle_header.html.src" />
- <body>
- <helm:include href="moogle_form.html.src" />
- <helm:include href="moogle_querybar.html.src" />
- <!-- MOZILLA SEARCH PLUGIN: BEGIN LIST -->
- <div>
- @RESULTS@
- </div>
- <!-- MOZILLA SEARCH PLUGIN: END LIST -->
- <helm:include href="moogle_trailer.html.src" />
- </body>
-</html>
-
+++ /dev/null
-<?xml version="1.0"?>
-<html
- xmlns="http://www.w3.org/1999/xhtml"
- xmlns:ht="http://www.cs.unibo.it/helm/namespaces/helm-theory"
- xmlns:helm="http://www.cs.unibo.it/helm"
- xml:lang="en"
- lang="en"
->
- <helm:include href="moogle_header.html.src" />
- <body>
- <helm:include href="moogle_form.html.src" />
- <helm:include href="moogle_querybar.html.src" />
- <div style="font-size: larger;">
- <p>
- <b>Ambiguous input:</b> <kbd>@EXPRESSION@</kbd>
- </p>
- <p>
- Please choose one of the following interpretations:
- </p>
- <p>
- <helm:uwobo_form>
- <helm:hidden_params />
- <input type="hidden" name="keys" value="S,T1,T2,L,RT,E"/>
- <input type="hidden" name="param.expression" value="@EXPRESSION@"/>
- <input type="hidden" name="param.action" value="@ACTION@"/>
- <input type="hidden" name="param.advanced" value="@ADVANCED@"/>
- <input type="hidden" name="param.choices" value="@CURRENT_CHOICES@"/>
- @INTERPRETATIONS@
- <br />
- <input type="submit" value="Choose" />
- </helm:uwobo_form>
- </p>
- </div>
- <div class='bottombar'>
- <span class="invisible">moogle rules</span>
- </div>
- </body>
-</html>
-
+++ /dev/null
-<?xml version="1.0"?>
-<helm:content
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns="http://www.w3.org/1999/xhtml"
->
- <helm:uwobo_form>
- <helm:hidden_params />
- <input type="hidden" name="advanced" value="@ADVANCED@"/>
- <input type="hidden" name="keys" value="S,T1,T2,L,RT,E"/>
- <table cellspacing="0" cellpadding="0">
- <tr valign="middle">
- <td><img src="@SEARCH_ENGINE_URL@/getpage?url=whelp_small.png" alt="whelp" /></td>
- <td>  </td>
- <td align="center">
- <input maxLength="1024" size="45" name="param.expression" value="@EXPRESSION@" />
- </td>
- <td>
- <input type="submit" value="locate" name="param.action" />
- <input type="submit" value="hint" name="param.action" />
- <input type="submit" value="match" name="param.action" />
- <input type="submit" value="elim" name="param.action" />
- <input type="submit" value="instance" name="param.action" />
- </td>
- <td>   </td>
- <td>
- <font size="-2">
- <a href="@SEARCH_ENGINE_URL@/getpage?url=moogle_help.html">Help</a><br />
- <a href="@SEARCH_ENGINE_URL@/getpage?url=moogle_syntax.html">Input Syntax</a>
- </font>
- </td>
- </tr>
- <br />
- <!--
- <tr>
- <td colspan="2" />
- <td align="center">
- <font size="-1">
- <input type="radio" name="param.advanced" value="no" @SIMPLE_CHECKED@ />
- <label>Simple search</label>
- <input type="radio" name="param.advanced" value="yes" @ADVANCED_CHECKED@ />
- <label>Advanced search</label>
- </font>
- </td>
- <td colspan="2" />
- </tr>
- -->
- </table>
- </helm:uwobo_form>
-</helm:content>
+++ /dev/null
-<?xml version="1.0"?>
-<helm:content
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns="http://www.w3.org/1999/xhtml"
->
-<head>
- <title>Whelp search</title>
- <style>
- div.resultsbar {
- background-color: #e5ecf9;
- border-top: solid;
- border-width: thin;
- border-color: #3366cc;
- }
- div.bottombar {
- background-color: #e5ecf9;
- border-top: solid;
- border-bottom: solid;
- border-width: thin;
- border-color: #3366cc;
- text-align: center;
- }
- table.interp {
- border-collapse: collapse;
- border-top: solid;
- border-width: 1pt;
- }
- tr.interp {
- border-bottom: solid;
- border-width: 1pt;
- }
- td.left { text-align: left }
- td.right { text-align: right }
- b.error { color: red }
- b.query_kind { font-size: large }
- body {
- font-family: sans-serif;
- font-size: smaller;
- background-color: #ffffff;
- }
- span.uri { color: blue; }
- span.invisible { color: #e5ecf9; }
- </style>
-</head>
-</helm:content>
+++ /dev/null
-<?xml version="1.0"?>
-<html>
- <body>
- <table align="center">
- <tr>
- <td>
- <img align="center" src="http://helm.cs.unibo.it/whelp.png" alt="whelp"/>
- </td>
- </tr>
- <tr>
- <td> </td>
- </tr>
- <tr>
- <td align="center">
- <h2>Coming soon!</h2>
- </td>
- </tr>
- </table>
- <br />
- <br />
- In the meantime have a look at the
- <a href="http://mowgli.mowgli.cs.unibo.it:58085/getpage?url=moogle_syntax.html">Input Syntax page</a>
- for syntax and examples.
- </body>
-</html>
+++ /dev/null
-<?xml version="1.0"?>
-<html xmlns="http://www.w3.org/1999/xhtml" xmlns:ht="http://www.cs.unibo.it/helm/namespaces/helm-theory" xmlns:helm="http://www.cs.unibo.it/helm" xml:lang="en" lang="en">
-<head>
-<title>Whelp search</title>
-<style>
- body { font-family: sans-serif }
-</style>
-
-<script type="text/javascript" language="JavaScript">
- function submit_query(q){
- if ( q == 'w' ) {
- alert("This is Whelp!");
- } else {
- e = document.createElement("input");
- e.setAttribute("type","hidden");
- e.setAttribute("name","param.action");
- e.setAttribute("value",q);
-
- document.forms[0].appendChild(e);
-
- document.forms[0].submit();
- }
- }
-</script>
-
-</head>
-
-<body bgcolor="#ffffff">
-
-<center>
-<table border="0" cellspacing="0" cellpadding="0">
-<tr>
- <td>
- <img src="@SEARCH_ENGINE_URL@/getpage?url=whelp.png"
- alt="whelp" usemap="#map"
- style="border: 0;"/>
- </td>
-</tr>
-
-
-<map name="map">
-
-<!-- #$-:Image Map file created by GIMP Imagemap Plugin -->
-<!-- #$-:GIMP Imagemap Plugin by Maurits Rijk -->
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-<!-- #$AUTHOR:Enrico Tassi -->
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-onclick="submit_query('hint')" />
-
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-onclick="submit_query('elim')" />
-<area shape="poly" coords="90,13,102,2,115,0,130,5,139,15,139,28,127,40,117,43,105,41,94,35,89,26" alt="LOCATE"
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-onclick="submit_query('match')" />
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-onclick="submit_query('w')" />
-</map>
-
-</table>
-<br />
-<helm:uwobo_form>
- <helm:hidden_params />
- <input type="hidden" name="advanced" value="@ADVANCED@"/>
- <input type="hidden" name="keys" value="S,T1,T2,L,RT,E"/>
- <table cellspacing="0" cellpadding="0">
- <tr valign="middle"><td width="25%"> </td>
- <td align="center">
- <input maxLength="1024" size="55" name="param.expression" value="" />
- <br />
- <input type="submit" value="locate" name="param.action" />
- <input type="submit" value="hint" name="param.action" />
- <input type="submit" value="match" name="param.action" />
- <input type="submit" value="elim" name="param.action" />
- <input type="submit" value="instance" name="param.action" />
- </td>
- <td valign="top" width="25%">
- <font size="-2">
- <a href="@SEARCH_ENGINE_URL@/getpage?url=moogle_help.html">Help</a><br />
- <a href="@SEARCH_ENGINE_URL@/getpage?url=moogle_syntax.html">Input Syntax</a>
- </font>
- </td>
- </tr>
-<!--
- <tr>
- <td colspan="3" align="center">
- <font size="-1">
- <input id="all" type="radio" name="param.advanced" value="no" checked="true" />
- <label for="all">Simple search</label>
- <input id="standard" type="radio" name="param.advanced" value="yes" />
- <label for="standard">Advanced search</label>
- </font>
- </td>
- </tr>
--->
- </table>
-</helm:uwobo_form>
-</center>
-<font size="-1">
-@RESULTS@
-</font>
-</body>
-</html>
-
+++ /dev/null
-<?xml version="1.0"?>
-<helm:content
- xmlns:helm="http://www.cs.unibo.it/helm"
- xmlns="http://www.w3.org/1999/xhtml"
->
- <div class='resultsbar'>
- <table width='100%%'>
- <tr>
- <td class='left'><b class='query_kind'>@QUERY_KIND@</b></td>
- <td class='right'>@QUERY_SUMMARY@</td>
- </tr>
- </table>
- </div>
- <br />
-</helm:content>
+++ /dev/null
-<html>
- <head>
- <style type="text/css">
- ul.spaced li { padding-bottom: 1em; }
- ul.empty li { list-style-type: none; }
- tt { font-weight: bold; background-color: lightgray; }
- tt.uri { font-weight: normal; background-color: transparent; }
- </style>
- </head>
- <body>
- <table>
- <tr>
- <td>
- <img align="center" src="http://helm.cs.unibo.it/whelp.png" alt="whelp" />
- </td>
- </tr>
- <tr>
- <td>
- <h2>Whelp Input Syntax</h2>
- <ul class="spaced">
- <li>
- <b>locate <em><pattern></em></b>
- <p>
- <em><pattern></em> is a shell like pattern which could
- include <tt>*</tt> (denoting any sequence of 0 or more characters)
- and <tt>?</tt> (denoting any single character).<br />
- </p>
- <p>
- <u>Examples:</u>
- <ul class="empty">
- <li> <tt>nat</tt> pattern matches
- <tt class="uri">cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)</tt> only
- </li>
- <li> <tt>n?t</tt> pattern matches
- <tt class="uri">cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)</tt> and
- <tt class="uri">cic:/Coq/Init/Logic/not.con</tt>
- </li>
- <li> <tt>nat*</tt> pattern matches
- <tt class="uri">cic:/Coq/Init/Datatypes/nat.ind#xpointer(1/1)</tt>,
- <tt class="uri">cic:/Coq/Init/Peano/nat_case.con</tt> and many more
- </li>
- </ul>
- </p>
- </li>
- <li>
- <b>match <em><term></em></b>
- <p>
- <u>Examples:</u>
- <ul class="empty">
- <li> <tt>\forall x,y:nat.x+y=y+x</tt>
- (commutativity of natural plus)
- </li>
- <li> <tt>\forall x,y,z:R.x*(y+z)=x*y+x*z</tt>
- (distributivity of real times over real plus)
- </li>
- <li> <tt>nat \to nat \to nat</tt>
- (all binary functions over naturals)
- </li>
- </ul>
- </p>
- </li>
- <li>
- <b>hint <em><term></em></b>
- <p>
- <u>Examples:</u>
- <ul class="empty">
- <li> <tt>\forall n:nat. (fact n) = n * (fact (n - 1))</tt>
- (how could we prove <em>n! = (n-1)! * n</em> ?)
- </li>
- <li> <tt>\forall n:nat.n \lt n+5</tt>
- (how could we prove <em>n < n + 5</em> ?)
- </li>
- <li> <tt>\forall x,y:nat. x*y \lt (S x)*(S y)</tt>
- (how could we prove <em>x*y < (x+1)*(y+1)</em> ?)
- </li>
- </ul>
- </p>
- </li>
- <li>
- <b>elim <em><identifier></em></b>
- <p>
- <u>Examples:</u>
- <ul class="empty">
- <li> <tt>nat</tt>
- (induction/elimination principles over natural numbers)
- </li>
- <li> <tt>list</tt>
- (induction/elimination principles over lists)
- </li>
- </ul>
- </p>
- </li>
- </ul>
- </td>
- </tr>
- </table>
- </body>
-</html>
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- @PAGES@: @PREV_LINK@ <b>@PAGELIST@</b> @NEXT_LINK@
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+++ /dev/null
-
-open Printf
-
-let pp_error title msg =
- sprintf "<div><b class='error'>%s:</b> %s</div><br />" title msg
-
-let paginate ~size ~page l =
- let min = 1 + (page-1) * size in
- let max = page * size in
- let rec aux i l =
- match (i, l) with
- | _, [] -> []
- | i, hd :: tl when i < min -> aux (i+1) tl
- | i, hd :: tl when i >= min && i <= max -> hd :: aux (i+1) tl
- | i, hd :: tl -> []
- in
- assert (size > 0 && page > 0);
- aux 1 l
-
- (** pretty print a list of URIs to an HELM theory file *)
-let theory_of_result page result =
- let results_per_page =
- Helm_registry.get_int "search_engine.results_per_page"
- in
- let results_no = List.length result in
- let buffer = Buffer.create (200 * results_no) in
- let result = paginate ~size:results_per_page ~page result in
- if results_no > 0 then
- let mode = "typeonly" in
- let output_results () =
- let idx = ref ((page - 1) * results_per_page) in
- List.iter
- (fun uri ->
- incr idx;
- Printf.bprintf buffer
- "<tr>
- <td valign=\"top\">%d.</td>
- <td><span class=\"uri\">%s</span></td>
- </tr>
- <tr>
- <td />
- <td><ht:OBJECT uri=\"%s\" mode=\"%s\"/></td>
- </tr>"
- !idx uri uri mode) result ;
- in
- let summary =
- sprintf "<b>%d</b> result%s found"
- results_no (if results_no > 1 then "s" else "")
- in
- begin
- Buffer.add_string buffer
- "<table xmlns:ht=\"http://www.cs.unibo.it/helm/namespaces/helm-theory\">";
- output_results ();
- Buffer.add_string buffer "</table>";
- (summary, Buffer.contents buffer)
- end
- else
- ("no results found", "")
-
-let html_of_interpretations interps =
- let choice_of_interp interp =
- sprintf "<table>\n%s\n</table>"
- (String.concat "\n"
- (List.map
- (fun (k, v) ->
- sprintf "<tr><td><em>%s</em></td><td>%s</td></tr>" k v)
- interp))
- in
- let interp_no = ref ~-1 in
- sprintf "<table class=\"interp\">\n%s\n</table>"
- (String.concat "\n"
- (List.map
- (fun interp ->
- sprintf "
- <tr class=\"interp\">
- <td><input type=\"radio\" name=\"param.interp\" value=\"%d\" /></td>
- <td>
- %s
- </td></tr>"
- (incr interp_no; !interp_no)
- (choice_of_interp interp))
- interps))
-
+++ /dev/null
-(* Copyright (C) 2002-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-val pp_error : string -> string -> string
-
-(** @param page page number
- * @param results query results
- * @return a pair <summary, results> of suitable instantiations for
- * QUERY_SUMMARY and QUERY_RESULTS tag in moogle's main template *)
-val theory_of_result : int -> string list -> string * string
-
-val html_of_interpretations: (string * string) list list -> string
-
+++ /dev/null
-cic:/Coq/Arith/Between/P_nth_ind.con
-cic:/Coq/Arith/Between/bet_eq.con
-cic:/Coq/Arith/Between/between_Sk_l.con
-cic:/Coq/Arith/Between/between_in_int.con
-cic:/Coq/Arith/Between/between_ind.con
-cic:/Coq/Arith/Between/between_le.con
-cic:/Coq/Arith/Between/between_not_exists.con
-cic:/Coq/Arith/Between/between_or_exists.con
-cic:/Coq/Arith/Between/between_restr.con
-cic:/Coq/Arith/Between/event_O.con
-cic:/Coq/Arith/Between/eventually.con
-cic:/Coq/Arith/Between/exists_S_le.con
-cic:/Coq/Arith/Between/exists_between_ind.con
-cic:/Coq/Arith/Between/exists_in_int.con
-cic:/Coq/Arith/Between/exists_le_S.con
-cic:/Coq/Arith/Between/exists_lt.con
-cic:/Coq/Arith/Between/in_int.con
-cic:/Coq/Arith/Between/in_int_S.con
-cic:/Coq/Arith/Between/in_int_Sp_q.con
-cic:/Coq/Arith/Between/in_int_between.con
-cic:/Coq/Arith/Between/in_int_exists.con
-cic:/Coq/Arith/Between/in_int_intro.con
-cic:/Coq/Arith/Between/in_int_lt.con
-cic:/Coq/Arith/Between/in_int_p_Sq.con
-cic:/Coq/Arith/Between/nth_le.con
-cic:/Coq/Arith/Bool_nat/lt_ge_dec.con
-cic:/Coq/Arith/Bool_nat/nat_eq_bool.con
-cic:/Coq/Arith/Bool_nat/nat_ge_lt_bool.con
-cic:/Coq/Arith/Bool_nat/nat_gt_le_bool.con
-cic:/Coq/Arith/Bool_nat/nat_le_gt_bool.con
-cic:/Coq/Arith/Bool_nat/nat_lt_ge_bool.con
-cic:/Coq/Arith/Bool_nat/nat_noteq_bool.con
-cic:/Coq/Arith/Bool_nat/notzerop.con
-cic:/Coq/Arith/Bool_nat/notzerop_bool.con
-cic:/Coq/Arith/Bool_nat/zerop_bool.con
-cic:/Coq/Arith/Compare/Pcompare.con
-cic:/Coq/Arith/Compare/discrete_nat.con
-cic:/Coq/Arith/Compare/le_dec.con
-cic:/Coq/Arith/Compare/le_decide.con
-cic:/Coq/Arith/Compare/le_le_S_eq.con
-cic:/Coq/Arith/Compare/le_or_le_S.con
-cic:/Coq/Arith/Compare/lt_or_eq.con
-cic:/Coq/Arith/Compare_dec/dec_ge.con
-cic:/Coq/Arith/Compare_dec/dec_gt.con
-cic:/Coq/Arith/Compare_dec/dec_le.con
-cic:/Coq/Arith/Compare_dec/dec_lt.con
-cic:/Coq/Arith/Compare_dec/gt_eq_gt_dec.con
-cic:/Coq/Arith/Compare_dec/le_ge_dec.con
-cic:/Coq/Arith/Compare_dec/le_gt_dec.con
-cic:/Coq/Arith/Compare_dec/le_le_S_dec.con
-cic:/Coq/Arith/Compare_dec/le_lt_dec.con
-cic:/Coq/Arith/Compare_dec/le_lt_eq_dec.con
-cic:/Coq/Arith/Compare_dec/lt_eq_lt_dec.con
-cic:/Coq/Arith/Compare_dec/not_eq.con
-cic:/Coq/Arith/Compare_dec/not_ge.con
-cic:/Coq/Arith/Compare_dec/not_gt.con
-cic:/Coq/Arith/Compare_dec/not_le.con
-cic:/Coq/Arith/Compare_dec/not_lt.con
-cic:/Coq/Arith/Compare_dec/zerop.con
-cic:/Coq/Arith/Div2/div2.con
-cic:/Coq/Arith/Div2/div2_even.con
-cic:/Coq/Arith/Div2/div2_odd.con
-cic:/Coq/Arith/Div2/double.con
-cic:/Coq/Arith/Div2/double_S.con
-cic:/Coq/Arith/Div2/double_even.con
-cic:/Coq/Arith/Div2/double_odd.con
-cic:/Coq/Arith/Div2/double_plus.con
-cic:/Coq/Arith/Div2/even_2n.con
-cic:/Coq/Arith/Div2/even_div2.con
-cic:/Coq/Arith/Div2/even_double.con
-cic:/Coq/Arith/Div2/even_odd_div2.con
-cic:/Coq/Arith/Div2/even_odd_double.con
-cic:/Coq/Arith/Div2/ind_0_1_SS.con
-cic:/Coq/Arith/Div2/lt_div2.con
-cic:/Coq/Arith/Div2/odd_S2n.con
-cic:/Coq/Arith/Div2/odd_div2.con
-cic:/Coq/Arith/Div2/odd_double.con
-cic:/Coq/Arith/EqNat/beq_nat.con
-cic:/Coq/Arith/EqNat/beq_nat_eq.con
-cic:/Coq/Arith/EqNat/beq_nat_refl.con
-cic:/Coq/Arith/EqNat/eq_eq_nat.con
-cic:/Coq/Arith/EqNat/eq_nat.con
-cic:/Coq/Arith/EqNat/eq_nat_decide.con
-cic:/Coq/Arith/EqNat/eq_nat_elim.con
-cic:/Coq/Arith/EqNat/eq_nat_eq.con
-cic:/Coq/Arith/EqNat/eq_nat_refl.con
-cic:/Coq/Arith/Euclid/diveucl_ind.con
-cic:/Coq/Arith/Euclid/diveucl_rec.con
-cic:/Coq/Arith/Euclid/diveucl_rect.con
-cic:/Coq/Arith/Euclid/eucl_dev.con
-cic:/Coq/Arith/Euclid/modulo.con
-cic:/Coq/Arith/Euclid/quotient.con
-cic:/Coq/Arith/Even/even_even_plus.con
-cic:/Coq/Arith/Even/even_ind.con
-cic:/Coq/Arith/Even/even_mult_aux.con
-cic:/Coq/Arith/Even/even_mult_inv_l.con
-cic:/Coq/Arith/Even/even_mult_inv_r.con
-cic:/Coq/Arith/Even/even_mult_l.con
-cic:/Coq/Arith/Even/even_mult_r.con
-cic:/Coq/Arith/Even/even_odd_dec.con
-cic:/Coq/Arith/Even/even_or_odd.con
-cic:/Coq/Arith/Even/even_plus_aux.con
-cic:/Coq/Arith/Even/even_plus_even_inv_l.con
-cic:/Coq/Arith/Even/even_plus_even_inv_r.con
-cic:/Coq/Arith/Even/even_plus_odd_inv_l.con
-cic:/Coq/Arith/Even/even_plus_odd_inv_r.con
-cic:/Coq/Arith/Even/not_even_and_odd.con
-cic:/Coq/Arith/Even/odd_even_plus.con
-cic:/Coq/Arith/Even/odd_ind.con
-cic:/Coq/Arith/Even/odd_mult.con
-cic:/Coq/Arith/Even/odd_mult_inv_l.con
-cic:/Coq/Arith/Even/odd_mult_inv_r.con
-cic:/Coq/Arith/Even/odd_plus_even_inv_l.con
-cic:/Coq/Arith/Even/odd_plus_even_inv_r.con
-cic:/Coq/Arith/Even/odd_plus_l.con
-cic:/Coq/Arith/Even/odd_plus_odd_inv_l.con
-cic:/Coq/Arith/Even/odd_plus_odd_inv_r.con
-cic:/Coq/Arith/Even/odd_plus_r.con
-cic:/Coq/Arith/Factorial/fact.con
-cic:/Coq/Arith/Factorial/fact_le.con
-cic:/Coq/Arith/Factorial/fact_neq_0.con
-cic:/Coq/Arith/Factorial/lt_O_fact.con
-cic:/Coq/Arith/Gt/gt_O_eq.con
-cic:/Coq/Arith/Gt/gt_S.con
-cic:/Coq/Arith/Gt/gt_S_le.con
-cic:/Coq/Arith/Gt/gt_S_n.con
-cic:/Coq/Arith/Gt/gt_Sn_O.con
-cic:/Coq/Arith/Gt/gt_Sn_n.con
-cic:/Coq/Arith/Gt/gt_asym.con
-cic:/Coq/Arith/Gt/gt_irrefl.con
-cic:/Coq/Arith/Gt/gt_le_S.con
-cic:/Coq/Arith/Gt/gt_le_trans.con
-cic:/Coq/Arith/Gt/gt_n_S.con
-cic:/Coq/Arith/Gt/gt_not_le.con
-cic:/Coq/Arith/Gt/gt_pred.con
-cic:/Coq/Arith/Gt/gt_trans.con
-cic:/Coq/Arith/Gt/gt_trans_S.con
-cic:/Coq/Arith/Gt/le_S_gt.con
-cic:/Coq/Arith/Gt/le_gt_S.con
-cic:/Coq/Arith/Gt/le_gt_trans.con
-cic:/Coq/Arith/Gt/le_not_gt.con
-cic:/Coq/Arith/Gt/plus_gt_compat_l.con
-cic:/Coq/Arith/Gt/plus_gt_reg_l.con
-cic:/Coq/Arith/Le/le_O_n.con
-cic:/Coq/Arith/Le/le_S_n.con
-cic:/Coq/Arith/Le/le_Sn_O.con
-cic:/Coq/Arith/Le/le_Sn_le.con
-cic:/Coq/Arith/Le/le_Sn_n.con
-cic:/Coq/Arith/Le/le_antisym.con
-cic:/Coq/Arith/Le/le_elim_rel.con
-cic:/Coq/Arith/Le/le_n_O_eq.con
-cic:/Coq/Arith/Le/le_n_S.con
-cic:/Coq/Arith/Le/le_n_Sn.con
-cic:/Coq/Arith/Le/le_pred.con
-cic:/Coq/Arith/Le/le_pred_n.con
-cic:/Coq/Arith/Le/le_refl.con
-cic:/Coq/Arith/Le/le_trans.con
-cic:/Coq/Arith/Lt/S_pred.con
-cic:/Coq/Arith/Lt/le_lt_n_Sm.con
-cic:/Coq/Arith/Lt/le_lt_or_eq.con
-cic:/Coq/Arith/Lt/le_lt_trans.con
-cic:/Coq/Arith/Lt/le_not_lt.con
-cic:/Coq/Arith/Lt/le_or_lt.con
-cic:/Coq/Arith/Lt/lt_O_Sn.con
-cic:/Coq/Arith/Lt/lt_O_neq.con
-cic:/Coq/Arith/Lt/lt_S.con
-cic:/Coq/Arith/Lt/lt_S_n.con
-cic:/Coq/Arith/Lt/lt_asym.con
-cic:/Coq/Arith/Lt/lt_irrefl.con
-cic:/Coq/Arith/Lt/lt_le_S.con
-cic:/Coq/Arith/Lt/lt_le_trans.con
-cic:/Coq/Arith/Lt/lt_le_weak.con
-cic:/Coq/Arith/Lt/lt_n_O.con
-cic:/Coq/Arith/Lt/lt_n_S.con
-cic:/Coq/Arith/Lt/lt_n_Sm_le.con
-cic:/Coq/Arith/Lt/lt_n_Sn.con
-cic:/Coq/Arith/Lt/lt_not_le.con
-cic:/Coq/Arith/Lt/lt_pred.con
-cic:/Coq/Arith/Lt/lt_pred_n_n.con
-cic:/Coq/Arith/Lt/lt_trans.con
-cic:/Coq/Arith/Lt/nat_total_order.con
-cic:/Coq/Arith/Lt/neq_O_lt.con
-cic:/Coq/Arith/Max/le_max_l.con
-cic:/Coq/Arith/Max/le_max_r.con
-cic:/Coq/Arith/Max/max.con
-cic:/Coq/Arith/Max/max_SS.con
-cic:/Coq/Arith/Max/max_case.con
-cic:/Coq/Arith/Max/max_case2.con
-cic:/Coq/Arith/Max/max_comm.con
-cic:/Coq/Arith/Max/max_dec.con
-cic:/Coq/Arith/Max/max_l.con
-cic:/Coq/Arith/Max/max_r.con
-cic:/Coq/Arith/Min/le_min_l.con
-cic:/Coq/Arith/Min/le_min_r.con
-cic:/Coq/Arith/Min/min.con
-cic:/Coq/Arith/Min/min_SS.con
-cic:/Coq/Arith/Min/min_case.con
-cic:/Coq/Arith/Min/min_case2.con
-cic:/Coq/Arith/Min/min_comm.con
-cic:/Coq/Arith/Min/min_dec.con
-cic:/Coq/Arith/Min/min_l.con
-cic:/Coq/Arith/Min/min_r.con
-cic:/Coq/Arith/Minus/le_minus.con
-cic:/Coq/Arith/Minus/le_plus_minus.con
-cic:/Coq/Arith/Minus/le_plus_minus_r.con
-cic:/Coq/Arith/Minus/lt_O_minus_lt.con
-cic:/Coq/Arith/Minus/lt_minus.con
-cic:/Coq/Arith/Minus/minus_Sn_m.con
-cic:/Coq/Arith/Minus/minus_n_O.con
-cic:/Coq/Arith/Minus/minus_n_n.con
-cic:/Coq/Arith/Minus/minus_plus.con
-cic:/Coq/Arith/Minus/minus_plus_simpl_l_reverse.con
-cic:/Coq/Arith/Minus/not_le_minus_0.con
-cic:/Coq/Arith/Minus/plus_minus.con
-cic:/Coq/Arith/Minus/pred_of_minus.con
-cic:/Coq/Arith/Mult/mult_0_l.con
-cic:/Coq/Arith/Mult/mult_0_r.con
-cic:/Coq/Arith/Mult/mult_1_l.con
-cic:/Coq/Arith/Mult/mult_1_r.con
-cic:/Coq/Arith/Mult/mult_O_le.con
-cic:/Coq/Arith/Mult/mult_S_le_reg_l.con
-cic:/Coq/Arith/Mult/mult_S_lt_compat_l.con
-cic:/Coq/Arith/Mult/mult_acc.con
-cic:/Coq/Arith/Mult/mult_acc_aux.con
-cic:/Coq/Arith/Mult/mult_assoc.con
-cic:/Coq/Arith/Mult/mult_assoc_reverse.con
-cic:/Coq/Arith/Mult/mult_comm.con
-cic:/Coq/Arith/Mult/mult_le_compat.con
-cic:/Coq/Arith/Mult/mult_le_compat_l.con
-cic:/Coq/Arith/Mult/mult_le_compat_r.con
-cic:/Coq/Arith/Mult/mult_lt_compat_r.con
-cic:/Coq/Arith/Mult/mult_minus_distr_r.con
-cic:/Coq/Arith/Mult/mult_plus_distr_l.con
-cic:/Coq/Arith/Mult/mult_plus_distr_r.con
-cic:/Coq/Arith/Mult/mult_tail_mult.con
-cic:/Coq/Arith/Mult/odd_even_lem.con
-cic:/Coq/Arith/Mult/tail_mult.con
-cic:/Coq/Arith/Peano_dec/O_or_S.con
-cic:/Coq/Arith/Peano_dec/dec_eq_nat.con
-cic:/Coq/Arith/Peano_dec/eq_nat_dec.con
-cic:/Coq/Arith/Plus/le_plus_l.con
-cic:/Coq/Arith/Plus/le_plus_r.con
-cic:/Coq/Arith/Plus/le_plus_trans.con
-cic:/Coq/Arith/Plus/lt_plus_trans.con
-cic:/Coq/Arith/Plus/plus_0_l.con
-cic:/Coq/Arith/Plus/plus_0_r.con
-cic:/Coq/Arith/Plus/plus_Snm_nSm.con
-cic:/Coq/Arith/Plus/plus_acc.con
-cic:/Coq/Arith/Plus/plus_assoc.con
-cic:/Coq/Arith/Plus/plus_assoc_reverse.con
-cic:/Coq/Arith/Plus/plus_comm.con
-cic:/Coq/Arith/Plus/plus_is_O.con
-cic:/Coq/Arith/Plus/plus_is_one.con
-cic:/Coq/Arith/Plus/plus_le_compat.con
-cic:/Coq/Arith/Plus/plus_le_compat_l.con
-cic:/Coq/Arith/Plus/plus_le_compat_r.con
-cic:/Coq/Arith/Plus/plus_le_lt_compat.con
-cic:/Coq/Arith/Plus/plus_le_reg_l.con
-cic:/Coq/Arith/Plus/plus_lt_compat.con
-cic:/Coq/Arith/Plus/plus_lt_compat_l.con
-cic:/Coq/Arith/Plus/plus_lt_compat_r.con
-cic:/Coq/Arith/Plus/plus_lt_le_compat.con
-cic:/Coq/Arith/Plus/plus_lt_reg_l.con
-cic:/Coq/Arith/Plus/plus_permute.con
-cic:/Coq/Arith/Plus/plus_permute_2_in_4.con
-cic:/Coq/Arith/Plus/plus_reg_l.con
-cic:/Coq/Arith/Plus/plus_tail_plus.con
-cic:/Coq/Arith/Plus/tail_plus.con
-cic:/Coq/Arith/Wf_nat/acc_lt_rel.con
-cic:/Coq/Arith/Wf_nat/gt_wf_ind.con
-cic:/Coq/Arith/Wf_nat/gt_wf_rec.con
-cic:/Coq/Arith/Wf_nat/gtof.con
-cic:/Coq/Arith/Wf_nat/induction_gtof1.con
-cic:/Coq/Arith/Wf_nat/induction_gtof2.con
-cic:/Coq/Arith/Wf_nat/induction_ltof1.con
-cic:/Coq/Arith/Wf_nat/induction_ltof2.con
-cic:/Coq/Arith/Wf_nat/inv_lt_rel.con
-cic:/Coq/Arith/Wf_nat/lt_wf.con
-cic:/Coq/Arith/Wf_nat/lt_wf_double_ind.con
-cic:/Coq/Arith/Wf_nat/lt_wf_double_rec.con
-cic:/Coq/Arith/Wf_nat/lt_wf_ind.con
-cic:/Coq/Arith/Wf_nat/lt_wf_rec.con
-cic:/Coq/Arith/Wf_nat/lt_wf_rec1.con
-cic:/Coq/Arith/Wf_nat/ltof.con
-cic:/Coq/Arith/Wf_nat/well_founded_gtof.con
-cic:/Coq/Arith/Wf_nat/well_founded_inv_lt_rel_compat.con
-cic:/Coq/Arith/Wf_nat/well_founded_inv_rel_inv_lt_rel.con
-cic:/Coq/Arith/Wf_nat/well_founded_lt_compat.con
-cic:/Coq/Arith/Wf_nat/well_founded_ltof.con
-cic:/Coq/Bool/Bool/Is_true.con
-cic:/Coq/Bool/Bool/Is_true_eq_left.con
-cic:/Coq/Bool/Bool/Is_true_eq_right.con
-cic:/Coq/Bool/Bool/Is_true_eq_true.con
-cic:/Coq/Bool/Bool/Is_true_eq_true2.con
-cic:/Coq/Bool/Bool/absoption_andb.con
-cic:/Coq/Bool/Bool/absoption_orb.con
-cic:/Coq/Bool/Bool/andb.con
-cic:/Coq/Bool/Bool/andb_assoc.con
-cic:/Coq/Bool/Bool/andb_b_false.con
-cic:/Coq/Bool/Bool/andb_b_true.con
-cic:/Coq/Bool/Bool/andb_comm.con
-cic:/Coq/Bool/Bool/andb_false_b.con
-cic:/Coq/Bool/Bool/andb_false_elim.con
-cic:/Coq/Bool/Bool/andb_false_intro1.con
-cic:/Coq/Bool/Bool/andb_false_intro2.con
-cic:/Coq/Bool/Bool/andb_neg_b.con
-cic:/Coq/Bool/Bool/andb_prop.con
-cic:/Coq/Bool/Bool/andb_prop2.con
-cic:/Coq/Bool/Bool/andb_true_b.con
-cic:/Coq/Bool/Bool/andb_true_eq.con
-cic:/Coq/Bool/Bool/andb_true_intro.con
-cic:/Coq/Bool/Bool/andb_true_intro2.con
-cic:/Coq/Bool/Bool/bool_1.con
-cic:/Coq/Bool/Bool/bool_2.con
-cic:/Coq/Bool/Bool/bool_3.con
-cic:/Coq/Bool/Bool/bool_4.con
-cic:/Coq/Bool/Bool/bool_5.con
-cic:/Coq/Bool/Bool/bool_6.con
-cic:/Coq/Bool/Bool/demorgan1.con
-cic:/Coq/Bool/Bool/demorgan2.con
-cic:/Coq/Bool/Bool/demorgan3.con
-cic:/Coq/Bool/Bool/demorgan4.con
-cic:/Coq/Bool/Bool/diff_false_true.con
-cic:/Coq/Bool/Bool/diff_true_false.con
-cic:/Coq/Bool/Bool/eq_true_false_abs.con
-cic:/Coq/Bool/Bool/eqb.con
-cic:/Coq/Bool/Bool/eqb_eq.con
-cic:/Coq/Bool/Bool/eqb_negb1.con
-cic:/Coq/Bool/Bool/eqb_negb2.con
-cic:/Coq/Bool/Bool/eqb_prop.con
-cic:/Coq/Bool/Bool/eqb_refl.con
-cic:/Coq/Bool/Bool/eqb_reflx.con
-cic:/Coq/Bool/Bool/eqb_subst.con
-cic:/Coq/Bool/Bool/false_xorb.con
-cic:/Coq/Bool/Bool/if_negb.con
-cic:/Coq/Bool/Bool/ifb.con
-cic:/Coq/Bool/Bool/implb.con
-cic:/Coq/Bool/Bool/leb.con
-cic:/Coq/Bool/Bool/negb.con
-cic:/Coq/Bool/Bool/negb_andb.con
-cic:/Coq/Bool/Bool/negb_elim.con
-cic:/Coq/Bool/Bool/negb_intro.con
-cic:/Coq/Bool/Bool/negb_orb.con
-cic:/Coq/Bool/Bool/negb_sym.con
-cic:/Coq/Bool/Bool/no_fixpoint_negb.con
-cic:/Coq/Bool/Bool/not_false_is_true.con
-cic:/Coq/Bool/Bool/not_true_is_false.con
-cic:/Coq/Bool/Bool/orb.con
-cic:/Coq/Bool/Bool/orb_assoc.con
-cic:/Coq/Bool/Bool/orb_b_false.con
-cic:/Coq/Bool/Bool/orb_b_true.con
-cic:/Coq/Bool/Bool/orb_comm.con
-cic:/Coq/Bool/Bool/orb_false_b.con
-cic:/Coq/Bool/Bool/orb_false_elim.con
-cic:/Coq/Bool/Bool/orb_false_intro.con
-cic:/Coq/Bool/Bool/orb_neg_b.con
-cic:/Coq/Bool/Bool/orb_prop.con
-cic:/Coq/Bool/Bool/orb_prop2.con
-cic:/Coq/Bool/Bool/orb_true_b.con
-cic:/Coq/Bool/Bool/orb_true_elim.con
-cic:/Coq/Bool/Bool/orb_true_intro.con
-cic:/Coq/Bool/Bool/true_xorb.con
-cic:/Coq/Bool/Bool/xorb.con
-cic:/Coq/Bool/Bool/xorb_assoc.con
-cic:/Coq/Bool/Bool/xorb_comm.con
-cic:/Coq/Bool/Bool/xorb_eq.con
-cic:/Coq/Bool/Bool/xorb_false.con
-cic:/Coq/Bool/Bool/xorb_move_l_r_1.con
-cic:/Coq/Bool/Bool/xorb_move_l_r_2.con
-cic:/Coq/Bool/Bool/xorb_move_r_l_1.con
-cic:/Coq/Bool/Bool/xorb_move_r_l_2.con
-cic:/Coq/Bool/Bool/xorb_nilpotent.con
-cic:/Coq/Bool/Bool/xorb_true.con
-cic:/Coq/Bool/BoolEq/beq_eq_not_false.con
-cic:/Coq/Bool/BoolEq/beq_eq_true.con
-cic:/Coq/Bool/BoolEq/beq_false_not_eq.con
-cic:/Coq/Bool/BoolEq/eq_dec.con
-cic:/Coq/Bool/BoolEq/exists_beq_eq.con
-cic:/Coq/Bool/BoolEq/not_eq_false_beq.con
-cic:/Coq/Bool/Bvector/BVand.con
-cic:/Coq/Bool/Bvector/BVor.con
-cic:/Coq/Bool/Bvector/BVxor.con
-cic:/Coq/Bool/Bvector/Bcons.con
-cic:/Coq/Bool/Bvector/Bhigh.con
-cic:/Coq/Bool/Bvector/Blow.con
-cic:/Coq/Bool/Bvector/Bneg.con
-cic:/Coq/Bool/Bvector/Bnil.con
-cic:/Coq/Bool/Bvector/BshiftL.con
-cic:/Coq/Bool/Bvector/BshiftL_iter.con
-cic:/Coq/Bool/Bvector/BshiftRa.con
-cic:/Coq/Bool/Bvector/BshiftRa_iter.con
-cic:/Coq/Bool/Bvector/BshiftRl.con
-cic:/Coq/Bool/Bvector/BshiftRl_iter.con
-cic:/Coq/Bool/Bvector/Bsign.con
-cic:/Coq/Bool/Bvector/Bvect_false.con
-cic:/Coq/Bool/Bvector/Bvect_true.con
-cic:/Coq/Bool/Bvector/Bvector.con
-cic:/Coq/Bool/Bvector/Vbinary.con
-cic:/Coq/Bool/Bvector/Vconst.con
-cic:/Coq/Bool/Bvector/Vextend.con
-cic:/Coq/Bool/Bvector/Vhead.con
-cic:/Coq/Bool/Bvector/Vlast.con
-cic:/Coq/Bool/Bvector/Vshiftin.con
-cic:/Coq/Bool/Bvector/Vshiftout.con
-cic:/Coq/Bool/Bvector/Vshiftrepeat.con
-cic:/Coq/Bool/Bvector/Vtail.con
-cic:/Coq/Bool/Bvector/Vtrunc.con
-cic:/Coq/Bool/Bvector/Vunary.con
-cic:/Coq/Bool/Bvector/vector_ind.con
-cic:/Coq/Bool/Bvector/vector_rec.con
-cic:/Coq/Bool/Bvector/vector_rect.con
-cic:/Coq/Bool/DecBool/ifdec.con
-cic:/Coq/Bool/DecBool/ifdec_left.con
-cic:/Coq/Bool/DecBool/ifdec_right.con
-cic:/Coq/Bool/IfProp/IfProp_false.con
-cic:/Coq/Bool/IfProp/IfProp_ind.con
-cic:/Coq/Bool/IfProp/IfProp_or.con
-cic:/Coq/Bool/IfProp/IfProp_sum.con
-cic:/Coq/Bool/IfProp/IfProp_true.con
-cic:/Coq/Bool/IfProp/Iffalse_inv.con
-cic:/Coq/Bool/IfProp/Iftrue_inv.con
-cic:/Coq/Bool/Sumbool/bool_eq_ind.con
-cic:/Coq/Bool/Sumbool/bool_eq_rec.con
-cic:/Coq/Bool/Sumbool/bool_of_sumbool.con
-cic:/Coq/Bool/Sumbool/sumbool_and.con
-cic:/Coq/Bool/Sumbool/sumbool_not.con
-cic:/Coq/Bool/Sumbool/sumbool_of_bool.con
-cic:/Coq/Bool/Sumbool/sumbool_or.con
-cic:/Coq/Bool/Zerob/zerob.con
-cic:/Coq/Bool/Zerob/zerob_false_elim.con
-cic:/Coq/Bool/Zerob/zerob_false_intro.con
-cic:/Coq/Bool/Zerob/zerob_true_elim.con
-cic:/Coq/Bool/Zerob/zerob_true_intro.con
-cic:/Coq/Init/Datatypes/CompOpp.con
-cic:/Coq/Init/Datatypes/Empty_set_ind.con
-cic:/Coq/Init/Datatypes/Empty_set_rec.con
-cic:/Coq/Init/Datatypes/Empty_set_rect.con
-cic:/Coq/Init/Datatypes/bool_ind.con
-cic:/Coq/Init/Datatypes/bool_rec.con
-cic:/Coq/Init/Datatypes/bool_rect.con
-cic:/Coq/Init/Datatypes/comparison_ind.con
-cic:/Coq/Init/Datatypes/comparison_rec.con
-cic:/Coq/Init/Datatypes/comparison_rect.con
-cic:/Coq/Init/Datatypes/fst.con
-cic:/Coq/Init/Datatypes/identity_ind.con
-cic:/Coq/Init/Datatypes/identity_rec.con
-cic:/Coq/Init/Datatypes/identity_rect.con
-cic:/Coq/Init/Datatypes/injective_projections.con
-cic:/Coq/Init/Datatypes/nat_ind.con
-cic:/Coq/Init/Datatypes/nat_rec.con
-cic:/Coq/Init/Datatypes/nat_rect.con
-cic:/Coq/Init/Datatypes/option_ind.con
-cic:/Coq/Init/Datatypes/option_rec.con
-cic:/Coq/Init/Datatypes/option_rect.con
-cic:/Coq/Init/Datatypes/prod_ind.con
-cic:/Coq/Init/Datatypes/prod_rec.con
-cic:/Coq/Init/Datatypes/prod_rect.con
-cic:/Coq/Init/Datatypes/snd.con
-cic:/Coq/Init/Datatypes/sum_ind.con
-cic:/Coq/Init/Datatypes/sum_rec.con
-cic:/Coq/Init/Datatypes/sum_rect.con
-cic:/Coq/Init/Datatypes/surjective_pairing.con
-cic:/Coq/Init/Datatypes/unit_ind.con
-cic:/Coq/Init/Datatypes/unit_rec.con
-cic:/Coq/Init/Datatypes/unit_rect.con
-cic:/Coq/Init/Logic/False_ind.con
-cic:/Coq/Init/Logic/False_rec.con
-cic:/Coq/Init/Logic/False_rect.con
-cic:/Coq/Init/Logic/IF_then_else.con
-cic:/Coq/Init/Logic/True_ind.con
-cic:/Coq/Init/Logic/True_rec.con
-cic:/Coq/Init/Logic/True_rect.con
-cic:/Coq/Init/Logic/absurd.con
-cic:/Coq/Init/Logic/all.con
-cic:/Coq/Init/Logic/and_ind.con
-cic:/Coq/Init/Logic/and_rec.con
-cic:/Coq/Init/Logic/and_rect.con
-cic:/Coq/Init/Logic/eq_ind.con
-cic:/Coq/Init/Logic/eq_ind_r.con
-cic:/Coq/Init/Logic/eq_rec.con
-cic:/Coq/Init/Logic/eq_rec_r.con
-cic:/Coq/Init/Logic/eq_rect.con
-cic:/Coq/Init/Logic/eq_rect_r.con
-cic:/Coq/Init/Logic/ex2_ind.con
-cic:/Coq/Init/Logic/ex_ind.con
-cic:/Coq/Init/Logic/f_equal.con
-cic:/Coq/Init/Logic/f_equal2.con
-cic:/Coq/Init/Logic/f_equal3.con
-cic:/Coq/Init/Logic/f_equal4.con
-cic:/Coq/Init/Logic/f_equal5.con
-cic:/Coq/Init/Logic/gen.con
-cic:/Coq/Init/Logic/iff.con
-cic:/Coq/Init/Logic/iff_refl.con
-cic:/Coq/Init/Logic/iff_sym.con
-cic:/Coq/Init/Logic/iff_trans.con
-cic:/Coq/Init/Logic/inst.con
-cic:/Coq/Init/Logic/not.con
-cic:/Coq/Init/Logic/or_ind.con
-cic:/Coq/Init/Logic/proj1.con
-cic:/Coq/Init/Logic/proj2.con
-cic:/Coq/Init/Logic/sym_eq.con
-cic:/Coq/Init/Logic/sym_equal.con
-cic:/Coq/Init/Logic/sym_not_eq.con
-cic:/Coq/Init/Logic/sym_not_equal.con
-cic:/Coq/Init/Logic/trans_eq.con
-cic:/Coq/Init/Logic/trans_equal.con
-cic:/Coq/Init/Logic_Type/congr_id.con
-cic:/Coq/Init/Logic_Type/fstT.con
-cic:/Coq/Init/Logic_Type/identity_ind_r.con
-cic:/Coq/Init/Logic_Type/identity_rec_r.con
-cic:/Coq/Init/Logic_Type/identity_rect_r.con
-cic:/Coq/Init/Logic_Type/notT.con
-cic:/Coq/Init/Logic_Type/prodT_curry.con
-cic:/Coq/Init/Logic_Type/prodT_ind.con
-cic:/Coq/Init/Logic_Type/prodT_rec.con
-cic:/Coq/Init/Logic_Type/prodT_rect.con
-cic:/Coq/Init/Logic_Type/prodT_uncurry.con
-cic:/Coq/Init/Logic_Type/sndT.con
-cic:/Coq/Init/Logic_Type/sym_id.con
-cic:/Coq/Init/Logic_Type/sym_not_id.con
-cic:/Coq/Init/Logic_Type/trans_id.con
-cic:/Coq/Init/Peano/IsSucc.con
-cic:/Coq/Init/Peano/O_S.con
-cic:/Coq/Init/Peano/eq_S.con
-cic:/Coq/Init/Peano/eq_add_S.con
-cic:/Coq/Init/Peano/ge.con
-cic:/Coq/Init/Peano/gt.con
-cic:/Coq/Init/Peano/le_ind.con
-cic:/Coq/Init/Peano/lt.con
-cic:/Coq/Init/Peano/minus.con
-cic:/Coq/Init/Peano/mult.con
-cic:/Coq/Init/Peano/mult_n_O.con
-cic:/Coq/Init/Peano/mult_n_Sm.con
-cic:/Coq/Init/Peano/n_Sn.con
-cic:/Coq/Init/Peano/nat_case.con
-cic:/Coq/Init/Peano/nat_double_ind.con
-cic:/Coq/Init/Peano/not_eq_S.con
-cic:/Coq/Init/Peano/plus.con
-cic:/Coq/Init/Peano/plus_O_n.con
-cic:/Coq/Init/Peano/plus_Sn_m.con
-cic:/Coq/Init/Peano/plus_n_O.con
-cic:/Coq/Init/Peano/plus_n_Sm.con
-cic:/Coq/Init/Peano/pred.con
-cic:/Coq/Init/Peano/pred_Sn.con
-cic:/Coq/Init/Specif/Choice.con
-cic:/Coq/Init/Specif/Choice2.con
-cic:/Coq/Init/Specif/Exc.con
-cic:/Coq/Init/Specif/absurd_set.con
-cic:/Coq/Init/Specif/bool_choice.con
-cic:/Coq/Init/Specif/error.con
-cic:/Coq/Init/Specif/except.con
-cic:/Coq/Init/Specif/proj1_sig.con
-cic:/Coq/Init/Specif/proj2_sig.con
-cic:/Coq/Init/Specif/projS1.con
-cic:/Coq/Init/Specif/projS2.con
-cic:/Coq/Init/Specif/projT1.con
-cic:/Coq/Init/Specif/projT2.con
-cic:/Coq/Init/Specif/sig2_ind.con
-cic:/Coq/Init/Specif/sig2_rec.con
-cic:/Coq/Init/Specif/sig2_rect.con
-cic:/Coq/Init/Specif/sigS2_ind.con
-cic:/Coq/Init/Specif/sigS2_rec.con
-cic:/Coq/Init/Specif/sigS2_rect.con
-cic:/Coq/Init/Specif/sigS_ind.con
-cic:/Coq/Init/Specif/sigS_rec.con
-cic:/Coq/Init/Specif/sigS_rect.con
-cic:/Coq/Init/Specif/sigT_ind.con
-cic:/Coq/Init/Specif/sigT_rec.con
-cic:/Coq/Init/Specif/sigT_rect.con
-cic:/Coq/Init/Specif/sig_ind.con
-cic:/Coq/Init/Specif/sig_rec.con
-cic:/Coq/Init/Specif/sig_rect.con
-cic:/Coq/Init/Specif/sumbool_ind.con
-cic:/Coq/Init/Specif/sumbool_rec.con
-cic:/Coq/Init/Specif/sumbool_rect.con
-cic:/Coq/Init/Specif/sumor_ind.con
-cic:/Coq/Init/Specif/sumor_rec.con
-cic:/Coq/Init/Specif/sumor_rect.con
-cic:/Coq/Init/Specif/value.con
-cic:/Coq/Init/Wf/Acc_ind.con
-cic:/Coq/Init/Wf/Acc_inv.con
-cic:/Coq/Init/Wf/Acc_inv_dep.con
-cic:/Coq/Init/Wf/Acc_iter.con
-cic:/Coq/Init/Wf/Acc_iter_2.con
-cic:/Coq/Init/Wf/Acc_rec.con
-cic:/Coq/Init/Wf/Acc_rect.con
-cic:/Coq/Init/Wf/Fix.con
-cic:/Coq/Init/Wf/Fix_F.con
-cic:/Coq/Init/Wf/Fix_F_eq.con
-cic:/Coq/Init/Wf/Fix_F_inv.con
-cic:/Coq/Init/Wf/Fix_eq.con
-cic:/Coq/Init/Wf/well_founded.con
-cic:/Coq/Init/Wf/well_founded_ind.con
-cic:/Coq/Init/Wf/well_founded_induction.con
-cic:/Coq/Init/Wf/well_founded_induction_type.con
-cic:/Coq/Init/Wf/well_founded_induction_type_2.con
-cic:/Coq/Lists/List/In.con
-cic:/Coq/Lists/List/In_dec.con
-cic:/Coq/Lists/List/app.con
-cic:/Coq/Lists/List/app_ass.con
-cic:/Coq/Lists/List/app_comm_cons.con
-cic:/Coq/Lists/List/app_cons_not_nil.con
-cic:/Coq/Lists/List/app_eq_nil.con
-cic:/Coq/Lists/List/app_eq_unit.con
-cic:/Coq/Lists/List/app_inj_tail.con
-cic:/Coq/Lists/List/app_nil_end.con
-cic:/Coq/Lists/List/ass_app.con
-cic:/Coq/Lists/List/distr_rev.con
-cic:/Coq/Lists/List/flat_map.con
-cic:/Coq/Lists/List/fold_left.con
-cic:/Coq/Lists/List/fold_right.con
-cic:/Coq/Lists/List/fold_symmetric.con
-cic:/Coq/Lists/List/head.con
-cic:/Coq/Lists/List/in_app_or.con
-cic:/Coq/Lists/List/in_cons.con
-cic:/Coq/Lists/List/in_eq.con
-cic:/Coq/Lists/List/in_inv.con
-cic:/Coq/Lists/List/in_map.con
-cic:/Coq/Lists/List/in_nil.con
-cic:/Coq/Lists/List/in_or_app.con
-cic:/Coq/Lists/List/in_prod.con
-cic:/Coq/Lists/List/in_prod_aux.con
-cic:/Coq/Lists/List/incl.con
-cic:/Coq/Lists/List/incl_app.con
-cic:/Coq/Lists/List/incl_appl.con
-cic:/Coq/Lists/List/incl_appr.con
-cic:/Coq/Lists/List/incl_cons.con
-cic:/Coq/Lists/List/incl_refl.con
-cic:/Coq/Lists/List/incl_tl.con
-cic:/Coq/Lists/List/incl_tran.con
-cic:/Coq/Lists/List/lel.con
-cic:/Coq/Lists/List/lel_cons.con
-cic:/Coq/Lists/List/lel_cons_cons.con
-cic:/Coq/Lists/List/lel_nil.con
-cic:/Coq/Lists/List/lel_refl.con
-cic:/Coq/Lists/List/lel_tail.con
-cic:/Coq/Lists/List/lel_trans.con
-cic:/Coq/Lists/List/length.con
-cic:/Coq/Lists/List/list_eq_dec.con
-cic:/Coq/Lists/List/list_ind.con
-cic:/Coq/Lists/List/list_power.con
-cic:/Coq/Lists/List/list_prod.con
-cic:/Coq/Lists/List/list_rec.con
-cic:/Coq/Lists/List/list_rect.con
-cic:/Coq/Lists/List/map.con
-cic:/Coq/Lists/List/nil_cons.con
-cic:/Coq/Lists/List/nth.con
-cic:/Coq/Lists/List/nth_In.con
-cic:/Coq/Lists/List/nth_S_cons.con
-cic:/Coq/Lists/List/nth_default.con
-cic:/Coq/Lists/List/nth_error.con
-cic:/Coq/Lists/List/nth_in_or_default.con
-cic:/Coq/Lists/List/nth_ok.con
-cic:/Coq/Lists/List/rev.con
-cic:/Coq/Lists/List/rev_ind.con
-cic:/Coq/Lists/List/rev_involutive.con
-cic:/Coq/Lists/List/rev_list_ind.con
-cic:/Coq/Lists/List/rev_unit.con
-cic:/Coq/Lists/List/tail.con
-cic:/Coq/Lists/ListSet/empty_set.con
-cic:/Coq/Lists/ListSet/set.con
-cic:/Coq/Lists/ListSet/set_In.con
-cic:/Coq/Lists/ListSet/set_In_dec.con
-cic:/Coq/Lists/ListSet/set_add.con
-cic:/Coq/Lists/ListSet/set_add_elim.con
-cic:/Coq/Lists/ListSet/set_add_elim2.con
-cic:/Coq/Lists/ListSet/set_add_intro.con
-cic:/Coq/Lists/ListSet/set_add_intro1.con
-cic:/Coq/Lists/ListSet/set_add_intro2.con
-cic:/Coq/Lists/ListSet/set_add_not_empty.con
-cic:/Coq/Lists/ListSet/set_diff.con
-cic:/Coq/Lists/ListSet/set_diff_elim1.con
-cic:/Coq/Lists/ListSet/set_diff_elim2.con
-cic:/Coq/Lists/ListSet/set_diff_intro.con
-cic:/Coq/Lists/ListSet/set_diff_trivial.con
-cic:/Coq/Lists/ListSet/set_fold_left.con
-cic:/Coq/Lists/ListSet/set_fold_right.con
-cic:/Coq/Lists/ListSet/set_inter.con
-cic:/Coq/Lists/ListSet/set_inter_elim.con
-cic:/Coq/Lists/ListSet/set_inter_elim1.con
-cic:/Coq/Lists/ListSet/set_inter_elim2.con
-cic:/Coq/Lists/ListSet/set_inter_intro.con
-cic:/Coq/Lists/ListSet/set_map.con
-cic:/Coq/Lists/ListSet/set_mem.con
-cic:/Coq/Lists/ListSet/set_mem_complete1.con
-cic:/Coq/Lists/ListSet/set_mem_complete2.con
-cic:/Coq/Lists/ListSet/set_mem_correct1.con
-cic:/Coq/Lists/ListSet/set_mem_correct2.con
-cic:/Coq/Lists/ListSet/set_mem_ind.con
-cic:/Coq/Lists/ListSet/set_mem_ind2.con
-cic:/Coq/Lists/ListSet/set_power.con
-cic:/Coq/Lists/ListSet/set_prod.con
-cic:/Coq/Lists/ListSet/set_remove.con
-cic:/Coq/Lists/ListSet/set_union.con
-cic:/Coq/Lists/ListSet/set_union_elim.con
-cic:/Coq/Lists/ListSet/set_union_emptyL.con
-cic:/Coq/Lists/ListSet/set_union_emptyR.con
-cic:/Coq/Lists/ListSet/set_union_intro.con
-cic:/Coq/Lists/ListSet/set_union_intro1.con
-cic:/Coq/Lists/ListSet/set_union_intro2.con
-cic:/Coq/Lists/MonoList/A.con
-cic:/Coq/Lists/MonoList/In.con
-cic:/Coq/Lists/MonoList/List_Dom.con
-cic:/Coq/Lists/MonoList/app.con
-cic:/Coq/Lists/MonoList/app_ass.con
-cic:/Coq/Lists/MonoList/app_nil_end.con
-cic:/Coq/Lists/MonoList/ass_app.con
-cic:/Coq/Lists/MonoList/in_app_or.con
-cic:/Coq/Lists/MonoList/in_cons.con
-cic:/Coq/Lists/MonoList/in_eq.con
-cic:/Coq/Lists/MonoList/in_or_app.con
-cic:/Coq/Lists/MonoList/incl.con
-cic:/Coq/Lists/MonoList/incl_app.con
-cic:/Coq/Lists/MonoList/incl_appl.con
-cic:/Coq/Lists/MonoList/incl_appr.con
-cic:/Coq/Lists/MonoList/incl_cons.con
-cic:/Coq/Lists/MonoList/incl_refl.con
-cic:/Coq/Lists/MonoList/incl_tl.con
-cic:/Coq/Lists/MonoList/incl_tran.con
-cic:/Coq/Lists/MonoList/lel.con
-cic:/Coq/Lists/MonoList/lel_cons.con
-cic:/Coq/Lists/MonoList/lel_cons_cons.con
-cic:/Coq/Lists/MonoList/lel_nil.con
-cic:/Coq/Lists/MonoList/lel_refl.con
-cic:/Coq/Lists/MonoList/lel_tail.con
-cic:/Coq/Lists/MonoList/lel_trans.con
-cic:/Coq/Lists/MonoList/length.con
-cic:/Coq/Lists/MonoList/list_ind.con
-cic:/Coq/Lists/MonoList/list_rec.con
-cic:/Coq/Lists/MonoList/list_rect.con
-cic:/Coq/Lists/MonoList/nil_cons.con
-cic:/Coq/Lists/MonoList/tail.con
-cic:/Coq/Lists/Streams/EqSt_reflex.con
-cic:/Coq/Lists/Streams/Exists_ind.con
-cic:/Coq/Lists/Streams/ForAll_coind.con
-cic:/Coq/Lists/Streams/Str_nth.con
-cic:/Coq/Lists/Streams/Str_nth_plus.con
-cic:/Coq/Lists/Streams/Str_nth_tl.con
-cic:/Coq/Lists/Streams/Str_nth_tl_plus.con
-cic:/Coq/Lists/Streams/const.con
-cic:/Coq/Lists/Streams/eqst_ntheq.con
-cic:/Coq/Lists/Streams/hd.con
-cic:/Coq/Lists/Streams/map.con
-cic:/Coq/Lists/Streams/ntheq_eqst.con
-cic:/Coq/Lists/Streams/sym_EqSt.con
-cic:/Coq/Lists/Streams/tl.con
-cic:/Coq/Lists/Streams/tl_nth_tl.con
-cic:/Coq/Lists/Streams/trans_EqSt.con
-cic:/Coq/Lists/Streams/unfold_Stream.con
-cic:/Coq/Lists/TheoryList/AllS_assoc_ind.con
-cic:/Coq/Lists/TheoryList/AllS_ind.con
-cic:/Coq/Lists/TheoryList/Assoc.con
-cic:/Coq/Lists/TheoryList/Find.con
-cic:/Coq/Lists/TheoryList/Hd.con
-cic:/Coq/Lists/TheoryList/InR_INV.con
-cic:/Coq/Lists/TheoryList/InR_app_or.con
-cic:/Coq/Lists/TheoryList/InR_cons_inv.con
-cic:/Coq/Lists/TheoryList/InR_ind.con
-cic:/Coq/Lists/TheoryList/InR_inv.con
-cic:/Coq/Lists/TheoryList/InR_or_app.con
-cic:/Coq/Lists/TheoryList/In_In_spec.con
-cic:/Coq/Lists/TheoryList/In_spec_ind.con
-cic:/Coq/Lists/TheoryList/Index.con
-cic:/Coq/Lists/TheoryList/Index_p.con
-cic:/Coq/Lists/TheoryList/Isnil.con
-cic:/Coq/Lists/TheoryList/Isnil_dec.con
-cic:/Coq/Lists/TheoryList/Isnil_nil.con
-cic:/Coq/Lists/TheoryList/Item.con
-cic:/Coq/Lists/TheoryList/Length.con
-cic:/Coq/Lists/TheoryList/Length_l.con
-cic:/Coq/Lists/TheoryList/Length_l_pf.con
-cic:/Coq/Lists/TheoryList/Mem.con
-cic:/Coq/Lists/TheoryList/Nth.con
-cic:/Coq/Lists/TheoryList/Nth_func.con
-cic:/Coq/Lists/TheoryList/Tl.con
-cic:/Coq/Lists/TheoryList/Try_find.con
-cic:/Coq/Lists/TheoryList/Uncons.con
-cic:/Coq/Lists/TheoryList/assoc.con
-cic:/Coq/Lists/TheoryList/find.con
-cic:/Coq/Lists/TheoryList/fst_nth_nth.con
-cic:/Coq/Lists/TheoryList/fst_nth_spec_ind.con
-cic:/Coq/Lists/TheoryList/index_p.con
-cic:/Coq/Lists/TheoryList/mem.con
-cic:/Coq/Lists/TheoryList/not_Isnil_cons.con
-cic:/Coq/Lists/TheoryList/nth_le_length.con
-cic:/Coq/Lists/TheoryList/nth_lt_O.con
-cic:/Coq/Lists/TheoryList/nth_spec_ind.con
-cic:/Coq/Lists/TheoryList/try_find.con
-cic:/Coq/Logic/Berardi/AC.con
-cic:/Coq/Logic/Berardi/AC_IF.con
-cic:/Coq/Logic/Berardi/IFProp.con
-cic:/Coq/Logic/Berardi/L1.con
-cic:/Coq/Logic/Berardi/Not_b.con
-cic:/Coq/Logic/Berardi/R.con
-cic:/Coq/Logic/Berardi/U.con
-cic:/Coq/Logic/Berardi/classical_proof_irrelevence.con
-cic:/Coq/Logic/Berardi/f.con
-cic:/Coq/Logic/Berardi/g.con
-cic:/Coq/Logic/Berardi/i.con
-cic:/Coq/Logic/Berardi/i2.con
-cic:/Coq/Logic/Berardi/inv.con
-cic:/Coq/Logic/Berardi/inv2.con
-cic:/Coq/Logic/Berardi/j.con
-cic:/Coq/Logic/Berardi/j2.con
-cic:/Coq/Logic/Berardi/not_has_fixpoint.con
-cic:/Coq/Logic/Berardi/pow.con
-cic:/Coq/Logic/Berardi/retract_cond_ind.con
-cic:/Coq/Logic/Berardi/retract_cond_rec.con
-cic:/Coq/Logic/Berardi/retract_cond_rect.con
-cic:/Coq/Logic/Berardi/retract_ind.con
-cic:/Coq/Logic/Berardi/retract_pow_U_U.con
-cic:/Coq/Logic/Berardi/retract_rec.con
-cic:/Coq/Logic/Berardi/retract_rect.con
-cic:/Coq/Logic/ChoiceFacts/FunChoice_Equiv_RelChoice_and_ParamDefinDescr.con
-cic:/Coq/Logic/ChoiceFacts/FunctionalChoice.con
-cic:/Coq/Logic/ChoiceFacts/GuardedRelationalChoice.con
-cic:/Coq/Logic/ChoiceFacts/IndependenceOfPremises.con
-cic:/Coq/Logic/ChoiceFacts/ParamDefiniteDescription.con
-cic:/Coq/Logic/ChoiceFacts/ProofIrrelevance.con
-cic:/Coq/Logic/ChoiceFacts/RelationalChoice.con
-cic:/Coq/Logic/ChoiceFacts/description_rel_choice_imp_funct_choice.con
-cic:/Coq/Logic/ChoiceFacts/funct_choice_imp_description.con
-cic:/Coq/Logic/ChoiceFacts/funct_choice_imp_rel_choice.con
-cic:/Coq/Logic/ChoiceFacts/rel_choice_and_proof_irrel_imp_guarded_rel_choice.con
-cic:/Coq/Logic/ChoiceFacts/rel_choice_indep_of_premises_imp_guarded_rel_choice.con
-cic:/Coq/Logic/ClassicalChoice/choice.con
-cic:/Coq/Logic/ClassicalDescription/classic_set.con
-cic:/Coq/Logic/ClassicalDescription/dependent_description.con
-cic:/Coq/Logic/ClassicalDescription/description.con
-cic:/Coq/Logic/ClassicalFacts/BoolP.con
-cic:/Coq/Logic/ClassicalFacts/BoolP_dep_induction.con
-cic:/Coq/Logic/ClassicalFacts/BoolP_elim.con
-cic:/Coq/Logic/ClassicalFacts/BoolP_elim_redl.con
-cic:/Coq/Logic/ClassicalFacts/BoolP_elim_redr.con
-cic:/Coq/Logic/ClassicalFacts/F.con
-cic:/Coq/Logic/ClassicalFacts/FalseP.con
-cic:/Coq/Logic/ClassicalFacts/Fix.con
-cic:/Coq/Logic/ClassicalFacts/TrueP.con
-cic:/Coq/Logic/ClassicalFacts/aux.con
-cic:/Coq/Logic/ClassicalFacts/boolP_elim_redl.con
-cic:/Coq/Logic/ClassicalFacts/boolP_elim_redr.con
-cic:/Coq/Logic/ClassicalFacts/boolP_ind.con
-cic:/Coq/Logic/ClassicalFacts/boolP_indd.con
-cic:/Coq/Logic/ClassicalFacts/excluded_middle.con
-cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_cc.con
-cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_cic.con
-cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_gen.con
-cic:/Coq/Logic/ClassicalFacts/ext_prop_fixpoint.con
-cic:/Coq/Logic/ClassicalFacts/f1.con
-cic:/Coq/Logic/ClassicalFacts/f1_o_f2.con
-cic:/Coq/Logic/ClassicalFacts/f2.con
-cic:/Coq/Logic/ClassicalFacts/has_fixpoint_ind.con
-cic:/Coq/Logic/ClassicalFacts/has_fixpoint_rec.con
-cic:/Coq/Logic/ClassicalFacts/has_fixpoint_rect.con
-cic:/Coq/Logic/ClassicalFacts/inhabited.con
-cic:/Coq/Logic/ClassicalFacts/proof_irrelevance.con
-cic:/Coq/Logic/ClassicalFacts/prop_degen_em.con
-cic:/Coq/Logic/ClassicalFacts/prop_degen_ext.con
-cic:/Coq/Logic/ClassicalFacts/prop_degeneracy.con
-cic:/Coq/Logic/ClassicalFacts/prop_ext_A_eq_A_imp_A.con
-cic:/Coq/Logic/ClassicalFacts/prop_ext_em_degen.con
-cic:/Coq/Logic/ClassicalFacts/prop_ext_retract_A_A_imp_A.con
-cic:/Coq/Logic/ClassicalFacts/prop_extensionality.con
-cic:/Coq/Logic/ClassicalFacts/retract_ind.con
-cic:/Coq/Logic/ClassicalFacts/retract_rec.con
-cic:/Coq/Logic/ClassicalFacts/retract_rect.con
-cic:/Coq/Logic/Classical_Pred_Set/all_not_not_ex.con
-cic:/Coq/Logic/Classical_Pred_Set/ex_not_not_all.con
-cic:/Coq/Logic/Classical_Pred_Set/not_all_ex_not.con
-cic:/Coq/Logic/Classical_Pred_Set/not_all_not_ex.con
-cic:/Coq/Logic/Classical_Pred_Set/not_ex_all_not.con
-cic:/Coq/Logic/Classical_Pred_Set/not_ex_not_all.con
-cic:/Coq/Logic/Classical_Pred_Type/all_not_not_ex.con
-cic:/Coq/Logic/Classical_Pred_Type/ex_not_not_all.con
-cic:/Coq/Logic/Classical_Pred_Type/not_all_ex_not.con
-cic:/Coq/Logic/Classical_Pred_Type/not_all_not_ex.con
-cic:/Coq/Logic/Classical_Pred_Type/not_ex_all_not.con
-cic:/Coq/Logic/Classical_Pred_Type/not_ex_not_all.con
-cic:/Coq/Logic/Classical_Prop/NNPP.con
-cic:/Coq/Logic/Classical_Prop/and_not_or.con
-cic:/Coq/Logic/Classical_Prop/classic.con
-cic:/Coq/Logic/Classical_Prop/imply_and_or.con
-cic:/Coq/Logic/Classical_Prop/imply_and_or2.con
-cic:/Coq/Logic/Classical_Prop/imply_to_and.con
-cic:/Coq/Logic/Classical_Prop/imply_to_or.con
-cic:/Coq/Logic/Classical_Prop/not_and_or.con
-cic:/Coq/Logic/Classical_Prop/not_imply_elim.con
-cic:/Coq/Logic/Classical_Prop/not_imply_elim2.con
-cic:/Coq/Logic/Classical_Prop/not_or_and.con
-cic:/Coq/Logic/Classical_Prop/or_not_and.con
-cic:/Coq/Logic/Classical_Prop/or_to_imply.con
-cic:/Coq/Logic/Classical_Prop/proof_irrelevance.con
-cic:/Coq/Logic/Decidable/dec_False.con
-cic:/Coq/Logic/Decidable/dec_True.con
-cic:/Coq/Logic/Decidable/dec_and.con
-cic:/Coq/Logic/Decidable/dec_imp.con
-cic:/Coq/Logic/Decidable/dec_not.con
-cic:/Coq/Logic/Decidable/dec_not_not.con
-cic:/Coq/Logic/Decidable/dec_or.con
-cic:/Coq/Logic/Decidable/decidable.con
-cic:/Coq/Logic/Decidable/imp_simp.con
-cic:/Coq/Logic/Decidable/not_and.con
-cic:/Coq/Logic/Decidable/not_imp.con
-cic:/Coq/Logic/Decidable/not_not.con
-cic:/Coq/Logic/Decidable/not_or.con
-cic:/Coq/Logic/Diaconescu/AC.con
-cic:/Coq/Logic/Diaconescu/PredicateExtensionality.con
-cic:/Coq/Logic/Diaconescu/guarded_rel_choice.con
-cic:/Coq/Logic/Diaconescu/pred_ext_and_rel_choice_imp_EM.con
-cic:/Coq/Logic/Diaconescu/proof_irrel.con
-cic:/Coq/Logic/Diaconescu/prop_ext.con
-cic:/Coq/Logic/Eqdep/Streicher_K.con
-cic:/Coq/Logic/Eqdep/UIP.con
-cic:/Coq/Logic/Eqdep/UIP_refl.con
-cic:/Coq/Logic/Eqdep/eq_dep1_dep.con
-cic:/Coq/Logic/Eqdep/eq_dep1_eq.con
-cic:/Coq/Logic/Eqdep/eq_dep1_ind.con
-cic:/Coq/Logic/Eqdep/eq_dep1_rec.con
-cic:/Coq/Logic/Eqdep/eq_dep1_rect.con
-cic:/Coq/Logic/Eqdep/eq_dep_dep1.con
-cic:/Coq/Logic/Eqdep/eq_dep_eq.con
-cic:/Coq/Logic/Eqdep/eq_dep_ind.con
-cic:/Coq/Logic/Eqdep/eq_dep_rec.con
-cic:/Coq/Logic/Eqdep/eq_dep_rect.con
-cic:/Coq/Logic/Eqdep/eq_dep_sym.con
-cic:/Coq/Logic/Eqdep/eq_dep_trans.con
-cic:/Coq/Logic/Eqdep/eq_indd.con
-cic:/Coq/Logic/Eqdep/eq_rec_eq.con
-cic:/Coq/Logic/Eqdep/eq_rect_eq.con
-cic:/Coq/Logic/Eqdep/equiv_eqex_eqdep.con
-cic:/Coq/Logic/Eqdep/inj_pair2.con
-cic:/Coq/Logic/Eqdep/inj_pairT2.con
-cic:/Coq/Logic/Eqdep_dec/K_dec.con
-cic:/Coq/Logic/Eqdep_dec/K_dec_set.con
-cic:/Coq/Logic/Eqdep_dec/eq2eqT.con
-cic:/Coq/Logic/Eqdep_dec/eqT2eq.con
-cic:/Coq/Logic/Eqdep_dec/eqT_eq_bij.con
-cic:/Coq/Logic/Eqdep_dec/eq_eqT_bij.con
-cic:/Coq/Logic/Eqdep_dec/eq_proofs_unicity.con
-cic:/Coq/Logic/Eqdep_dec/inj_right_pair.con
-cic:/Coq/Logic/Eqdep_dec/nu_left_inv.con
-cic:/Coq/Logic/Eqdep_dec/trans_sym_eqT.con
-cic:/Coq/Logic/Hurkens/I.con
-cic:/Coq/Logic/Hurkens/Omega.con
-cic:/Coq/Logic/Hurkens/U.con
-cic:/Coq/Logic/Hurkens/V.con
-cic:/Coq/Logic/Hurkens/WF.con
-cic:/Coq/Logic/Hurkens/induct.con
-cic:/Coq/Logic/Hurkens/le.con
-cic:/Coq/Logic/Hurkens/lemma1.con
-cic:/Coq/Logic/Hurkens/lemma2.con
-cic:/Coq/Logic/Hurkens/paradox.con
-cic:/Coq/Logic/Hurkens/sb.con
-cic:/Coq/Logic/JMeq/JMeq_eq.con
-cic:/Coq/Logic/JMeq/JMeq_eq_dep.con
-cic:/Coq/Logic/JMeq/JMeq_ind.con
-cic:/Coq/Logic/JMeq/JMeq_ind_r.con
-cic:/Coq/Logic/JMeq/JMeq_rec.con
-cic:/Coq/Logic/JMeq/JMeq_rec_r.con
-cic:/Coq/Logic/JMeq/JMeq_rect.con
-cic:/Coq/Logic/JMeq/eq_dep_JMeq.con
-cic:/Coq/Logic/JMeq/sym_JMeq.con
-cic:/Coq/Logic/JMeq/trans_JMeq.con
-cic:/Coq/Logic/ProofIrrelevance/b2p.con
-cic:/Coq/Logic/ProofIrrelevance/or_elim_redl.con
-cic:/Coq/Logic/ProofIrrelevance/or_elim_redr.con
-cic:/Coq/Logic/ProofIrrelevance/or_indd.con
-cic:/Coq/Logic/ProofIrrelevance/p2b.con
-cic:/Coq/Logic/ProofIrrelevance/p2p1.con
-cic:/Coq/Logic/ProofIrrelevance/p2p2.con
-cic:/Coq/Logic/ProofIrrelevance/proof_irrelevance_cc.con
-cic:/Coq/Logic/ProofIrrelevance/proof_irrelevance_cci.con
-cic:/Coq/Logic/RelationalChoice/relational_choice.con
-cic:/Coq/NArith/BinNat/N_ind.con
-cic:/Coq/NArith/BinNat/N_rec.con
-cic:/Coq/NArith/BinNat/N_rect.con
-cic:/Coq/NArith/BinNat/Ncompare.con
-cic:/Coq/NArith/BinNat/Ncompare_Eq_eq.con
-cic:/Coq/NArith/BinNat/Ndouble.con
-cic:/Coq/NArith/BinNat/Ndouble_plus_one.con
-cic:/Coq/NArith/BinNat/Nind.con
-cic:/Coq/NArith/BinNat/Nmult.con
-cic:/Coq/NArith/BinNat/Nmult_0_l.con
-cic:/Coq/NArith/BinNat/Nmult_1_l.con
-cic:/Coq/NArith/BinNat/Nmult_1_r.con
-cic:/Coq/NArith/BinNat/Nmult_assoc.con
-cic:/Coq/NArith/BinNat/Nmult_comm.con
-cic:/Coq/NArith/BinNat/Nmult_plus_distr_r.con
-cic:/Coq/NArith/BinNat/Nmult_reg_r.con
-cic:/Coq/NArith/BinNat/Nplus.con
-cic:/Coq/NArith/BinNat/Nplus_0_l.con
-cic:/Coq/NArith/BinNat/Nplus_0_r.con
-cic:/Coq/NArith/BinNat/Nplus_assoc.con
-cic:/Coq/NArith/BinNat/Nplus_comm.con
-cic:/Coq/NArith/BinNat/Nplus_reg_l.con
-cic:/Coq/NArith/BinNat/Nplus_succ.con
-cic:/Coq/NArith/BinNat/Nsucc.con
-cic:/Coq/NArith/BinNat/Nsucc_inj.con
-cic:/Coq/NArith/BinPos/Dcompare.con
-cic:/Coq/NArith/BinPos/P_of_succ_nat.con
-cic:/Coq/NArith/BinPos/Pcase.con
-cic:/Coq/NArith/BinPos/Pcompare.con
-cic:/Coq/NArith/BinPos/Pcompare_Eq_eq.con
-cic:/Coq/NArith/BinPos/Pcompare_Gt_Gt.con
-cic:/Coq/NArith/BinPos/Pcompare_Gt_Lt.con
-cic:/Coq/NArith/BinPos/Pcompare_Lt_Gt.con
-cic:/Coq/NArith/BinPos/Pcompare_Lt_Lt.con
-cic:/Coq/NArith/BinPos/Pcompare_antisym.con
-cic:/Coq/NArith/BinPos/Pcompare_not_Eq.con
-cic:/Coq/NArith/BinPos/Pcompare_refl.con
-cic:/Coq/NArith/BinPos/Pdiv2.con
-cic:/Coq/NArith/BinPos/Pdouble_mask.con
-cic:/Coq/NArith/BinPos/Pdouble_minus_one.con
-cic:/Coq/NArith/BinPos/Pdouble_minus_one_o_succ_eq_xI.con
-cic:/Coq/NArith/BinPos/Pdouble_minus_two.con
-cic:/Coq/NArith/BinPos/Pdouble_plus_one_mask.con
-cic:/Coq/NArith/BinPos/Pind.con
-cic:/Coq/NArith/BinPos/Pminus.con
-cic:/Coq/NArith/BinPos/Pminus_mask.con
-cic:/Coq/NArith/BinPos/Pminus_mask_Gt.con
-cic:/Coq/NArith/BinPos/Pminus_mask_carry.con
-cic:/Coq/NArith/BinPos/Pminus_mask_diag.con
-cic:/Coq/NArith/BinPos/Pmult.con
-cic:/Coq/NArith/BinPos/Pmult_1_inversion_l.con
-cic:/Coq/NArith/BinPos/Pmult_1_r.con
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-cic:/Coq/Reals/RIneq/Rnot_lt_le.con
-cic:/Coq/Reals/RIneq/Ropp_0.con
-cic:/Coq/Reals/RIneq/Ropp_0_ge_le_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_0_gt_lt_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_0_le_ge_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_0_lt_gt_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_Ropp_IZR.con
-cic:/Coq/Reals/RIneq/Ropp_eq_0_compat.con
-cic:/Coq/Reals/RIneq/Ropp_eq_compat.con
-cic:/Coq/Reals/RIneq/Ropp_ge_le_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_gt_lt_0_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_gt_lt_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_inv_permute.con
-cic:/Coq/Reals/RIneq/Ropp_involutive.con
-cic:/Coq/Reals/RIneq/Ropp_le_cancel.con
-cic:/Coq/Reals/RIneq/Ropp_le_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_le_ge_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_lt_cancel.con
-cic:/Coq/Reals/RIneq/Ropp_lt_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_lt_gt_0_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_lt_gt_contravar.con
-cic:/Coq/Reals/RIneq/Ropp_minus_distr'.con
-cic:/Coq/Reals/RIneq/Ropp_minus_distr.con
-cic:/Coq/Reals/RIneq/Ropp_mult_distr_l_reverse.con
-cic:/Coq/Reals/RIneq/Ropp_mult_distr_r_reverse.con
-cic:/Coq/Reals/RIneq/Ropp_neq_0_compat.con
-cic:/Coq/Reals/RIneq/Ropp_plus_distr.con
-cic:/Coq/Reals/RIneq/Rplus_0_r.con
-cic:/Coq/Reals/RIneq/Rplus_0_r_uniq.con
-cic:/Coq/Reals/RIneq/Rplus_eq_0_l.con
-cic:/Coq/Reals/RIneq/Rplus_eq_R0.con
-cic:/Coq/Reals/RIneq/Rplus_eq_compat_l.con
-cic:/Coq/Reals/RIneq/Rplus_eq_reg_l.con
-cic:/Coq/Reals/RIneq/Rplus_ge_compat_l.con
-cic:/Coq/Reals/RIneq/Rplus_ge_reg_l.con
-cic:/Coq/Reals/RIneq/Rplus_gt_compat_l.con
-cic:/Coq/Reals/RIneq/Rplus_gt_reg_l.con
-cic:/Coq/Reals/RIneq/Rplus_le_compat.con
-cic:/Coq/Reals/RIneq/Rplus_le_compat_l.con
-cic:/Coq/Reals/RIneq/Rplus_le_compat_r.con
-cic:/Coq/Reals/RIneq/Rplus_le_le_0_compat.con
-cic:/Coq/Reals/RIneq/Rplus_le_lt_0_compat.con
-cic:/Coq/Reals/RIneq/Rplus_le_lt_compat.con
-cic:/Coq/Reals/RIneq/Rplus_le_reg_l.con
-cic:/Coq/Reals/RIneq/Rplus_lt_0_compat.con
-cic:/Coq/Reals/RIneq/Rplus_lt_compat.con
-cic:/Coq/Reals/RIneq/Rplus_lt_compat_r.con
-cic:/Coq/Reals/RIneq/Rplus_lt_le_0_compat.con
-cic:/Coq/Reals/RIneq/Rplus_lt_le_compat.con
-cic:/Coq/Reals/RIneq/Rplus_lt_reg_r.con
-cic:/Coq/Reals/RIneq/Rplus_minus.con
-cic:/Coq/Reals/RIneq/Rplus_ne.con
-cic:/Coq/Reals/RIneq/Rplus_opp_l.con
-cic:/Coq/Reals/RIneq/Rplus_opp_r_uniq.con
-cic:/Coq/Reals/RIneq/Rplus_sqr_eq_0.con
-cic:/Coq/Reals/RIneq/Rplus_sqr_eq_0_l.con
-cic:/Coq/Reals/RIneq/Rsqr.con
-cic:/Coq/Reals/RIneq/Rsqr_0.con
-cic:/Coq/Reals/RIneq/Rsqr_0_uniq.con
-cic:/Coq/Reals/RIneq/Rtotal_order.con
-cic:/Coq/Reals/RIneq/S_INR.con
-cic:/Coq/Reals/RIneq/S_O_plus_INR.con
-cic:/Coq/Reals/RIneq/Z_R_minus.con
-cic:/Coq/Reals/RIneq/completeness_weak.con
-cic:/Coq/Reals/RIneq/cond_neg.con
-cic:/Coq/Reals/RIneq/cond_nonneg.con
-cic:/Coq/Reals/RIneq/cond_nonpos.con
-cic:/Coq/Reals/RIneq/cond_nonzero.con
-cic:/Coq/Reals/RIneq/cond_pos.con
-cic:/Coq/Reals/RIneq/double.con
-cic:/Coq/Reals/RIneq/double_var.con
-cic:/Coq/Reals/RIneq/eq_IZR.con
-cic:/Coq/Reals/RIneq/eq_IZR_R0.con
-cic:/Coq/Reals/RIneq/inser_trans_R.con
-cic:/Coq/Reals/RIneq/le_INR.con
-cic:/Coq/Reals/RIneq/le_IZR.con
-cic:/Coq/Reals/RIneq/le_IZR_R1.con
-cic:/Coq/Reals/RIneq/le_O_IZR.con
-cic:/Coq/Reals/RIneq/le_epsilon.con
-cic:/Coq/Reals/RIneq/lt_INR.con
-cic:/Coq/Reals/RIneq/lt_INR_0.con
-cic:/Coq/Reals/RIneq/lt_IZR.con
-cic:/Coq/Reals/RIneq/lt_O_IZR.con
-cic:/Coq/Reals/RIneq/minus_INR.con
-cic:/Coq/Reals/RIneq/minus_Rge.con
-cic:/Coq/Reals/RIneq/minus_Rgt.con
-cic:/Coq/Reals/RIneq/mult_INR.con
-cic:/Coq/Reals/RIneq/mult_IZR.con
-cic:/Coq/Reals/RIneq/neg.con
-cic:/Coq/Reals/RIneq/negreal_ind.con
-cic:/Coq/Reals/RIneq/negreal_rec.con
-cic:/Coq/Reals/RIneq/negreal_rect.con
-cic:/Coq/Reals/RIneq/nonneg.con
-cic:/Coq/Reals/RIneq/nonnegreal_ind.con
-cic:/Coq/Reals/RIneq/nonnegreal_rec.con
-cic:/Coq/Reals/RIneq/nonnegreal_rect.con
-cic:/Coq/Reals/RIneq/nonpos.con
-cic:/Coq/Reals/RIneq/nonposreal_ind.con
-cic:/Coq/Reals/RIneq/nonposreal_rec.con
-cic:/Coq/Reals/RIneq/nonposreal_rect.con
-cic:/Coq/Reals/RIneq/nonzero.con
-cic:/Coq/Reals/RIneq/nonzeroreal_ind.con
-cic:/Coq/Reals/RIneq/nonzeroreal_rec.con
-cic:/Coq/Reals/RIneq/nonzeroreal_rect.con
-cic:/Coq/Reals/RIneq/not_1_INR.con
-cic:/Coq/Reals/RIneq/not_INR_O.con
-cic:/Coq/Reals/RIneq/not_O_INR.con
-cic:/Coq/Reals/RIneq/not_O_IZR.con
-cic:/Coq/Reals/RIneq/not_nm_INR.con
-cic:/Coq/Reals/RIneq/one_IZR_lt1.con
-cic:/Coq/Reals/RIneq/one_IZR_r_R1.con
-cic:/Coq/Reals/RIneq/one_IZR_r_R1_subproof.con
-cic:/Coq/Reals/RIneq/plus_INR.con
-cic:/Coq/Reals/RIneq/plus_IZR.con
-cic:/Coq/Reals/RIneq/plus_IZR_NEG_POS.con
-cic:/Coq/Reals/RIneq/plus_le_is_le.con
-cic:/Coq/Reals/RIneq/plus_lt_is_lt.con
-cic:/Coq/Reals/RIneq/pos.con
-cic:/Coq/Reals/RIneq/pos_INR.con
-cic:/Coq/Reals/RIneq/posreal_ind.con
-cic:/Coq/Reals/RIneq/posreal_rec.con
-cic:/Coq/Reals/RIneq/posreal_rect.con
-cic:/Coq/Reals/RIneq/prod_neq_R0.con
-cic:/Coq/Reals/RIneq/single_z_r_R1.con
-cic:/Coq/Reals/RIneq/sum_inequa_Rle_lt.con
-cic:/Coq/Reals/RIneq/tech_Rgt_minus.con
-cic:/Coq/Reals/RIneq/tech_Rplus.con
-cic:/Coq/Reals/RIneq/tech_single_z_r_R1.con
-cic:/Coq/Reals/RList/AbsList.con
-cic:/Coq/Reals/RList/AbsList_P1.con
-cic:/Coq/Reals/RList/AbsList_P2.con
-cic:/Coq/Reals/RList/FF.con
-cic:/Coq/Reals/RList/In.con
-cic:/Coq/Reals/RList/MaxRlist.con
-cic:/Coq/Reals/RList/MaxRlist_P1.con
-cic:/Coq/Reals/RList/MaxRlist_P2.con
-cic:/Coq/Reals/RList/MinRlist.con
-cic:/Coq/Reals/RList/MinRlist_P1.con
-cic:/Coq/Reals/RList/MinRlist_P2.con
-cic:/Coq/Reals/RList/RList_P0.con
-cic:/Coq/Reals/RList/RList_P1.con
-cic:/Coq/Reals/RList/RList_P10.con
-cic:/Coq/Reals/RList/RList_P11.con
-cic:/Coq/Reals/RList/RList_P12.con
-cic:/Coq/Reals/RList/RList_P13.con
-cic:/Coq/Reals/RList/RList_P14.con
-cic:/Coq/Reals/RList/RList_P15.con
-cic:/Coq/Reals/RList/RList_P16.con
-cic:/Coq/Reals/RList/RList_P17.con
-cic:/Coq/Reals/RList/RList_P18.con
-cic:/Coq/Reals/RList/RList_P19.con
-cic:/Coq/Reals/RList/RList_P2.con
-cic:/Coq/Reals/RList/RList_P20.con
-cic:/Coq/Reals/RList/RList_P21.con
-cic:/Coq/Reals/RList/RList_P22.con
-cic:/Coq/Reals/RList/RList_P23.con
-cic:/Coq/Reals/RList/RList_P24.con
-cic:/Coq/Reals/RList/RList_P25.con
-cic:/Coq/Reals/RList/RList_P26.con
-cic:/Coq/Reals/RList/RList_P27.con
-cic:/Coq/Reals/RList/RList_P28.con
-cic:/Coq/Reals/RList/RList_P29.con
-cic:/Coq/Reals/RList/RList_P3.con
-cic:/Coq/Reals/RList/RList_P4.con
-cic:/Coq/Reals/RList/RList_P5.con
-cic:/Coq/Reals/RList/RList_P6.con
-cic:/Coq/Reals/RList/RList_P7.con
-cic:/Coq/Reals/RList/RList_P8.con
-cic:/Coq/Reals/RList/RList_P9.con
-cic:/Coq/Reals/RList/Rlength.con
-cic:/Coq/Reals/RList/Rlist_P1.con
-cic:/Coq/Reals/RList/Rlist_ind.con
-cic:/Coq/Reals/RList/Rlist_rec.con
-cic:/Coq/Reals/RList/Rlist_rect.con
-cic:/Coq/Reals/RList/Rtail.con
-cic:/Coq/Reals/RList/app_Rlist.con
-cic:/Coq/Reals/RList/cons_ORlist.con
-cic:/Coq/Reals/RList/cons_Rlist.con
-cic:/Coq/Reals/RList/insert.con
-cic:/Coq/Reals/RList/mid_Rlist.con
-cic:/Coq/Reals/RList/ordered_Rlist.con
-cic:/Coq/Reals/RList/pos_Rl.con
-cic:/Coq/Reals/RList/pos_Rl_P1.con
-cic:/Coq/Reals/RList/pos_Rl_P2.con
-cic:/Coq/Reals/R_Ifp/Int_part.con
-cic:/Coq/Reals/R_Ifp/Int_part_INR.con
-cic:/Coq/Reals/R_Ifp/R0_fp_O.con
-cic:/Coq/Reals/R_Ifp/Rminus_Int_part1.con
-cic:/Coq/Reals/R_Ifp/Rminus_Int_part2.con
-cic:/Coq/Reals/R_Ifp/Rminus_fp1.con
-cic:/Coq/Reals/R_Ifp/Rminus_fp2.con
-cic:/Coq/Reals/R_Ifp/base_Int_part.con
-cic:/Coq/Reals/R_Ifp/base_fp.con
-cic:/Coq/Reals/R_Ifp/for_base_fp.con
-cic:/Coq/Reals/R_Ifp/fp_R0.con
-cic:/Coq/Reals/R_Ifp/fp_nat.con
-cic:/Coq/Reals/R_Ifp/frac_part.con
-cic:/Coq/Reals/R_Ifp/plus_Int_part1.con
-cic:/Coq/Reals/R_Ifp/plus_Int_part2.con
-cic:/Coq/Reals/R_Ifp/plus_frac_part1.con
-cic:/Coq/Reals/R_Ifp/plus_frac_part2.con
-cic:/Coq/Reals/R_Ifp/tech_up.con
-cic:/Coq/Reals/R_Ifp/up_tech.con
-cic:/Coq/Reals/R_sqr/Rsqr_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_abs.con
-cic:/Coq/Reals/R_sqr/Rsqr_div.con
-cic:/Coq/Reals/R_sqr/Rsqr_eq.con
-cic:/Coq/Reals/R_sqr/Rsqr_eq_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_eq_abs_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_eq_asb_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_gt_0_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_incr_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_incr_0_var.con
-cic:/Coq/Reals/R_sqr/Rsqr_incr_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_incrst_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_incrst_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_inj.con
-cic:/Coq/Reals/R_sqr/Rsqr_inv.con
-cic:/Coq/Reals/R_sqr/Rsqr_le_abs_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_le_abs_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_lt_abs_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_lt_abs_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_minus.con
-cic:/Coq/Reals/R_sqr/Rsqr_minus_plus.con
-cic:/Coq/Reals/R_sqr/Rsqr_mult.con
-cic:/Coq/Reals/R_sqr/Rsqr_neg.con
-cic:/Coq/Reals/R_sqr/Rsqr_neg_minus.con
-cic:/Coq/Reals/R_sqr/Rsqr_neg_pos_le_0.con
-cic:/Coq/Reals/R_sqr/Rsqr_neg_pos_le_1.con
-cic:/Coq/Reals/R_sqr/Rsqr_plus.con
-cic:/Coq/Reals/R_sqr/Rsqr_plus_minus.con
-cic:/Coq/Reals/R_sqr/Rsqr_pos_lt.con
-cic:/Coq/Reals/R_sqr/canonical_Rsqr.con
-cic:/Coq/Reals/R_sqr/neg_pos_Rsqr_le.con
-cic:/Coq/Reals/R_sqr/triangle_rectangle.con
-cic:/Coq/Reals/R_sqr/triangle_rectangle_le.con
-cic:/Coq/Reals/R_sqr/triangle_rectangle_lt.con
-cic:/Coq/Reals/R_sqrt/Delta.con
-cic:/Coq/Reals/R_sqrt/Delta_is_pos.con
-cic:/Coq/Reals/R_sqrt/Rsqr_sol_eq_0_0.con
-cic:/Coq/Reals/R_sqrt/Rsqr_sol_eq_0_1.con
-cic:/Coq/Reals/R_sqrt/Rsqr_sqrt.con
-cic:/Coq/Reals/R_sqrt/sol_x1.con
-cic:/Coq/Reals/R_sqrt/sol_x2.con
-cic:/Coq/Reals/R_sqrt/sqrt.con
-cic:/Coq/Reals/R_sqrt/sqrt_0.con
-cic:/Coq/Reals/R_sqrt/sqrt_1.con
-cic:/Coq/Reals/R_sqrt/sqrt_Rsqr.con
-cic:/Coq/Reals/R_sqrt/sqrt_Rsqr_abs.con
-cic:/Coq/Reals/R_sqrt/sqrt_cauchy.con
-cic:/Coq/Reals/R_sqrt/sqrt_def.con
-cic:/Coq/Reals/R_sqrt/sqrt_div.con
-cic:/Coq/Reals/R_sqrt/sqrt_eq_0.con
-cic:/Coq/Reals/R_sqrt/sqrt_inj.con
-cic:/Coq/Reals/R_sqrt/sqrt_le_0.con
-cic:/Coq/Reals/R_sqrt/sqrt_le_1.con
-cic:/Coq/Reals/R_sqrt/sqrt_lem_0.con
-cic:/Coq/Reals/R_sqrt/sqrt_less.con
-cic:/Coq/Reals/R_sqrt/sqrt_lt_0.con
-cic:/Coq/Reals/R_sqrt/sqrt_lt_1.con
-cic:/Coq/Reals/R_sqrt/sqrt_lt_R0.con
-cic:/Coq/Reals/R_sqrt/sqrt_more.con
-cic:/Coq/Reals/R_sqrt/sqrt_mult.con
-cic:/Coq/Reals/R_sqrt/sqrt_positivity.con
-cic:/Coq/Reals/R_sqrt/sqrt_sqrt.con
-cic:/Coq/Reals/R_sqrt/sqrt_square.con
-cic:/Coq/Reals/R_sqrt/sqtr_lem_1.con
-cic:/Coq/Reals/Raxioms/INR.con
-cic:/Coq/Reals/Raxioms/IZR.con
-cic:/Coq/Reals/Raxioms/R1_neq_R0.con
-cic:/Coq/Reals/Raxioms/Rinv_l.con
-cic:/Coq/Reals/Raxioms/Rlt_asym.con
-cic:/Coq/Reals/Raxioms/Rlt_trans.con
-cic:/Coq/Reals/Raxioms/Rmult_1_l.con
-cic:/Coq/Reals/Raxioms/Rmult_assoc.con
-cic:/Coq/Reals/Raxioms/Rmult_comm.con
-cic:/Coq/Reals/Raxioms/Rmult_lt_compat_l.con
-cic:/Coq/Reals/Raxioms/Rmult_plus_distr_l.con
-cic:/Coq/Reals/Raxioms/Rplus_0_l.con
-cic:/Coq/Reals/Raxioms/Rplus_assoc.con
-cic:/Coq/Reals/Raxioms/Rplus_comm.con
-cic:/Coq/Reals/Raxioms/Rplus_lt_compat_l.con
-cic:/Coq/Reals/Raxioms/Rplus_opp_r.con
-cic:/Coq/Reals/Raxioms/archimed.con
-cic:/Coq/Reals/Raxioms/bound.con
-cic:/Coq/Reals/Raxioms/completeness.con
-cic:/Coq/Reals/Raxioms/is_lub.con
-cic:/Coq/Reals/Raxioms/is_upper_bound.con
-cic:/Coq/Reals/Raxioms/total_order_T.con
-cic:/Coq/Reals/Rbasic_fun/RRle_abs.con
-cic:/Coq/Reals/Rbasic_fun/RRle_abs_subproof.con
-cic:/Coq/Reals/Rbasic_fun/RRle_abs_subproof0.con
-cic:/Coq/Reals/Rbasic_fun/Rabs.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_R0.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_R1.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_Rabsolu.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_Rinv.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_Ropp.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_Zabs.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_def1.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_def2.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_left.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_left1.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_minus_sym.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_mult.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_no_R0.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_pos.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_pos_eq.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_pos_lt.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_right.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_triang.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_triang_inv.con
-cic:/Coq/Reals/Rbasic_fun/Rabs_triang_inv2.con
-cic:/Coq/Reals/Rbasic_fun/Rcase_abs.con
-cic:/Coq/Reals/Rbasic_fun/Rmax.con
-cic:/Coq/Reals/Rbasic_fun/RmaxAbs.con
-cic:/Coq/Reals/Rbasic_fun/RmaxLess1.con
-cic:/Coq/Reals/Rbasic_fun/RmaxLess2.con
-cic:/Coq/Reals/Rbasic_fun/RmaxRmult.con
-cic:/Coq/Reals/Rbasic_fun/RmaxSym.con
-cic:/Coq/Reals/Rbasic_fun/Rmax_Rle.con
-cic:/Coq/Reals/Rbasic_fun/Rmax_stable_in_negreal.con
-cic:/Coq/Reals/Rbasic_fun/Rmin.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt_l.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt_r.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_comm.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_l.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_r.con
-cic:/Coq/Reals/Rbasic_fun/Rmin_stable_in_posreal.con
-cic:/Coq/Reals/Rcomplete/R_complete.con
-cic:/Coq/Reals/Rdefinitions/R.con
-cic:/Coq/Reals/Rdefinitions/R0.con
-cic:/Coq/Reals/Rdefinitions/R1.con
-cic:/Coq/Reals/Rdefinitions/Rdiv.con
-cic:/Coq/Reals/Rdefinitions/Rge.con
-cic:/Coq/Reals/Rdefinitions/Rgt.con
-cic:/Coq/Reals/Rdefinitions/Rinv.con
-cic:/Coq/Reals/Rdefinitions/Rle.con
-cic:/Coq/Reals/Rdefinitions/Rlt.con
-cic:/Coq/Reals/Rdefinitions/Rminus.con
-cic:/Coq/Reals/Rdefinitions/Rmult.con
-cic:/Coq/Reals/Rdefinitions/Ropp.con
-cic:/Coq/Reals/Rdefinitions/Rplus.con
-cic:/Coq/Reals/Rdefinitions/up.con
-cic:/Coq/Reals/Rderiv/D_in.con
-cic:/Coq/Reals/Rderiv/D_pow_n.con
-cic:/Coq/Reals/Rderiv/D_x.con
-cic:/Coq/Reals/Rderiv/Dadd.con
-cic:/Coq/Reals/Rderiv/Dcomp.con
-cic:/Coq/Reals/Rderiv/Dconst.con
-cic:/Coq/Reals/Rderiv/Dminus.con
-cic:/Coq/Reals/Rderiv/Dmult.con
-cic:/Coq/Reals/Rderiv/Dmult_const.con
-cic:/Coq/Reals/Rderiv/Dopp.con
-cic:/Coq/Reals/Rderiv/Dx.con
-cic:/Coq/Reals/Rderiv/Dx_pow_n.con
-cic:/Coq/Reals/Rderiv/cont_deriv.con
-cic:/Coq/Reals/Rderiv/cont_deriv_subproof.con
-cic:/Coq/Reals/Rderiv/cont_deriv_subproof0.con
-cic:/Coq/Reals/Rderiv/continue_in.con
-cic:/Coq/Reals/Rfunctions/GP_finite.con
-cic:/Coq/Reals/Rfunctions/INR_fact_neq_0.con
-cic:/Coq/Reals/Rfunctions/Pow_x_infinity.con
-cic:/Coq/Reals/Rfunctions/Power_monotonic.con
-cic:/Coq/Reals/Rfunctions/RPow_abs.con
-cic:/Coq/Reals/Rfunctions/R_dist.con
-cic:/Coq/Reals/Rfunctions/R_dist_eq.con
-cic:/Coq/Reals/Rfunctions/R_dist_plus.con
-cic:/Coq/Reals/Rfunctions/R_dist_pos.con
-cic:/Coq/Reals/Rfunctions/R_dist_refl.con
-cic:/Coq/Reals/Rfunctions/R_dist_sym.con
-cic:/Coq/Reals/Rfunctions/R_dist_tri.con
-cic:/Coq/Reals/Rfunctions/Rinv_pow.con
-cic:/Coq/Reals/Rfunctions/Rle_pow.con
-cic:/Coq/Reals/Rfunctions/Rlt_pow.con
-cic:/Coq/Reals/Rfunctions/Rlt_pow_R1.con
-cic:/Coq/Reals/Rfunctions/Zpower_NR0.con
-cic:/Coq/Reals/Rfunctions/Zpower_nat_powerRZ.con
-cic:/Coq/Reals/Rfunctions/Zpower_nat_powerRZ_absolu.con
-cic:/Coq/Reals/Rfunctions/decimal_exp.con
-cic:/Coq/Reals/Rfunctions/fact_simpl.con
-cic:/Coq/Reals/Rfunctions/infinit_sum.con
-cic:/Coq/Reals/Rfunctions/poly.con
-cic:/Coq/Reals/Rfunctions/pow.con
-cic:/Coq/Reals/Rfunctions/pow1.con
-cic:/Coq/Reals/Rfunctions/pow_1.con
-cic:/Coq/Reals/Rfunctions/pow_1_abs.con
-cic:/Coq/Reals/Rfunctions/pow_1_even.con
-cic:/Coq/Reals/Rfunctions/pow_1_odd.con
-cic:/Coq/Reals/Rfunctions/pow_O.con
-cic:/Coq/Reals/Rfunctions/pow_R1.con
-cic:/Coq/Reals/Rfunctions/pow_R1_Rle.con
-cic:/Coq/Reals/Rfunctions/pow_RN_plus.con
-cic:/Coq/Reals/Rfunctions/pow_Rabs.con
-cic:/Coq/Reals/Rfunctions/pow_Rsqr.con
-cic:/Coq/Reals/Rfunctions/pow_add.con
-cic:/Coq/Reals/Rfunctions/pow_incr.con
-cic:/Coq/Reals/Rfunctions/pow_le.con
-cic:/Coq/Reals/Rfunctions/pow_lt.con
-cic:/Coq/Reals/Rfunctions/pow_lt_1_zero.con
-cic:/Coq/Reals/Rfunctions/pow_maj_Rabs.con
-cic:/Coq/Reals/Rfunctions/pow_mult.con
-cic:/Coq/Reals/Rfunctions/pow_ne_zero.con
-cic:/Coq/Reals/Rfunctions/pow_nonzero.con
-cic:/Coq/Reals/Rfunctions/powerRZ.con
-cic:/Coq/Reals/Rfunctions/powerRZ_1.con
-cic:/Coq/Reals/Rfunctions/powerRZ_NOR.con
-cic:/Coq/Reals/Rfunctions/powerRZ_O.con
-cic:/Coq/Reals/Rfunctions/powerRZ_R1.con
-cic:/Coq/Reals/Rfunctions/powerRZ_add.con
-cic:/Coq/Reals/Rfunctions/powerRZ_le.con
-cic:/Coq/Reals/Rfunctions/powerRZ_lt.con
-cic:/Coq/Reals/Rfunctions/simpl_fact.con
-cic:/Coq/Reals/Rfunctions/sum_f.con
-cic:/Coq/Reals/Rfunctions/sum_f_R0.con
-cic:/Coq/Reals/Rfunctions/sum_f_R0_triangle.con
-cic:/Coq/Reals/Rfunctions/sum_nat.con
-cic:/Coq/Reals/Rfunctions/sum_nat_O.con
-cic:/Coq/Reals/Rfunctions/sum_nat_f.con
-cic:/Coq/Reals/Rfunctions/sum_nat_f_O.con
-cic:/Coq/Reals/Rfunctions/tech_pow_Rmult.con
-cic:/Coq/Reals/Rfunctions/tech_pow_Rplus.con
-cic:/Coq/Reals/Rlimit/Base.con
-cic:/Coq/Reals/Rlimit/Dgf.con
-cic:/Coq/Reals/Rlimit/Metric_Space_ind.con
-cic:/Coq/Reals/Rlimit/Metric_Space_rec.con
-cic:/Coq/Reals/Rlimit/Metric_Space_rect.con
-cic:/Coq/Reals/Rlimit/R_met.con
-cic:/Coq/Reals/Rlimit/Rlt_eps2_eps.con
-cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof.con
-cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof0.con
-cic:/Coq/Reals/Rlimit/Rlt_eps4_eps.con
-cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof.con
-cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof0.con
-cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof1.con
-cic:/Coq/Reals/Rlimit/adhDa.con
-cic:/Coq/Reals/Rlimit/dist.con
-cic:/Coq/Reals/Rlimit/dist_pos.con
-cic:/Coq/Reals/Rlimit/dist_refl.con
-cic:/Coq/Reals/Rlimit/dist_sym.con
-cic:/Coq/Reals/Rlimit/dist_tri.con
-cic:/Coq/Reals/Rlimit/eps2.con
-cic:/Coq/Reals/Rlimit/eps2_Rgt_R0.con
-cic:/Coq/Reals/Rlimit/eps2_Rgt_R0_subproof.con
-cic:/Coq/Reals/Rlimit/eps4.con
-cic:/Coq/Reals/Rlimit/lim_x.con
-cic:/Coq/Reals/Rlimit/limit1_in.con
-cic:/Coq/Reals/Rlimit/limit_Ropp.con
-cic:/Coq/Reals/Rlimit/limit_comp.con
-cic:/Coq/Reals/Rlimit/limit_free.con
-cic:/Coq/Reals/Rlimit/limit_in.con
-cic:/Coq/Reals/Rlimit/limit_inv.con
-cic:/Coq/Reals/Rlimit/limit_minus.con
-cic:/Coq/Reals/Rlimit/limit_mul.con
-cic:/Coq/Reals/Rlimit/limit_plus.con
-cic:/Coq/Reals/Rlimit/mul_factor.con
-cic:/Coq/Reals/Rlimit/mul_factor_gt.con
-cic:/Coq/Reals/Rlimit/mul_factor_gt_f.con
-cic:/Coq/Reals/Rlimit/mul_factor_wd.con
-cic:/Coq/Reals/Rlimit/prop_eps.con
-cic:/Coq/Reals/Rlimit/single_limit.con
-cic:/Coq/Reals/Rlimit/tech_limit.con
-cic:/Coq/Reals/Rlimit/tech_limit_contr.con
-cic:/Coq/Reals/Rpower/D_in_ext.con
-cic:/Coq/Reals/Rpower/D_in_imp.con
-cic:/Coq/Reals/Rpower/P_Rmin.con
-cic:/Coq/Reals/Rpower/Rinv_Rdiv.con
-cic:/Coq/Reals/Rpower/Rle_Rpower.con
-cic:/Coq/Reals/Rpower/Rln.con
-cic:/Coq/Reals/Rpower/Rpower.con
-cic:/Coq/Reals/Rpower/Rpower_1.con
-cic:/Coq/Reals/Rpower/Rpower_O.con
-cic:/Coq/Reals/Rpower/Rpower_Ropp.con
-cic:/Coq/Reals/Rpower/Rpower_lt.con
-cic:/Coq/Reals/Rpower/Rpower_plus.con
-cic:/Coq/Reals/Rpower/derivable_pt_lim_ln.con
-cic:/Coq/Reals/Rpower/exp_Ropp.con
-cic:/Coq/Reals/Rpower/exp_increasing.con
-cic:/Coq/Reals/Rpower/exp_ineq1.con
-cic:/Coq/Reals/Rpower/exp_inv.con
-cic:/Coq/Reals/Rpower/exp_le_3.con
-cic:/Coq/Reals/Rpower/exp_ln.con
-cic:/Coq/Reals/Rpower/exp_lt_inv.con
-cic:/Coq/Reals/Rpower/limit1_ext.con
-cic:/Coq/Reals/Rpower/limit1_imp.con
-cic:/Coq/Reals/Rpower/ln.con
-cic:/Coq/Reals/Rpower/ln_1.con
-cic:/Coq/Reals/Rpower/ln_Rinv.con
-cic:/Coq/Reals/Rpower/ln_continue.con
-cic:/Coq/Reals/Rpower/ln_exists.con
-cic:/Coq/Reals/Rpower/ln_exists1.con
-cic:/Coq/Reals/Rpower/ln_exp.con
-cic:/Coq/Reals/Rpower/ln_increasing.con
-cic:/Coq/Reals/Rpower/ln_inv.con
-cic:/Coq/Reals/Rpower/ln_lt_2.con
-cic:/Coq/Reals/Rpower/ln_lt_inv.con
-cic:/Coq/Reals/Rpower/ln_mult.con
-cic:/Coq/Reals/Rprod/C_maj.con
-cic:/Coq/Reals/Rprod/INR_fact_lt_0.con
-cic:/Coq/Reals/Rprod/RfactN_fact2N_factk.con
-cic:/Coq/Reals/Rprod/fact_prodSO.con
-cic:/Coq/Reals/Rprod/le_n_2n.con
-cic:/Coq/Reals/Rprod/prod_SO_Rle.con
-cic:/Coq/Reals/Rprod/prod_SO_pos.con
-cic:/Coq/Reals/Rprod/prod_SO_split.con
-cic:/Coq/Reals/Rprod/prod_f_SO.con
-cic:/Coq/Reals/Rseries/Cauchy_crit.con
-cic:/Coq/Reals/Rseries/EUn.con
-cic:/Coq/Reals/Rseries/EUn_noempty.con
-cic:/Coq/Reals/Rseries/GP_infinite.con
-cic:/Coq/Reals/Rseries/Pser.con
-cic:/Coq/Reals/Rseries/Rmax_N.con
-cic:/Coq/Reals/Rseries/Un_bound_imp.con
-cic:/Coq/Reals/Rseries/Un_cv.con
-cic:/Coq/Reals/Rseries/Un_cv_crit.con
-cic:/Coq/Reals/Rseries/Un_growing.con
-cic:/Coq/Reals/Rseries/Un_in_EUn.con
-cic:/Coq/Reals/Rseries/cauchy_bound.con
-cic:/Coq/Reals/Rseries/finite_greater.con
-cic:/Coq/Reals/Rseries/growing_prop.con
-cic:/Coq/Reals/Rsigma/sigma.con
-cic:/Coq/Reals/Rsigma/sigma_diff.con
-cic:/Coq/Reals/Rsigma/sigma_diff_neg.con
-cic:/Coq/Reals/Rsigma/sigma_eq_arg.con
-cic:/Coq/Reals/Rsigma/sigma_first.con
-cic:/Coq/Reals/Rsigma/sigma_last.con
-cic:/Coq/Reals/Rsigma/sigma_split.con
-cic:/Coq/Reals/Rsqrt_def/Dichotomy_lb.con
-cic:/Coq/Reals/Rsqrt_def/Dichotomy_ub.con
-cic:/Coq/Reals/Rsqrt_def/IVT.con
-cic:/Coq/Reals/Rsqrt_def/IVT_cor.con
-cic:/Coq/Reals/Rsqrt_def/Rsqrt.con
-cic:/Coq/Reals/Rsqrt_def/Rsqrt_Rsqrt.con
-cic:/Coq/Reals/Rsqrt_def/Rsqrt_exists.con
-cic:/Coq/Reals/Rsqrt_def/Rsqrt_positivity.con
-cic:/Coq/Reals/Rsqrt_def/cond_positivity.con
-cic:/Coq/Reals/Rsqrt_def/continuity_seq.con
-cic:/Coq/Reals/Rsqrt_def/cv_dicho.con
-cic:/Coq/Reals/Rsqrt_def/dicho_comp.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_car.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_cv.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_dicho_up.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_growing.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_maj.con
-cic:/Coq/Reals/Rsqrt_def/dicho_lb_maj_y.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up_car.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up_cv.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up_decreasing.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up_min.con
-cic:/Coq/Reals/Rsqrt_def/dicho_up_min_x.con
-cic:/Coq/Reals/Rsqrt_def/pow_2_n.con
-cic:/Coq/Reals/Rsqrt_def/pow_2_n_growing.con
-cic:/Coq/Reals/Rsqrt_def/pow_2_n_infty.con
-cic:/Coq/Reals/Rsqrt_def/pow_2_n_neq_R0.con
-cic:/Coq/Reals/Rtopology/Bolzano_Weierstrass.con
-cic:/Coq/Reals/Rtopology/Heine.con
-cic:/Coq/Reals/Rtopology/Rlt_Rminus.con
-cic:/Coq/Reals/Rtopology/Rsepare.con
-cic:/Coq/Reals/Rtopology/ValAdh.con
-cic:/Coq/Reals/Rtopology/ValAdh_un.con
-cic:/Coq/Reals/Rtopology/ValAdh_un_exists.con
-cic:/Coq/Reals/Rtopology/ValAdh_un_prop.con
-cic:/Coq/Reals/Rtopology/adherence.con
-cic:/Coq/Reals/Rtopology/adherence_P1.con
-cic:/Coq/Reals/Rtopology/adherence_P2.con
-cic:/Coq/Reals/Rtopology/adherence_P3.con
-cic:/Coq/Reals/Rtopology/adherence_P4.con
-cic:/Coq/Reals/Rtopology/bounded.con
-cic:/Coq/Reals/Rtopology/closed_set.con
-cic:/Coq/Reals/Rtopology/closed_set_P1.con
-cic:/Coq/Reals/Rtopology/compact.con
-cic:/Coq/Reals/Rtopology/compact_EMP.con
-cic:/Coq/Reals/Rtopology/compact_P1.con
-cic:/Coq/Reals/Rtopology/compact_P2.con
-cic:/Coq/Reals/Rtopology/compact_P3.con
-cic:/Coq/Reals/Rtopology/compact_P4.con
-cic:/Coq/Reals/Rtopology/compact_P5.con
-cic:/Coq/Reals/Rtopology/compact_P6.con
-cic:/Coq/Reals/Rtopology/compact_carac.con
-cic:/Coq/Reals/Rtopology/compact_eqDom.con
-cic:/Coq/Reals/Rtopology/complementary.con
-cic:/Coq/Reals/Rtopology/complementary_P1.con
-cic:/Coq/Reals/Rtopology/cond_fam.con
-cic:/Coq/Reals/Rtopology/continuity_P1.con
-cic:/Coq/Reals/Rtopology/continuity_P2.con
-cic:/Coq/Reals/Rtopology/continuity_P3.con
-cic:/Coq/Reals/Rtopology/continuity_ab_maj.con
-cic:/Coq/Reals/Rtopology/continuity_ab_min.con
-cic:/Coq/Reals/Rtopology/continuity_compact.con
-cic:/Coq/Reals/Rtopology/covering.con
-cic:/Coq/Reals/Rtopology/covering_finite.con
-cic:/Coq/Reals/Rtopology/covering_open_set.con
-cic:/Coq/Reals/Rtopology/disc.con
-cic:/Coq/Reals/Rtopology/disc_P1.con
-cic:/Coq/Reals/Rtopology/domain_P1.con
-cic:/Coq/Reals/Rtopology/domain_finite.con
-cic:/Coq/Reals/Rtopology/eq_Dom.con
-cic:/Coq/Reals/Rtopology/f.con
-cic:/Coq/Reals/Rtopology/family_P1.con
-cic:/Coq/Reals/Rtopology/family_closed_set.con
-cic:/Coq/Reals/Rtopology/family_finite.con
-cic:/Coq/Reals/Rtopology/family_ind.con
-cic:/Coq/Reals/Rtopology/family_open_set.con
-cic:/Coq/Reals/Rtopology/family_rec.con
-cic:/Coq/Reals/Rtopology/family_rect.con
-cic:/Coq/Reals/Rtopology/image_dir.con
-cic:/Coq/Reals/Rtopology/image_rec.con
-cic:/Coq/Reals/Rtopology/included.con
-cic:/Coq/Reals/Rtopology/included_trans.con
-cic:/Coq/Reals/Rtopology/ind.con
-cic:/Coq/Reals/Rtopology/interior.con
-cic:/Coq/Reals/Rtopology/interior_P1.con
-cic:/Coq/Reals/Rtopology/interior_P2.con
-cic:/Coq/Reals/Rtopology/interior_P3.con
-cic:/Coq/Reals/Rtopology/intersection_domain.con
-cic:/Coq/Reals/Rtopology/intersection_family.con
-cic:/Coq/Reals/Rtopology/intersection_vide_finite_in.con
-cic:/Coq/Reals/Rtopology/intersection_vide_in.con
-cic:/Coq/Reals/Rtopology/is_lub_u.con
-cic:/Coq/Reals/Rtopology/neighbourhood.con
-cic:/Coq/Reals/Rtopology/neighbourhood_P1.con
-cic:/Coq/Reals/Rtopology/open_set.con
-cic:/Coq/Reals/Rtopology/open_set_P1.con
-cic:/Coq/Reals/Rtopology/open_set_P2.con
-cic:/Coq/Reals/Rtopology/open_set_P3.con
-cic:/Coq/Reals/Rtopology/open_set_P4.con
-cic:/Coq/Reals/Rtopology/open_set_P5.con
-cic:/Coq/Reals/Rtopology/open_set_P6.con
-cic:/Coq/Reals/Rtopology/point_adherent.con
-cic:/Coq/Reals/Rtopology/prolongement_C0.con
-cic:/Coq/Reals/Rtopology/restriction_family.con
-cic:/Coq/Reals/Rtopology/subfamily.con
-cic:/Coq/Reals/Rtopology/uniform_continuity.con
-cic:/Coq/Reals/Rtopology/union_domain.con
-cic:/Coq/Reals/Rtrigo/COS.con
-cic:/Coq/Reals/Rtrigo/COS_bound.con
-cic:/Coq/Reals/Rtrigo/PI2_RGT_0.con
-cic:/Coq/Reals/Rtrigo/PI2_Rlt_PI.con
-cic:/Coq/Reals/Rtrigo/PI4_RLT_PI2.con
-cic:/Coq/Reals/Rtrigo/PI_neq0.con
-cic:/Coq/Reals/Rtrigo/SIN.con
-cic:/Coq/Reals/Rtrigo/SIN_bound.con
-cic:/Coq/Reals/Rtrigo/_PI2_RLT_0.con
-cic:/Coq/Reals/Rtrigo/cos2.con
-cic:/Coq/Reals/Rtrigo/cos_2PI.con
-cic:/Coq/Reals/Rtrigo/cos_2a.con
-cic:/Coq/Reals/Rtrigo/cos_2a_cos.con
-cic:/Coq/Reals/Rtrigo/cos_2a_sin.con
-cic:/Coq/Reals/Rtrigo/cos_3PI2.con
-cic:/Coq/Reals/Rtrigo/cos_PI.con
-cic:/Coq/Reals/Rtrigo/cos_PI2.con
-cic:/Coq/Reals/Rtrigo/cos_decr_0.con
-cic:/Coq/Reals/Rtrigo/cos_decr_1.con
-cic:/Coq/Reals/Rtrigo/cos_decreasing_0.con
-cic:/Coq/Reals/Rtrigo/cos_decreasing_1.con
-cic:/Coq/Reals/Rtrigo/cos_eq_0_1.con
-cic:/Coq/Reals/Rtrigo/cos_eq_0_2PI_0.con
-cic:/Coq/Reals/Rtrigo/cos_eq_0_2PI_1.con
-cic:/Coq/Reals/Rtrigo/cos_ge_0.con
-cic:/Coq/Reals/Rtrigo/cos_gt_0.con
-cic:/Coq/Reals/Rtrigo/cos_incr_0.con
-cic:/Coq/Reals/Rtrigo/cos_incr_1.con
-cic:/Coq/Reals/Rtrigo/cos_increasing_0.con
-cic:/Coq/Reals/Rtrigo/cos_increasing_1.con
-cic:/Coq/Reals/Rtrigo/cos_lb.con
-cic:/Coq/Reals/Rtrigo/cos_le_0.con
-cic:/Coq/Reals/Rtrigo/cos_lt_0.con
-cic:/Coq/Reals/Rtrigo/cos_minus.con
-cic:/Coq/Reals/Rtrigo/cos_neg.con
-cic:/Coq/Reals/Rtrigo/cos_period.con
-cic:/Coq/Reals/Rtrigo/cos_shift.con
-cic:/Coq/Reals/Rtrigo/cos_sin.con
-cic:/Coq/Reals/Rtrigo/cos_sin_0.con
-cic:/Coq/Reals/Rtrigo/cos_sin_0_var.con
-cic:/Coq/Reals/Rtrigo/cos_ub.con
-cic:/Coq/Reals/Rtrigo/form1.con
-cic:/Coq/Reals/Rtrigo/form2.con
-cic:/Coq/Reals/Rtrigo/form3.con
-cic:/Coq/Reals/Rtrigo/form4.con
-cic:/Coq/Reals/Rtrigo/neg_cos.con
-cic:/Coq/Reals/Rtrigo/neg_sin.con
-cic:/Coq/Reals/Rtrigo/sin2.con
-cic:/Coq/Reals/Rtrigo/sin2_cos2.con
-cic:/Coq/Reals/Rtrigo/sin_2PI.con
-cic:/Coq/Reals/Rtrigo/sin_2a.con
-cic:/Coq/Reals/Rtrigo/sin_PI.con
-cic:/Coq/Reals/Rtrigo/sin_PI2.con
-cic:/Coq/Reals/Rtrigo/sin_PI_x.con
-cic:/Coq/Reals/Rtrigo/sin_cos.con
-cic:/Coq/Reals/Rtrigo/sin_decr_0.con
-cic:/Coq/Reals/Rtrigo/sin_decr_1.con
-cic:/Coq/Reals/Rtrigo/sin_decreasing_0.con
-cic:/Coq/Reals/Rtrigo/sin_decreasing_1.con
-cic:/Coq/Reals/Rtrigo/sin_eq_0_0.con
-cic:/Coq/Reals/Rtrigo/sin_eq_0_1.con
-cic:/Coq/Reals/Rtrigo/sin_eq_O_2PI_0.con
-cic:/Coq/Reals/Rtrigo/sin_eq_O_2PI_1.con
-cic:/Coq/Reals/Rtrigo/sin_ge_0.con
-cic:/Coq/Reals/Rtrigo/sin_gt_0.con
-cic:/Coq/Reals/Rtrigo/sin_incr_0.con
-cic:/Coq/Reals/Rtrigo/sin_incr_1.con
-cic:/Coq/Reals/Rtrigo/sin_increasing_0.con
-cic:/Coq/Reals/Rtrigo/sin_increasing_1.con
-cic:/Coq/Reals/Rtrigo/sin_lb.con
-cic:/Coq/Reals/Rtrigo/sin_lb_gt_0.con
-cic:/Coq/Reals/Rtrigo/sin_le_0.con
-cic:/Coq/Reals/Rtrigo/sin_lt_0.con
-cic:/Coq/Reals/Rtrigo/sin_minus.con
-cic:/Coq/Reals/Rtrigo/sin_neg.con
-cic:/Coq/Reals/Rtrigo/sin_period.con
-cic:/Coq/Reals/Rtrigo/sin_plus.con
-cic:/Coq/Reals/Rtrigo/sin_shift.con
-cic:/Coq/Reals/Rtrigo/sin_ub.con
-cic:/Coq/Reals/Rtrigo/tan.con
-cic:/Coq/Reals/Rtrigo/tan_0.con
-cic:/Coq/Reals/Rtrigo/tan_2a.con
-cic:/Coq/Reals/Rtrigo/tan_diff.con
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-cic:/Coq/Reals/Rtrigo/tan_incr_0.con
-cic:/Coq/Reals/Rtrigo/tan_incr_1.con
-cic:/Coq/Reals/Rtrigo/tan_increasing_0.con
-cic:/Coq/Reals/Rtrigo/tan_increasing_1.con
-cic:/Coq/Reals/Rtrigo/tan_lt_0.con
-cic:/Coq/Reals/Rtrigo/tan_minus.con
-cic:/Coq/Reals/Rtrigo/tan_neg.con
-cic:/Coq/Reals/Rtrigo/tan_plus.con
-cic:/Coq/Reals/Rtrigo_alt/PI_4.con
-cic:/Coq/Reals/Rtrigo_alt/cos_approx.con
-cic:/Coq/Reals/Rtrigo_alt/cos_bound.con
-cic:/Coq/Reals/Rtrigo_alt/cos_term.con
-cic:/Coq/Reals/Rtrigo_alt/sin_approx.con
-cic:/Coq/Reals/Rtrigo_alt/sin_bound.con
-cic:/Coq/Reals/Rtrigo_alt/sin_term.con
-cic:/Coq/Reals/Rtrigo_calc/PI4_RGT_0.con
-cic:/Coq/Reals/Rtrigo_calc/PI6_RGT_0.con
-cic:/Coq/Reals/Rtrigo_calc/PI6_RLT_PI2.con
-cic:/Coq/Reals/Rtrigo_calc/R1_sqrt2_neq_0.con
-cic:/Coq/Reals/Rtrigo_calc/Rgt_2PI_0.con
-cic:/Coq/Reals/Rtrigo_calc/Rgt_3PI2_0.con
-cic:/Coq/Reals/Rtrigo_calc/Rlt_3PI2_2PI.con
-cic:/Coq/Reals/Rtrigo_calc/Rlt_PI_3PI2.con
-cic:/Coq/Reals/Rtrigo_calc/Rlt_sqrt2_0.con
-cic:/Coq/Reals/Rtrigo_calc/Rlt_sqrt3_0.con
-cic:/Coq/Reals/Rtrigo_calc/Rsqr_sin_cos_d_one.con
-cic:/Coq/Reals/Rtrigo_calc/cos3PI4.con
-cic:/Coq/Reals/Rtrigo_calc/cos_2PI3.con
-cic:/Coq/Reals/Rtrigo_calc/cos_5PI4.con
-cic:/Coq/Reals/Rtrigo_calc/cos_PI3.con
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-cic:/Coq/Reals/Rtrigo_calc/toDeg.con
-cic:/Coq/Reals/Rtrigo_calc/toRad.con
-cic:/Coq/Reals/Rtrigo_calc/toRad_inj.con
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-cic:/Coq/Reals/Rtrigo_def/Alembert_sin.con
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-cic:/Coq/Reals/Rtrigo_def/cosh.con
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-cic:/Coq/Reals/Rtrigo_def/exist_cos.con
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-cic:/Coq/Reals/Rtrigo_def/exist_exp.con
-cic:/Coq/Reals/Rtrigo_def/exist_exp0.con
-cic:/Coq/Reals/Rtrigo_def/exist_sin.con
-cic:/Coq/Reals/Rtrigo_def/exp.con
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-cic:/Coq/Reals/Rtrigo_def/exp_cof_no_R0.con
-cic:/Coq/Reals/Rtrigo_def/exp_in.con
-cic:/Coq/Reals/Rtrigo_def/pow_i.con
-cic:/Coq/Reals/Rtrigo_def/simpl_cos_n.con
-cic:/Coq/Reals/Rtrigo_def/simpl_sin_n.con
-cic:/Coq/Reals/Rtrigo_def/sin.con
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-cic:/Coq/Reals/Rtrigo_def/sin_n.con
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-cic:/Coq/Reals/Rtrigo_def/sinh.con
-cic:/Coq/Reals/Rtrigo_def/sinh_0.con
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-cic:/Coq/Reals/Rtrigo_fun/Alembert_exp.con
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-cic:/Coq/Reals/Rtrigo_reg/continuity_sin.con
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-cic:/Coq/Reals/Rtrigo_reg/derivable_pt_cos.con
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-cic:/Coq/Reals/Rtrigo_reg/derivable_pt_sin.con
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-cic:/Coq/Reals/Rtrigo_reg/derive_pt_cos.con
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-cic:/Coq/Reals/SeqProp/Vn_growing.con
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-cic:/Coq/Reals/SeqProp/cauchy_min.con
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-cic:/Coq/Reals/SeqProp/cv_speed_pow_fact.con
-cic:/Coq/Reals/SeqProp/decreasing_cv.con
-cic:/Coq/Reals/SeqProp/decreasing_growing.con
-cic:/Coq/Reals/SeqProp/decreasing_ineq.con
-cic:/Coq/Reals/SeqProp/decreasing_prop.con
-cic:/Coq/Reals/SeqProp/growing_cv.con
-cic:/Coq/Reals/SeqProp/growing_ineq.con
-cic:/Coq/Reals/SeqProp/has_lb.con
-cic:/Coq/Reals/SeqProp/has_ub.con
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-cic:/Coq/Reals/SeqProp/maj_ss.con
-cic:/Coq/Reals/SeqProp/maj_sup.con
-cic:/Coq/Reals/SeqProp/majorant.con
-cic:/Coq/Reals/SeqProp/min_cv.con
-cic:/Coq/Reals/SeqProp/min_inf.con
-cic:/Coq/Reals/SeqProp/min_maj.con
-cic:/Coq/Reals/SeqProp/min_ss.con
-cic:/Coq/Reals/SeqProp/minorant.con
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-cic:/Coq/Reals/SeqProp/opp_seq.con
-cic:/Coq/Reals/SeqProp/sequence_majorant.con
-cic:/Coq/Reals/SeqProp/sequence_minorant.con
-cic:/Coq/Reals/SeqProp/tech10.con
-cic:/Coq/Reals/SeqProp/tech13.con
-cic:/Coq/Reals/SeqProp/tech9.con
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-cic:/Coq/Reals/SeqSeries/Cesaro_1.con
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-cic:/Coq/Reals/SeqSeries/sum_maj1.con
-cic:/Coq/Reals/Sqrt_reg/continuity_pt_sqrt.con
-cic:/Coq/Reals/Sqrt_reg/derivable_pt_sqrt.con
-cic:/Coq/Reals/Sqrt_reg/derive_pt_sqrt.con
-cic:/Coq/Reals/Sqrt_reg/sqrt_continuity_pt.con
-cic:/Coq/Reals/Sqrt_reg/sqrt_continuity_pt_R1.con
-cic:/Coq/Reals/Sqrt_reg/sqrt_var_maj.con
-cic:/Coq/Relations/Newman/Diagram.con
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-cic:/Coq/Relations/Newman/noetherian.con
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-cic:/Coq/Relations/Operators_Properties/clos_rt_clos_rst.con
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-cic:/Coq/Relations/Relation_Definitions/PER_rec.con
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-cic:/Coq/Relations/Relation_Definitions/antisymmetric.con
-cic:/Coq/Relations/Relation_Definitions/commut.con
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-cic:/Coq/Relations/Relation_Definitions/order_rec.con
-cic:/Coq/Relations/Relation_Definitions/order_rect.con
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-cic:/Coq/Relations/Relation_Definitions/per_trans.con
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-cic:/Coq/Relations/Relation_Definitions/preorder_rec.con
-cic:/Coq/Relations/Relation_Definitions/preorder_rect.con
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-cic:/Coq/Relations/Relation_Operators/clos_trans_ind.con
-cic:/Coq/Relations/Relation_Operators/le_AsB_ind.con
-cic:/Coq/Relations/Relation_Operators/lex_exp.con
-cic:/Coq/Relations/Relation_Operators/lexprod_ind.con
-cic:/Coq/Relations/Relation_Operators/swapprod_ind.con
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-cic:/Coq/Relations/Relation_Operators/transp.con
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-cic:/Coq/Relations/Relations/inverse_image_of_eq.con
-cic:/Coq/Relations/Relations/inverse_image_of_equivalence.con
-cic:/Coq/Relations/Rstar/Rstar'.con
-cic:/Coq/Relations/Rstar/Rstar'_R.con
-cic:/Coq/Relations/Rstar/Rstar'_Rstar.con
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-cic:/Coq/Relations/Rstar/Rstar.con
-cic:/Coq/Relations/Rstar/Rstar_R.con
-cic:/Coq/Relations/Rstar/Rstar_Rstar'.con
-cic:/Coq/Relations/Rstar/Rstar_reflexive.con
-cic:/Coq/Relations/Rstar/Rstar_transitive.con
-cic:/Coq/Relations/Rstar/commut.con
-cic:/Coq/Setoids/Setoid/Prop_S.con
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-cic:/Coq/Setoids/Setoid/Setoid_Theory_rect.con
-cic:/Coq/Setoids/Setoid/and_ext.con
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-cic:/Coq/Setoids/Setoid/fleche_ext2.con
-cic:/Coq/Setoids/Setoid/not_ext.con
-cic:/Coq/Setoids/Setoid/not_ext2.con
-cic:/Coq/Setoids/Setoid/or_ext.con
-cic:/Coq/Setoids/Setoid/or_ext2.con
-cic:/Coq/Setoids/Setoid/setoid_eq_ext1.con
-cic:/Coq/Setoids/Setoid/setoid_eq_ext2.con
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-cic:/Coq/Sets/Classical_sets/Included_Strict_Included.con
-cic:/Coq/Sets/Classical_sets/Inhabited_Setminus.con
-cic:/Coq/Sets/Classical_sets/Strict_Included_inv.con
-cic:/Coq/Sets/Classical_sets/Strict_super_set_contains_new_element.con
-cic:/Coq/Sets/Classical_sets/Subtract_intro.con
-cic:/Coq/Sets/Classical_sets/Subtract_inv.con
-cic:/Coq/Sets/Classical_sets/not_SIncl_empty.con
-cic:/Coq/Sets/Classical_sets/not_empty_Inhabited.con
-cic:/Coq/Sets/Classical_sets/not_included_empty_Inhabited.con
-cic:/Coq/Sets/Constructive_sets/Add_intro1.con
-cic:/Coq/Sets/Constructive_sets/Add_intro2.con
-cic:/Coq/Sets/Constructive_sets/Add_inv.con
-cic:/Coq/Sets/Constructive_sets/Add_not_Empty.con
-cic:/Coq/Sets/Constructive_sets/Couple_inv.con
-cic:/Coq/Sets/Constructive_sets/Extension.con
-cic:/Coq/Sets/Constructive_sets/Included_Empty.con
-cic:/Coq/Sets/Constructive_sets/Inhabited_add.con
-cic:/Coq/Sets/Constructive_sets/Inhabited_not_empty.con
-cic:/Coq/Sets/Constructive_sets/Intersection_inv.con
-cic:/Coq/Sets/Constructive_sets/Noone_in_empty.con
-cic:/Coq/Sets/Constructive_sets/Setminus_intro.con
-cic:/Coq/Sets/Constructive_sets/Singleton_intro.con
-cic:/Coq/Sets/Constructive_sets/Singleton_inv.con
-cic:/Coq/Sets/Constructive_sets/Strict_Included_intro.con
-cic:/Coq/Sets/Constructive_sets/Strict_Included_strict.con
-cic:/Coq/Sets/Constructive_sets/Union_inv.con
-cic:/Coq/Sets/Constructive_sets/not_Empty_Add.con
-cic:/Coq/Sets/Cpo/Bottom_ind.con
-cic:/Coq/Sets/Cpo/Bottom_rec.con
-cic:/Coq/Sets/Cpo/Bottom_rect.con
-cic:/Coq/Sets/Cpo/Chain_cond.con
-cic:/Coq/Sets/Cpo/Chain_ind.con
-cic:/Coq/Sets/Cpo/Chain_rec.con
-cic:/Coq/Sets/Cpo/Chain_rect.con
-cic:/Coq/Sets/Cpo/Compatible.con
-cic:/Coq/Sets/Cpo/Complete_ind.con
-cic:/Coq/Sets/Cpo/Complete_rec.con
-cic:/Coq/Sets/Cpo/Complete_rect.con
-cic:/Coq/Sets/Cpo/Conditionally_complete_ind.con
-cic:/Coq/Sets/Cpo/Conditionally_complete_rec.con
-cic:/Coq/Sets/Cpo/Conditionally_complete_rect.con
-cic:/Coq/Sets/Cpo/Cpo_cond.con
-cic:/Coq/Sets/Cpo/Cpo_ind.con
-cic:/Coq/Sets/Cpo/Cpo_rec.con
-cic:/Coq/Sets/Cpo/Cpo_rect.con
-cic:/Coq/Sets/Cpo/Directed_ind.con
-cic:/Coq/Sets/Cpo/Directed_rec.con
-cic:/Coq/Sets/Cpo/Directed_rect.con
-cic:/Coq/Sets/Cpo/Glb_ind.con
-cic:/Coq/Sets/Cpo/Glb_rec.con
-cic:/Coq/Sets/Cpo/Glb_rect.con
-cic:/Coq/Sets/Cpo/Lower_Bound_ind.con
-cic:/Coq/Sets/Cpo/Lower_Bound_rec.con
-cic:/Coq/Sets/Cpo/Lower_Bound_rect.con
-cic:/Coq/Sets/Cpo/Lub_ind.con
-cic:/Coq/Sets/Cpo/Lub_rec.con
-cic:/Coq/Sets/Cpo/Lub_rect.con
-cic:/Coq/Sets/Cpo/PO_of_chain.con
-cic:/Coq/Sets/Cpo/PO_of_cpo.con
-cic:/Coq/Sets/Cpo/Totally_ordered_ind.con
-cic:/Coq/Sets/Cpo/Totally_ordered_rec.con
-cic:/Coq/Sets/Cpo/Totally_ordered_rect.con
-cic:/Coq/Sets/Cpo/Upper_Bound_ind.con
-cic:/Coq/Sets/Cpo/Upper_Bound_rec.con
-cic:/Coq/Sets/Cpo/Upper_Bound_rect.con
-cic:/Coq/Sets/Ensembles/Add.con
-cic:/Coq/Sets/Ensembles/Complement.con
-cic:/Coq/Sets/Ensembles/Couple_ind.con
-cic:/Coq/Sets/Ensembles/Disjoint_ind.con
-cic:/Coq/Sets/Ensembles/Disjoint_rec.con
-cic:/Coq/Sets/Ensembles/Disjoint_rect.con
-cic:/Coq/Sets/Ensembles/Empty_set_ind.con
-cic:/Coq/Sets/Ensembles/Empty_set_rec.con
-cic:/Coq/Sets/Ensembles/Empty_set_rect.con
-cic:/Coq/Sets/Ensembles/Ensemble.con
-cic:/Coq/Sets/Ensembles/Extensionality_Ensembles.con
-cic:/Coq/Sets/Ensembles/Full_set_ind.con
-cic:/Coq/Sets/Ensembles/In.con
-cic:/Coq/Sets/Ensembles/Included.con
-cic:/Coq/Sets/Ensembles/Inhabited_ind.con
-cic:/Coq/Sets/Ensembles/Intersection_ind.con
-cic:/Coq/Sets/Ensembles/Same_set.con
-cic:/Coq/Sets/Ensembles/Setminus.con
-cic:/Coq/Sets/Ensembles/Singleton_ind.con
-cic:/Coq/Sets/Ensembles/Singleton_rec.con
-cic:/Coq/Sets/Ensembles/Singleton_rect.con
-cic:/Coq/Sets/Ensembles/Strict_Included.con
-cic:/Coq/Sets/Ensembles/Subtract.con
-cic:/Coq/Sets/Ensembles/Triple_ind.con
-cic:/Coq/Sets/Ensembles/Union_ind.con
-cic:/Coq/Sets/Finite_sets/Finite_ind.con
-cic:/Coq/Sets/Finite_sets/cardinal_elim.con
-cic:/Coq/Sets/Finite_sets/cardinal_ind.con
-cic:/Coq/Sets/Finite_sets/cardinal_invert.con
-cic:/Coq/Sets/Finite_sets_facts/Add_preserves_Finite.con
-cic:/Coq/Sets/Finite_sets_facts/Finite_downward_closed.con
-cic:/Coq/Sets/Finite_sets_facts/G_aux.con
-cic:/Coq/Sets/Finite_sets_facts/Generalized_induction_on_finite_sets.con
-cic:/Coq/Sets/Finite_sets_facts/Intersection_preserves_finite.con
-cic:/Coq/Sets/Finite_sets_facts/Singleton_is_finite.con
-cic:/Coq/Sets/Finite_sets_facts/Union_preserves_Finite.con
-cic:/Coq/Sets/Finite_sets_facts/card_Add_gen.con
-cic:/Coq/Sets/Finite_sets_facts/card_soustr_1.con
-cic:/Coq/Sets/Finite_sets_facts/cardinalO_empty.con
-cic:/Coq/Sets/Finite_sets_facts/cardinal_Empty.con
-cic:/Coq/Sets/Finite_sets_facts/cardinal_finite.con
-cic:/Coq/Sets/Finite_sets_facts/cardinal_is_functional.con
-cic:/Coq/Sets/Finite_sets_facts/cardinal_unicity.con
-cic:/Coq/Sets/Finite_sets_facts/finite_cardinal.con
-cic:/Coq/Sets/Finite_sets_facts/incl_card_le.con
-cic:/Coq/Sets/Finite_sets_facts/incl_st_card_lt.con
-cic:/Coq/Sets/Finite_sets_facts/inh_card_gt_O.con
-cic:/Coq/Sets/Image/Im_add.con
-cic:/Coq/Sets/Image/Im_def.con
-cic:/Coq/Sets/Image/Im_ind.con
-cic:/Coq/Sets/Image/Im_inv.con
-cic:/Coq/Sets/Image/In_Image_elim.con
-cic:/Coq/Sets/Image/Pigeonhole.con
-cic:/Coq/Sets/Image/Pigeonhole_principle.con
-cic:/Coq/Sets/Image/cardinal_Im_intro.con
-cic:/Coq/Sets/Image/cardinal_decreases.con
-cic:/Coq/Sets/Image/finite_image.con
-cic:/Coq/Sets/Image/image_empty.con
-cic:/Coq/Sets/Image/injective.con
-cic:/Coq/Sets/Image/injective_preserves_cardinal.con
-cic:/Coq/Sets/Image/not_injective_elim.con
-cic:/Coq/Sets/Infinite_sets/Approximant_ind.con
-cic:/Coq/Sets/Infinite_sets/Approximant_rec.con
-cic:/Coq/Sets/Infinite_sets/Approximant_rect.con
-cic:/Coq/Sets/Infinite_sets/Image_set_continuous'.con
-cic:/Coq/Sets/Infinite_sets/Image_set_continuous.con
-cic:/Coq/Sets/Infinite_sets/Pigeonhole_bis.con
-cic:/Coq/Sets/Infinite_sets/Pigeonhole_ter.con
-cic:/Coq/Sets/Infinite_sets/approximant_can_be_any_size.con
-cic:/Coq/Sets/Infinite_sets/approximants_grow'.con
-cic:/Coq/Sets/Infinite_sets/approximants_grow.con
-cic:/Coq/Sets/Infinite_sets/make_new_approximant.con
-cic:/Coq/Sets/Integers/Finite_subset_has_lub.con
-cic:/Coq/Sets/Integers/Integers_has_no_ub.con
-cic:/Coq/Sets/Integers/Integers_ind.con
-cic:/Coq/Sets/Integers/Integers_infinite.con
-cic:/Coq/Sets/Integers/le_Order.con
-cic:/Coq/Sets/Integers/le_antisym.con
-cic:/Coq/Sets/Integers/le_reflexive.con
-cic:/Coq/Sets/Integers/le_total_order.con
-cic:/Coq/Sets/Integers/le_trans.con
-cic:/Coq/Sets/Integers/nat_po.con
-cic:/Coq/Sets/Integers/triv_nat.con
-cic:/Coq/Sets/Multiset/EmptyBag.con
-cic:/Coq/Sets/Multiset/SingletonBag.con
-cic:/Coq/Sets/Multiset/meq.con
-cic:/Coq/Sets/Multiset/meq_congr.con
-cic:/Coq/Sets/Multiset/meq_left.con
-cic:/Coq/Sets/Multiset/meq_refl.con
-cic:/Coq/Sets/Multiset/meq_right.con
-cic:/Coq/Sets/Multiset/meq_sym.con
-cic:/Coq/Sets/Multiset/meq_trans.con
-cic:/Coq/Sets/Multiset/multiplicity.con
-cic:/Coq/Sets/Multiset/multiset_ind.con
-cic:/Coq/Sets/Multiset/multiset_rec.con
-cic:/Coq/Sets/Multiset/multiset_rect.con
-cic:/Coq/Sets/Multiset/multiset_twist1.con
-cic:/Coq/Sets/Multiset/multiset_twist2.con
-cic:/Coq/Sets/Multiset/munion.con
-cic:/Coq/Sets/Multiset/munion_ass.con
-cic:/Coq/Sets/Multiset/munion_comm.con
-cic:/Coq/Sets/Multiset/munion_empty_left.con
-cic:/Coq/Sets/Multiset/munion_empty_right.con
-cic:/Coq/Sets/Multiset/munion_perm_left.con
-cic:/Coq/Sets/Multiset/munion_rotate.con
-cic:/Coq/Sets/Multiset/treesort_twist1.con
-cic:/Coq/Sets/Multiset/treesort_twist2.con
-cic:/Coq/Sets/Partial_Order/Carrier.con
-cic:/Coq/Sets/Partial_Order/Carrier_of.con
-cic:/Coq/Sets/Partial_Order/PO_cond1.con
-cic:/Coq/Sets/Partial_Order/PO_cond2.con
-cic:/Coq/Sets/Partial_Order/PO_ind.con
-cic:/Coq/Sets/Partial_Order/PO_rec.con
-cic:/Coq/Sets/Partial_Order/PO_rect.con
-cic:/Coq/Sets/Partial_Order/Rel.con
-cic:/Coq/Sets/Partial_Order/Rel_of.con
-cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive.con
-cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive_with_Rel.con
-cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive_with_Rel_left.con
-cic:/Coq/Sets/Partial_Order/Strict_Rel_of.con
-cic:/Coq/Sets/Partial_Order/covers_ind.con
-cic:/Coq/Sets/Partial_Order/covers_rec.con
-cic:/Coq/Sets/Partial_Order/covers_rect.con
-cic:/Coq/Sets/Permut/comm_left.con
-cic:/Coq/Sets/Permut/comm_right.con
-cic:/Coq/Sets/Permut/cong_congr.con
-cic:/Coq/Sets/Permut/op_rotate.con
-cic:/Coq/Sets/Permut/perm_left.con
-cic:/Coq/Sets/Permut/perm_right.con
-cic:/Coq/Sets/Permut/twist.con
-cic:/Coq/Sets/Powerset/Empty_set_is_Bottom.con
-cic:/Coq/Sets/Powerset/Empty_set_minimal.con
-cic:/Coq/Sets/Powerset/Inclusion_is_an_order.con
-cic:/Coq/Sets/Powerset/Inclusion_is_transitive.con
-cic:/Coq/Sets/Powerset/Intersection_decreases_l.con
-cic:/Coq/Sets/Powerset/Intersection_decreases_r.con
-cic:/Coq/Sets/Powerset/Intersection_is_Glb.con
-cic:/Coq/Sets/Powerset/Intersection_maximal.con
-cic:/Coq/Sets/Powerset/Power_set_Inhabited.con
-cic:/Coq/Sets/Powerset/Power_set_PO.con
-cic:/Coq/Sets/Powerset/Power_set_ind.con
-cic:/Coq/Sets/Powerset/Strict_Rel_is_Strict_Included.con
-cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive.con
-cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive_with_inclusion.con
-cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive_with_inclusion_left.con
-cic:/Coq/Sets/Powerset/Union_increases_l.con
-cic:/Coq/Sets/Powerset/Union_increases_r.con
-cic:/Coq/Sets/Powerset/Union_is_Lub.con
-cic:/Coq/Sets/Powerset/Union_minimal.con
-cic:/Coq/Sets/Powerset_Classical_facts/Add_covers.con
-cic:/Coq/Sets/Powerset_Classical_facts/Included_Add.con
-cic:/Coq/Sets/Powerset_Classical_facts/Simplify_add.con
-cic:/Coq/Sets/Powerset_Classical_facts/Singleton_atomic.con
-cic:/Coq/Sets/Powerset_Classical_facts/Sub_Add_new.con
-cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_1.con
-cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_2.con
-cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_xy.con
-cic:/Coq/Sets/Powerset_Classical_facts/covers_Add.con
-cic:/Coq/Sets/Powerset_Classical_facts/covers_is_Add.con
-cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr.con
-cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_add_l.con
-cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_add_r.con
-cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_in.con
-cic:/Coq/Sets/Powerset_Classical_facts/incl_st_add_soustr.con
-cic:/Coq/Sets/Powerset_Classical_facts/less_than_singleton.con
-cic:/Coq/Sets/Powerset_Classical_facts/setcover_inv.con
-cic:/Coq/Sets/Powerset_Classical_facts/sincl_add_x.con
-cic:/Coq/Sets/Powerset_facts/Add_commutative'.con
-cic:/Coq/Sets/Powerset_facts/Add_commutative.con
-cic:/Coq/Sets/Powerset_facts/Add_distributes.con
-cic:/Coq/Sets/Powerset_facts/Couple_as_union.con
-cic:/Coq/Sets/Powerset_facts/Distributivity'.con
-cic:/Coq/Sets/Powerset_facts/Distributivity.con
-cic:/Coq/Sets/Powerset_facts/Empty_set_zero'.con
-cic:/Coq/Sets/Powerset_facts/Empty_set_zero.con
-cic:/Coq/Sets/Powerset_facts/Intersection_commutative.con
-cic:/Coq/Sets/Powerset_facts/Non_disjoint_union'.con
-cic:/Coq/Sets/Powerset_facts/Non_disjoint_union.con
-cic:/Coq/Sets/Powerset_facts/Triple_as_Couple.con
-cic:/Coq/Sets/Powerset_facts/Triple_as_Couple_Singleton.con
-cic:/Coq/Sets/Powerset_facts/Triple_as_union.con
-cic:/Coq/Sets/Powerset_facts/Union_absorbs.con
-cic:/Coq/Sets/Powerset_facts/Union_add.con
-cic:/Coq/Sets/Powerset_facts/Union_associative.con
-cic:/Coq/Sets/Powerset_facts/Union_commutative.con
-cic:/Coq/Sets/Powerset_facts/Union_idempotent.con
-cic:/Coq/Sets/Powerset_facts/incl_add.con
-cic:/Coq/Sets/Powerset_facts/incl_add_x.con
-cic:/Coq/Sets/Powerset_facts/less_than_empty.con
-cic:/Coq/Sets/Powerset_facts/setcover_intro.con
-cic:/Coq/Sets/Powerset_facts/singlx.con
-cic:/Coq/Sets/Relations_1/Antisymmetric.con
-cic:/Coq/Sets/Relations_1/Equivalence_ind.con
-cic:/Coq/Sets/Relations_1/Equivalence_rec.con
-cic:/Coq/Sets/Relations_1/Equivalence_rect.con
-cic:/Coq/Sets/Relations_1/Order_ind.con
-cic:/Coq/Sets/Relations_1/Order_rec.con
-cic:/Coq/Sets/Relations_1/Order_rect.con
-cic:/Coq/Sets/Relations_1/PER_ind.con
-cic:/Coq/Sets/Relations_1/PER_rec.con
-cic:/Coq/Sets/Relations_1/PER_rect.con
-cic:/Coq/Sets/Relations_1/Preorder_ind.con
-cic:/Coq/Sets/Relations_1/Preorder_rec.con
-cic:/Coq/Sets/Relations_1/Preorder_rect.con
-cic:/Coq/Sets/Relations_1/Reflexive.con
-cic:/Coq/Sets/Relations_1/Relation.con
-cic:/Coq/Sets/Relations_1/Symmetric.con
-cic:/Coq/Sets/Relations_1/Transitive.con
-cic:/Coq/Sets/Relations_1/contains.con
-cic:/Coq/Sets/Relations_1/same_relation.con
-cic:/Coq/Sets/Relations_1_facts/Complement.con
-cic:/Coq/Sets/Relations_1_facts/Equiv_from_order.con
-cic:/Coq/Sets/Relations_1_facts/Equiv_from_preorder.con
-cic:/Coq/Sets/Relations_1_facts/Rsym_imp_notRsym.con
-cic:/Coq/Sets/Relations_1_facts/cong_antisymmetric_same_relation.con
-cic:/Coq/Sets/Relations_1_facts/cong_reflexive_same_relation.con
-cic:/Coq/Sets/Relations_1_facts/cong_symmetric_same_relation.con
-cic:/Coq/Sets/Relations_1_facts/cong_transitive_same_relation.con
-cic:/Coq/Sets/Relations_1_facts/contains_is_preorder.con
-cic:/Coq/Sets/Relations_1_facts/same_relation_is_equivalence.con
-cic:/Coq/Sets/Relations_2/Rplus_ind.con
-cic:/Coq/Sets/Relations_2/Rstar1_ind.con
-cic:/Coq/Sets/Relations_2/Rstar_ind.con
-cic:/Coq/Sets/Relations_2/Strongly_confluent.con
-cic:/Coq/Sets/Relations_2_facts/Lemma1.con
-cic:/Coq/Sets/Relations_2_facts/Rplus_contains_R.con
-cic:/Coq/Sets/Relations_2_facts/RstarRplus_RRstar.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_cases.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_contains_R.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_contains_Rplus.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_equiv_Rstar1.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_reflexive.con
-cic:/Coq/Sets/Relations_2_facts/Rstar_transitive.con
-cic:/Coq/Sets/Relations_2_facts/Rsym_imp_Rstarsym.con
-cic:/Coq/Sets/Relations_2_facts/Sstar_contains_Rstar.con
-cic:/Coq/Sets/Relations_2_facts/star_monotone.con
-cic:/Coq/Sets/Relations_3/Confluent.con
-cic:/Coq/Sets/Relations_3/Locally_confluent.con
-cic:/Coq/Sets/Relations_3/Noetherian.con
-cic:/Coq/Sets/Relations_3/coherent.con
-cic:/Coq/Sets/Relations_3/confluent.con
-cic:/Coq/Sets/Relations_3/locally_confluent.con
-cic:/Coq/Sets/Relations_3/noetherian_ind.con
-cic:/Coq/Sets/Relations_3_facts/Newman.con
-cic:/Coq/Sets/Relations_3_facts/Noetherian_contains_Noetherian.con
-cic:/Coq/Sets/Relations_3_facts/Rstar_imp_coherent.con
-cic:/Coq/Sets/Relations_3_facts/Strong_confluence.con
-cic:/Coq/Sets/Relations_3_facts/Strong_confluence_direct.con
-cic:/Coq/Sets/Relations_3_facts/coherent_symmetric.con
-cic:/Coq/Sets/Uniset/Emptyset.con
-cic:/Coq/Sets/Uniset/Fullset.con
-cic:/Coq/Sets/Uniset/In.con
-cic:/Coq/Sets/Uniset/Singleton.con
-cic:/Coq/Sets/Uniset/charac.con
-cic:/Coq/Sets/Uniset/incl.con
-cic:/Coq/Sets/Uniset/incl_left.con
-cic:/Coq/Sets/Uniset/incl_right.con
-cic:/Coq/Sets/Uniset/leb_refl.con
-cic:/Coq/Sets/Uniset/seq.con
-cic:/Coq/Sets/Uniset/seq_congr.con
-cic:/Coq/Sets/Uniset/seq_left.con
-cic:/Coq/Sets/Uniset/seq_refl.con
-cic:/Coq/Sets/Uniset/seq_right.con
-cic:/Coq/Sets/Uniset/seq_sym.con
-cic:/Coq/Sets/Uniset/seq_trans.con
-cic:/Coq/Sets/Uniset/treesort_twist1.con
-cic:/Coq/Sets/Uniset/treesort_twist2.con
-cic:/Coq/Sets/Uniset/union.con
-cic:/Coq/Sets/Uniset/union_ass.con
-cic:/Coq/Sets/Uniset/union_comm.con
-cic:/Coq/Sets/Uniset/union_empty_left.con
-cic:/Coq/Sets/Uniset/union_empty_right.con
-cic:/Coq/Sets/Uniset/union_perm_left.con
-cic:/Coq/Sets/Uniset/union_rotate.con
-cic:/Coq/Sets/Uniset/uniset_ind.con
-cic:/Coq/Sets/Uniset/uniset_rec.con
-cic:/Coq/Sets/Uniset/uniset_rect.con
-cic:/Coq/Sets/Uniset/uniset_twist1.con
-cic:/Coq/Sets/Uniset/uniset_twist2.con
-cic:/Coq/Sorting/Heap/Tree_ind.con
-cic:/Coq/Sorting/Heap/Tree_rec.con
-cic:/Coq/Sorting/Heap/Tree_rect.con
-cic:/Coq/Sorting/Heap/build_heap_ind.con
-cic:/Coq/Sorting/Heap/build_heap_rec.con
-cic:/Coq/Sorting/Heap/build_heap_rect.con
-cic:/Coq/Sorting/Heap/contents.con
-cic:/Coq/Sorting/Heap/equiv_Tree.con
-cic:/Coq/Sorting/Heap/flat_spec_ind.con
-cic:/Coq/Sorting/Heap/flat_spec_rec.con
-cic:/Coq/Sorting/Heap/flat_spec_rect.con
-cic:/Coq/Sorting/Heap/heap_to_list.con
-cic:/Coq/Sorting/Heap/insert.con
-cic:/Coq/Sorting/Heap/insert_spec_ind.con
-cic:/Coq/Sorting/Heap/insert_spec_rec.con
-cic:/Coq/Sorting/Heap/insert_spec_rect.con
-cic:/Coq/Sorting/Heap/invert_heap.con
-cic:/Coq/Sorting/Heap/is_heap_ind.con
-cic:/Coq/Sorting/Heap/is_heap_rec.con
-cic:/Coq/Sorting/Heap/leA_Tree.con
-cic:/Coq/Sorting/Heap/leA_Tree_Leaf.con
-cic:/Coq/Sorting/Heap/leA_Tree_Node.con
-cic:/Coq/Sorting/Heap/list_to_heap.con
-cic:/Coq/Sorting/Heap/low_trans.con
-cic:/Coq/Sorting/Heap/treesort.con
-cic:/Coq/Sorting/Permutation/list_contents.con
-cic:/Coq/Sorting/Permutation/list_contents_app.con
-cic:/Coq/Sorting/Permutation/permut_app.con
-cic:/Coq/Sorting/Permutation/permut_cons.con
-cic:/Coq/Sorting/Permutation/permut_middle.con
-cic:/Coq/Sorting/Permutation/permut_refl.con
-cic:/Coq/Sorting/Permutation/permut_right.con
-cic:/Coq/Sorting/Permutation/permut_tran.con
-cic:/Coq/Sorting/Permutation/permutation.con
-cic:/Coq/Sorting/Sorting/lelistA_ind.con
-cic:/Coq/Sorting/Sorting/lelistA_inv.con
-cic:/Coq/Sorting/Sorting/merge.con
-cic:/Coq/Sorting/Sorting/merge_lem_ind.con
-cic:/Coq/Sorting/Sorting/merge_lem_rec.con
-cic:/Coq/Sorting/Sorting/merge_lem_rect.con
-cic:/Coq/Sorting/Sorting/sort_ind.con
-cic:/Coq/Sorting/Sorting/sort_inv.con
-cic:/Coq/Sorting/Sorting/sort_rec.con
-cic:/Coq/Wellfounded/Disjoint_Union/acc_A_sum.con
-cic:/Coq/Wellfounded/Disjoint_Union/acc_B_sum.con
-cic:/Coq/Wellfounded/Disjoint_Union/wf_disjoint_sum.con
-cic:/Coq/Wellfounded/Inclusion/Acc_incl.con
-cic:/Coq/Wellfounded/Inclusion/wf_incl.con
-cic:/Coq/Wellfounded/Inverse_Image/Acc_inverse_image.con
-cic:/Coq/Wellfounded/Inverse_Image/Acc_inverse_rel.con
-cic:/Coq/Wellfounded/Inverse_Image/Acc_lemma.con
-cic:/Coq/Wellfounded/Inverse_Image/wf_inverse_image.con
-cic:/Coq/Wellfounded/Inverse_Image/wf_inverse_rel.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/acc_app.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_end.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_prefix.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_tail.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/dist_Desc_concat.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/dist_aux.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/left_prefix.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/ltl_unit.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/right_prefix.con
-cic:/Coq/Wellfounded/Lexicographic_Exponentiation/wf_lex_exp.con
-cic:/Coq/Wellfounded/Lexicographic_Product/Acc_swapprod.con
-cic:/Coq/Wellfounded/Lexicographic_Product/Acc_symprod.con
-cic:/Coq/Wellfounded/Lexicographic_Product/acc_A_B_lexprod.con
-cic:/Coq/Wellfounded/Lexicographic_Product/swap_Acc.con
-cic:/Coq/Wellfounded/Lexicographic_Product/wf_lexprod.con
-cic:/Coq/Wellfounded/Lexicographic_Product/wf_swapprod.con
-cic:/Coq/Wellfounded/Lexicographic_Product/wf_symprod.con
-cic:/Coq/Wellfounded/Transitive_Closure/Acc_clos_trans.con
-cic:/Coq/Wellfounded/Transitive_Closure/Acc_inv_trans.con
-cic:/Coq/Wellfounded/Transitive_Closure/incl_clos_trans.con
-cic:/Coq/Wellfounded/Transitive_Closure/wf_clos_trans.con
-cic:/Coq/Wellfounded/Union/Acc_union.con
-cic:/Coq/Wellfounded/Union/strip_commut.con
-cic:/Coq/Wellfounded/Union/wf_union.con
-cic:/Coq/Wellfounded/Well_Ordering/B.con
-cic:/Coq/Wellfounded/Well_Ordering/WO_ind.con
-cic:/Coq/Wellfounded/Well_Ordering/WO_rec.con
-cic:/Coq/Wellfounded/Well_Ordering/WO_rect.con
-cic:/Coq/Wellfounded/Well_Ordering/le_WO_ind.con
-cic:/Coq/Wellfounded/Well_Ordering/wf_WO.con
-cic:/Coq/Wellfounded/Well_Ordering/wof.con
-cic:/Coq/ZArith/BinInt/ZL0.con
-cic:/Coq/ZArith/BinInt/ZPminus.con
-cic:/Coq/ZArith/BinInt/Z_eq_mult.con
-cic:/Coq/ZArith/BinInt/Z_ind.con
-cic:/Coq/ZArith/BinInt/Z_of_N.con
-cic:/Coq/ZArith/BinInt/Z_of_nat.con
-cic:/Coq/ZArith/BinInt/Z_rec.con
-cic:/Coq/ZArith/BinInt/Z_rect.con
-cic:/Coq/ZArith/BinInt/Zabs.con
-cic:/Coq/ZArith/BinInt/Zabs_N.con
-cic:/Coq/ZArith/BinInt/Zabs_nat.con
-cic:/Coq/ZArith/BinInt/Zcompare.con
-cic:/Coq/ZArith/BinInt/Zdouble.con
-cic:/Coq/ZArith/BinInt/Zdouble_minus_one.con
-cic:/Coq/ZArith/BinInt/Zdouble_plus_one.con
-cic:/Coq/ZArith/BinInt/Zeq_minus.con
-cic:/Coq/ZArith/BinInt/Zge.con
-cic:/Coq/ZArith/BinInt/Zgt.con
-cic:/Coq/ZArith/BinInt/Zind.con
-cic:/Coq/ZArith/BinInt/Zle.con
-cic:/Coq/ZArith/BinInt/Zlt.con
-cic:/Coq/ZArith/BinInt/Zminus.con
-cic:/Coq/ZArith/BinInt/Zminus_0_l_reverse.con
-cic:/Coq/ZArith/BinInt/Zminus_0_r.con
-cic:/Coq/ZArith/BinInt/Zminus_diag.con
-cic:/Coq/ZArith/BinInt/Zminus_diag_reverse.con
-cic:/Coq/ZArith/BinInt/Zminus_eq.con
-cic:/Coq/ZArith/BinInt/Zminus_plus.con
-cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_l.con
-cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_l_reverse.con
-cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_r.con
-cic:/Coq/ZArith/BinInt/Zminus_succ_l.con
-cic:/Coq/ZArith/BinInt/Zmult.con
-cic:/Coq/ZArith/BinInt/Zmult_0_l.con
-cic:/Coq/ZArith/BinInt/Zmult_0_r.con
-cic:/Coq/ZArith/BinInt/Zmult_0_r_reverse.con
-cic:/Coq/ZArith/BinInt/Zmult_1_inversion_l.con
-cic:/Coq/ZArith/BinInt/Zmult_1_l.con
-cic:/Coq/ZArith/BinInt/Zmult_1_r.con
-cic:/Coq/ZArith/BinInt/Zmult_assoc.con
-cic:/Coq/ZArith/BinInt/Zmult_assoc_reverse.con
-cic:/Coq/ZArith/BinInt/Zmult_comm.con
-cic:/Coq/ZArith/BinInt/Zmult_integral.con
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-cic:/Coq/ZArith/Zlogarithm/ZERO_le_N_digits.con
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-cic:/Coq/ZArith/Zlogarithm/log_inf_correct2.con
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-cic:/Coq/ZArith/Zmin/Zmax2.con
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-cic:/Coq/ZArith/Znumtheory/Euclid_ind.con
-cic:/Coq/ZArith/Znumtheory/Euclid_rec.con
-cic:/Coq/ZArith/Znumtheory/Euclid_rect.con
-cic:/Coq/ZArith/Znumtheory/Gauss.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_0.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_1.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof0.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof1.con
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-cic:/Coq/ZArith/Znumtheory/Zdivide_bounds.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof0.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof1.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof2.con
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-cic:/Coq/ZArith/Znumtheory/Zdivide_dec_subproof.con
-cic:/Coq/ZArith/Znumtheory/Zdivide_dec_subproof0.con
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-cic:/Coq/field/Field_Theory/distrib_correct.con
-cic:/Coq/field/Field_Theory/distrib_main.con
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-cic:/Coq/field/Field_Theory/distrib_mult_left_correct.con
-cic:/Coq/field/Field_Theory/distrib_mult_right.con
-cic:/Coq/field/Field_Theory/distrib_mult_right_correct.con
-cic:/Coq/field/Field_Theory/eqExprA.con
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-cic:/Coq/field/Field_Theory/inverse_correct.con
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-cic:/Coq/field/Field_Theory/merge_mult_correct.con
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-cic:/Coq/field/Field_Theory/merge_plus.con
-cic:/Coq/field/Field_Theory/merge_plus_correct.con
-cic:/Coq/field/Field_Theory/merge_plus_correct1.con
-cic:/Coq/field/Field_Theory/monom_remove.con
-cic:/Coq/field/Field_Theory/monom_remove_correct.con
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-cic:/Coq/field/Field_Theory/monom_simplif_correct.con
-cic:/Coq/field/Field_Theory/monom_simplif_rem.con
-cic:/Coq/field/Field_Theory/monom_simplif_rem_correct.con
-cic:/Coq/field/Field_Theory/mult_eq.con
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-cic:/Coq/field/Field_Theory/multiply.con
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-cic:/Coq/romega/ReflOmegaCore/Zlt_left_inv.con
-cic:/Coq/romega/ReflOmegaCore/Zne_left_2.con
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-cic:/Coq/romega/ReflOmegaCore/append_goal.con
-cic:/Coq/romega/ReflOmegaCore/append_valid.con
-cic:/Coq/romega/ReflOmegaCore/apply_both.con
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-cic:/Coq/romega/ReflOmegaCore/apply_oper_1.con
-cic:/Coq/romega/ReflOmegaCore/apply_oper_1_valid.con
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-cic:/Coq/romega/ReflOmegaCore/compose_term_stable.con
-cic:/Coq/romega/ReflOmegaCore/concl_to_hyp.con
-cic:/Coq/romega/ReflOmegaCore/constant_neg.con
-cic:/Coq/romega/ReflOmegaCore/constant_neg_valid.con
-cic:/Coq/romega/ReflOmegaCore/constant_not_nul.con
-cic:/Coq/romega/ReflOmegaCore/constant_not_nul_valid.con
-cic:/Coq/romega/ReflOmegaCore/constant_nul.con
-cic:/Coq/romega/ReflOmegaCore/constant_nul_valid.con
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-cic:/Coq/romega/ReflOmegaCore/contradiction_valid.con
-cic:/Coq/romega/ReflOmegaCore/decidability.con
-cic:/Coq/romega/ReflOmegaCore/decidable_correct.con
-cic:/Coq/romega/ReflOmegaCore/decompose_solve.con
-cic:/Coq/romega/ReflOmegaCore/decompose_solve_valid.con
-cic:/Coq/romega/ReflOmegaCore/destructure_hyps.con
-cic:/Coq/romega/ReflOmegaCore/destructure_hyps_valid.con
-cic:/Coq/romega/ReflOmegaCore/direction_ind.con
-cic:/Coq/romega/ReflOmegaCore/direction_rec.con
-cic:/Coq/romega/ReflOmegaCore/direction_rect.con
-cic:/Coq/romega/ReflOmegaCore/divide_and_approx.con
-cic:/Coq/romega/ReflOmegaCore/divide_and_approx_valid.con
-cic:/Coq/romega/ReflOmegaCore/do_concl_to_hyp.con
-cic:/Coq/romega/ReflOmegaCore/do_normalize.con
-cic:/Coq/romega/ReflOmegaCore/do_normalize_list.con
-cic:/Coq/romega/ReflOmegaCore/do_normalize_list_valid.con
-cic:/Coq/romega/ReflOmegaCore/do_normalize_valid.con
-cic:/Coq/romega/ReflOmegaCore/do_omega.con
-cic:/Coq/romega/ReflOmegaCore/do_reduce_lhyps.con
-cic:/Coq/romega/ReflOmegaCore/e_step_ind.con
-cic:/Coq/romega/ReflOmegaCore/e_step_rec.con
-cic:/Coq/romega/ReflOmegaCore/e_step_rect.con
-cic:/Coq/romega/ReflOmegaCore/eq_Z.con
-cic:/Coq/romega/ReflOmegaCore/eq_Z_false.con
-cic:/Coq/romega/ReflOmegaCore/eq_Z_true.con
-cic:/Coq/romega/ReflOmegaCore/eq_nat.con
-cic:/Coq/romega/ReflOmegaCore/eq_nat_false.con
-cic:/Coq/romega/ReflOmegaCore/eq_nat_true.con
-cic:/Coq/romega/ReflOmegaCore/eq_pos.con
-cic:/Coq/romega/ReflOmegaCore/eq_pos_false.con
-cic:/Coq/romega/ReflOmegaCore/eq_pos_true.con
-cic:/Coq/romega/ReflOmegaCore/eq_term.con
-cic:/Coq/romega/ReflOmegaCore/eq_term_false.con
-cic:/Coq/romega/ReflOmegaCore/eq_term_true.con
-cic:/Coq/romega/ReflOmegaCore/exact_divide.con
-cic:/Coq/romega/ReflOmegaCore/exact_divide_valid.con
-cic:/Coq/romega/ReflOmegaCore/execute_goal.con
-cic:/Coq/romega/ReflOmegaCore/execute_omega.con
-cic:/Coq/romega/ReflOmegaCore/extract_hyp_neg.con
-cic:/Coq/romega/ReflOmegaCore/extract_hyp_pos.con
-cic:/Coq/romega/ReflOmegaCore/extract_valid.con
-cic:/Coq/romega/ReflOmegaCore/fusion.con
-cic:/Coq/romega/ReflOmegaCore/fusion_cancel.con
-cic:/Coq/romega/ReflOmegaCore/fusion_cancel_stable.con
-cic:/Coq/romega/ReflOmegaCore/fusion_right.con
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-cic:/Coq/romega/ReflOmegaCore/goal_to_hyps.con
-cic:/Coq/romega/ReflOmegaCore/goal_valid.con
-cic:/Coq/romega/ReflOmegaCore/h_step_ind.con
-cic:/Coq/romega/ReflOmegaCore/h_step_rec.con
-cic:/Coq/romega/ReflOmegaCore/h_step_rect.con
-cic:/Coq/romega/ReflOmegaCore/hyps_to_goal.con
-cic:/Coq/romega/ReflOmegaCore/interp_full.con
-cic:/Coq/romega/ReflOmegaCore/interp_full_false.con
-cic:/Coq/romega/ReflOmegaCore/interp_full_goal.con
-cic:/Coq/romega/ReflOmegaCore/interp_goal_concl.con
-cic:/Coq/romega/ReflOmegaCore/interp_hyps.con
-cic:/Coq/romega/ReflOmegaCore/interp_list_goal.con
-cic:/Coq/romega/ReflOmegaCore/interp_list_hyps.con
-cic:/Coq/romega/ReflOmegaCore/interp_proposition.con
-cic:/Coq/romega/ReflOmegaCore/interp_term.con
-cic:/Coq/romega/ReflOmegaCore/list_goal_to_hyps.con
-cic:/Coq/romega/ReflOmegaCore/list_hyps_to_goal.con
-cic:/Coq/romega/ReflOmegaCore/map_cons.con
-cic:/Coq/romega/ReflOmegaCore/map_cons_val.con
-cic:/Coq/romega/ReflOmegaCore/merge_eq.con
-cic:/Coq/romega/ReflOmegaCore/merge_eq_valid.con
-cic:/Coq/romega/ReflOmegaCore/move_right.con
-cic:/Coq/romega/ReflOmegaCore/move_right_stable.con
-cic:/Coq/romega/ReflOmegaCore/move_right_valid.con
-cic:/Coq/romega/ReflOmegaCore/negate_contradict.con
-cic:/Coq/romega/ReflOmegaCore/negate_contradict_inv.con
-cic:/Coq/romega/ReflOmegaCore/negate_contradict_inv_valid.con
-cic:/Coq/romega/ReflOmegaCore/negate_contradict_valid.con
-cic:/Coq/romega/ReflOmegaCore/normalize_goal.con
-cic:/Coq/romega/ReflOmegaCore/normalize_hyps.con
-cic:/Coq/romega/ReflOmegaCore/normalize_hyps_goal.con
-cic:/Coq/romega/ReflOmegaCore/normalize_hyps_valid.con
-cic:/Coq/romega/ReflOmegaCore/not_exact_divide.con
-cic:/Coq/romega/ReflOmegaCore/not_exact_divide_valid.con
-cic:/Coq/romega/ReflOmegaCore/nthProp.con
-cic:/Coq/romega/ReflOmegaCore/nth_hyps.con
-cic:/Coq/romega/ReflOmegaCore/nth_valid.con
-cic:/Coq/romega/ReflOmegaCore/omega_tactic.con
-cic:/Coq/romega/ReflOmegaCore/omega_valid.con
-cic:/Coq/romega/ReflOmegaCore/p_apply_left.con
-cic:/Coq/romega/ReflOmegaCore/p_apply_left_stable.con
-cic:/Coq/romega/ReflOmegaCore/p_apply_right.con
-cic:/Coq/romega/ReflOmegaCore/p_apply_right_stable.con
-cic:/Coq/romega/ReflOmegaCore/p_invert.con
-cic:/Coq/romega/ReflOmegaCore/p_invert_stable.con
-cic:/Coq/romega/ReflOmegaCore/p_rewrite.con
-cic:/Coq/romega/ReflOmegaCore/p_rewrite_stable.con
-cic:/Coq/romega/ReflOmegaCore/p_step_ind.con
-cic:/Coq/romega/ReflOmegaCore/p_step_rec.con
-cic:/Coq/romega/ReflOmegaCore/p_step_rect.con
-cic:/Coq/romega/ReflOmegaCore/prop_stable.con
-cic:/Coq/romega/ReflOmegaCore/proposition_ind.con
-cic:/Coq/romega/ReflOmegaCore/proposition_rec.con
-cic:/Coq/romega/ReflOmegaCore/proposition_rect.con
-cic:/Coq/romega/ReflOmegaCore/reduce.con
-cic:/Coq/romega/ReflOmegaCore/reduce_lhyps.con
-cic:/Coq/romega/ReflOmegaCore/reduce_lhyps_valid.con
-cic:/Coq/romega/ReflOmegaCore/reduce_stable.con
-cic:/Coq/romega/ReflOmegaCore/relation_ind2.con
-cic:/Coq/romega/ReflOmegaCore/rewrite.con
-cic:/Coq/romega/ReflOmegaCore/rewrite_stable.con
-cic:/Coq/romega/ReflOmegaCore/scalar_norm.con
-cic:/Coq/romega/ReflOmegaCore/scalar_norm_add.con
-cic:/Coq/romega/ReflOmegaCore/scalar_norm_add_stable.con
-cic:/Coq/romega/ReflOmegaCore/scalar_norm_stable.con
-cic:/Coq/romega/ReflOmegaCore/split_ineq.con
-cic:/Coq/romega/ReflOmegaCore/split_ineq_valid.con
-cic:/Coq/romega/ReflOmegaCore/state.con
-cic:/Coq/romega/ReflOmegaCore/state_valid.con
-cic:/Coq/romega/ReflOmegaCore/step_ind.con
-cic:/Coq/romega/ReflOmegaCore/step_rec.con
-cic:/Coq/romega/ReflOmegaCore/step_rect.con
-cic:/Coq/romega/ReflOmegaCore/sum.con
-cic:/Coq/romega/ReflOmegaCore/sum1.con
-cic:/Coq/romega/ReflOmegaCore/sum2.con
-cic:/Coq/romega/ReflOmegaCore/sum3.con
-cic:/Coq/romega/ReflOmegaCore/sum4.con
-cic:/Coq/romega/ReflOmegaCore/sum5.con
-cic:/Coq/romega/ReflOmegaCore/sum_valid.con
-cic:/Coq/romega/ReflOmegaCore/t_fusion_ind.con
-cic:/Coq/romega/ReflOmegaCore/t_fusion_rec.con
-cic:/Coq/romega/ReflOmegaCore/t_fusion_rect.con
-cic:/Coq/romega/ReflOmegaCore/t_omega_ind.con
-cic:/Coq/romega/ReflOmegaCore/t_omega_rec.con
-cic:/Coq/romega/ReflOmegaCore/t_omega_rect.con
-cic:/Coq/romega/ReflOmegaCore/term_ind.con
-cic:/Coq/romega/ReflOmegaCore/term_rec.con
-cic:/Coq/romega/ReflOmegaCore/term_rect.con
-cic:/Coq/romega/ReflOmegaCore/term_stable.con
-cic:/Coq/romega/ReflOmegaCore/to_contradict.con
-cic:/Coq/romega/ReflOmegaCore/to_contradict_valid.con
-cic:/Coq/romega/ReflOmegaCore/valid1.con
-cic:/Coq/romega/ReflOmegaCore/valid2.con
-cic:/Coq/romega/ReflOmegaCore/valid_goal.con
-cic:/Coq/romega/ReflOmegaCore/valid_hyps.con
-cic:/Coq/romega/ReflOmegaCore/valid_lhyps.con
-cic:/Coq/romega/ReflOmegaCore/valid_list_goal.con
-cic:/Coq/romega/ReflOmegaCore/valid_list_hyps.con
+++ /dev/null
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- </key>
- <key name="prefix">
- xslt:/ file:///projects/helm/xml/stylesheets/generated/
- </key>
- <key name="prefix">
- theory:/residual_theory_in_lambda_calculus/
- http://helm.cs.unibo.it/~sacerdot/huet_lambda_calculus_mowgli/residual_theory_in_lambda_calculus/
- </key>
- <key name="prefix">
- theory:/IDA/
- http://mowgli.cs.unibo.it/~sacerdot/ida/IDA/
- </key>
- </section>
- <section name="search_engine">
- <key name="html_dir">html</key>
- <key name="port">58085</key>
- <key name="results_per_page">10</key>
- <!-- file from which restore CicEnvironment status -->
- <key name="environment_dump">foo.env</key>
- <key name="notations">/projects/helm/daemons/matita/core_notation.moo</key>
- <key name="interpretations">/projects/helm/daemons/matita/coq.moo</key>
- </section>
-</helm_registry>
+++ /dev/null
-(* Copyright (C) 2002-2005, HELM Team.
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://cs.unibo.it/helm/.
- *)
-
-open Printf
-
-let debug = true
-let debug_print s = if debug then prerr_endline s
-let _ = Http_common.debug := false
-
-exception Chat_unfinished
-exception Unbound_identifier of string
-exception Invalid_action of string (* invalid action for "/search" method *)
-
- (** raised by elim when a MutInd is required but not found *)
-exception Not_a_MutInd
-
-let daemon_name = "Whelp"
-let configuration_file = "/projects/helm/etc/whelp.conf.xml"
-
-let placeholders = [
- "ACTION"; "ADVANCED"; "ADVANCED_CHECKED"; "CHOICES"; "CURRENT_CHOICES";
- "EXPRESSION"; "ID"; "IDEN"; "ID_TO_URIS"; "INTERPRETATIONS";
- "INTERPRETATIONS_LABELS"; "MSG"; "NEW_ALIASES"; "NEXT_LINK"; "NO_CHOICES";
- "PAGE"; "PAGES"; "PAGELIST"; "PREV_LINK"; "QUERY_KIND"; "QUERY_SUMMARY"; "RESULTS";
- "SEARCH_ENGINE_URL"; "SIMPLE_CHECKED"; "TITLE";
-]
-
-let tag =
- let regexps = Hashtbl.create 25 in
- List.iter
- (fun tag -> Hashtbl.add regexps tag (Pcre.regexp (sprintf "@%s@" tag)))
- placeholders;
- fun name ->
- try
- Hashtbl.find regexps name
- with Not_found -> assert false
-
- (* First of all we load the configuration *)
-let _ = Helm_registry.load_from configuration_file
-let port = Helm_registry.get_int "search_engine.port"
-let pages_dir = Helm_registry.get "search_engine.html_dir"
-
-let moogle_TPL = pages_dir ^ "/moogle.html"
-let choices_TPL = pages_dir ^ "/moogle_chat.html"
-
-let my_own_url =
- let ic = Unix.open_process_in "hostname -f" in
- let hostname = input_line ic in
- ignore (Unix.close_process_in ic);
- sprintf "http://%s:%d" hostname port
-let _ = Helm_registry.set "search_engine.my_own_url" my_own_url
-
-let bad_request body outchan =
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request)) ~body
- outchan
-
- (** chain application of Pcre substitutions *)
-let rec apply_substs substs line =
- match substs with
- | [] -> line
- | (rex, templ) :: rest -> apply_substs rest (Pcre.replace ~rex ~templ line)
- (** fold like function on files *)
-let fold_file f init fname =
- let inchan = open_in fname in
- let rec fold_lines' value =
- try
- let line = input_line inchan in
- fold_lines' (f value line)
- with End_of_file -> value
- in
- let res = (try fold_lines' init with e -> (close_in inchan; raise e)) in
- close_in inchan;
- res
- (** iter like function on files *)
-let iter_file f = fold_file (fun _ line -> f line) ()
-let javascript_quote s =
- let rex = Pcre.regexp "'" in
- let rex' = Pcre.regexp "\"" in
- Pcre.replace ~rex ~templ:"\\'"
- (Pcre.replace ~rex:rex' ~templ:"\\\"" s)
-let string_tail s =
- let len = String.length s in
- String.sub s 1 (len-1)
-let nonvar uri =
- let s = UriManager.string_of_uri uri in
- let len = String.length s in
- let suffix = String.sub s (len-4) 4 in
- not (suffix = ".var")
-
-let add_param_substs params =
- List.map
- (fun (key,value) ->
- let key' = (Pcre.extract ~pat:"param\\.(.*)" key).(1) in
- Pcre.regexp ("@" ^ key' ^ "@"), value)
- (List.filter
- (fun ((key,_) as p) -> Pcre.pmatch ~pat:"^param\\." key)
- params)
-
-let page_RE = Pcre.regexp "¶m\\.page=\\d+"
-let identifier_RE = Pcre.regexp "^\\s*(\\w|')+\\s*$"
-let qualified_mutind_RE =
- Pcre.regexp "^\\s*cic:(/(\\w|')+)+\\.ind#xpointer\\(1/\\d+\\)\\s*$"
-
-let query_kind_of_req (req: Http_types.request) =
- match req#path with
- | "/match" -> "Match"
- | "/hint" -> "Hint"
- | "/locate" -> "Locate"
- | "/elim" -> "Elim"
- | "/instance" -> "Instance"
- | _ -> ""
-
- (* given a uri with a query part in input try to find in it a string
- * "¶m_name=..." (where param_name is given). If found its value will be
- * set to param_value. If not, a trailing "¶m_name=param_value" (where
- * both are given) is added to the input string *)
-let patch_param param_name param_value url =
- let rex = Pcre.regexp (sprintf "&%s=[^&]*" (Pcre.quote param_name)) in
- if Pcre.pmatch ~rex url then
- Pcre.replace ~rex ~templ:(sprintf "%s=%s" param_name param_value) url
- else
- sprintf "%s&%s=%s" url param_name param_value
-
- (** HTML encoding, e.g.: "<" -> "<" *)
-let html_encode = Netencoding.Html.encode_from_latin1
-
-let fold_n_to_m f n m acc =
- let rec aux acc =
- function
- i when i <= m -> aux (f i acc) (i + 1)
- | _ -> acc
- in
- aux acc n
-
-let send_results results
- ?(id_to_uris = DisambiguateTypes.empty_environment)
- (req: Http_types.request) outchan
- =
- let query_kind = query_kind_of_req req in
- let interp = try req#param "interp" with Http_types.Param_not_found _ -> "" in
- let page_link anchor page =
- try
- let this = req#param "this" in
- let target =
- (patch_param "param.interp" interp
- (patch_param "param.page" (string_of_int page)
- this))
- in
- let target = Pcre.replace ~pat:"&" ~templ:"&" target in
- sprintf "<a href=\"%s\">%s</a>" target anchor
- with Http_types.Param_not_found _ -> ""
- in
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan ;
- Http_daemon.send_header "Content-Type" "text/xml" outchan;
- Http_daemon.send_CRLF outchan ;
- let subst =
- match results with
- | `Results results ->
- let page = try int_of_string (req#param "page") with _ -> 1 in
- let results_no = List.length results in
- let results_per_page =
- Helm_registry.get_int "search_engine.results_per_page"
- in
- let pages =
- if results_no mod results_per_page = 0 then
- results_no / results_per_page
- else
- results_no / results_per_page + 1
- in
- let pages = if pages = 0 then 1 else pages in
- let additional_pages = 3 in
- let (summary, results) = MooglePp.theory_of_result page results in
- [ tag "PAGE", string_of_int page;
- tag "PAGES", string_of_int pages ^ " Pages";
- tag "PAGELIST",
- (let inf = page - additional_pages in
- let sup = page + additional_pages in
- let superinf = inf - (sup - pages) in
- let supersup = sup + (1 - inf) in
- let n,m =
- if inf >= 1 && sup <= pages then
- inf,sup
- else if inf < 1 then
- 1, (if supersup <= pages then supersup else pages)
- else (* sup > pages *)
- (if superinf >= 1 then superinf else 1),pages
- in
- fold_n_to_m
- (fun n acc -> acc ^ " " ^
- (if n = page then string_of_int n
- else page_link (string_of_int n) n))
- n m "");
- tag "PREV_LINK", (if page > 1 then page_link "Prev" (page-1) else "");
- tag "NEXT_LINK",
- (if page < pages then page_link "Next" (page+1) else "");
- tag "QUERY_KIND", query_kind;
- tag "QUERY_SUMMARY", summary;
- tag "RESULTS", results ]
- | `Error msg ->
- [ tag "PAGE", "1";
- tag "PAGES", "1 Page";
- tag "PAGELIST", "";
- tag "PREV_LINK", "";
- tag "NEXT_LINK", "";
- tag "QUERY_KIND", query_kind;
- tag "QUERY_SUMMARY", "error";
- tag "RESULTS", msg ]
- in
- let advanced =
- try
- req#param "advanced"
- with Http_types.Param_not_found _ -> "no"
- in
- let subst =
- (tag "SEARCH_ENGINE_URL", my_own_url) ::
- (tag "ADVANCED", advanced) ::
- (tag "EXPRESSION", html_encode (req#param "expression")) ::
- add_param_substs req#params @
- (if advanced = "no" then
- [ tag "SIMPLE_CHECKED", "checked='true'";
- tag "ADVANCED_CHECKED", "" ]
- else
- [ tag "SIMPLE_CHECKED", "";
- tag "ADVANCED_CHECKED", "checked='true'" ]) @
- subst
- in
- iter_file
- (fun line ->
- let new_aliases = DisambiguatePp.pp_environment id_to_uris in
- let processed_line =
- apply_substs
- (* CSC: Bug here: this is a string, not an array! *)
- ((tag "NEW_ALIASES", "'" ^ javascript_quote new_aliases ^ "'") ::
- subst)
- line
- in
- output_string outchan (processed_line ^ "\n"))
- moogle_TPL
-
-let exec_action dbd (req: Http_types.request) outchan =
- let term_str = req#param "expression" in
- try
- if req#path = "/elim" &&
- not (Pcre.pmatch ~rex:identifier_RE term_str ||
- Pcre.pmatch ~rex:qualified_mutind_RE term_str) then
- raise Not_a_MutInd;
- let (context, metasenv) = ([], []) in
- let id_to_uris_raw =
- try req#param "aliases"
- with Http_types.Param_not_found _ -> ""
- in
- let parse_interpretation_choices choices =
- List.map int_of_string (Pcre.split ~pat:" " choices) in
- let parse_choices choices_raw =
- let choices = Pcre.split ~pat:";" choices_raw in
- List.fold_left
- (fun f x ->
- match Pcre.split ~pat:"\\s" x with
- | ""::id::tail
- | id::tail when id<>"" ->
- (fun id' ->
- if id = id' then
- Some (List.map
- (fun u -> UriManager.uri_of_string
- (Netencoding.Url.decode u))
- tail)
- else
- f id')
- | _ -> failwith "Can't parse choices")
- (fun _ -> None)
- choices
- in
- let id_to_uris = DisambiguatePp.parse_environment id_to_uris_raw in
- let id_to_choices =
- try
- parse_choices (req#param "choices")
- with Http_types.Param_not_found _ -> (fun _ -> None)
- in
- let interpretation_choices =
- try
- let choices_raw = req#param "interpretation_choices" in
- if choices_raw = "" then None
- else Some (parse_interpretation_choices choices_raw)
- with Http_types.Param_not_found _ -> None
- in
- let module Chat: DisambiguateTypes.Callbacks =
- struct
- let interactive_user_uri_choice ~selection_mode ?ok
- ?enable_button_for_non_vars ~(title: string) ~(msg: string)
- ~(id: string) (choices: UriManager.uri list)
- =
- match id_to_choices id with
- | Some choices -> choices
- | None -> List.filter nonvar choices
-
- let interactive_interpretation_choice interpretations =
- match interpretation_choices with
- | Some l -> l
- | None ->
- let html_interpretations =
- MooglePp.html_of_interpretations interpretations
- in
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan ;
- Http_daemon.send_CRLF outchan ;
- let advanced =
- try
- req#param "advanced"
- with Http_types.Param_not_found _ -> "no"
- in
- let query_kind = query_kind_of_req req in
- iter_file
- (fun line ->
- let processed_line =
- apply_substs
- [ tag "SEARCH_ENGINE_URL", my_own_url;
- tag "ADVANCED", advanced;
- tag "INTERPRETATIONS", html_interpretations;
- tag "CURRENT_CHOICES", req#param "choices";
- tag "EXPRESSION", html_encode (req#param "expression");
- tag "QUERY_KIND", query_kind;
- tag "QUERY_SUMMARY", "disambiguation";
- tag "ACTION", string_tail req#path ]
- line
- in
- output_string outchan (processed_line ^ "\n"))
- choices_TPL;
- raise Chat_unfinished
-
- let input_or_locate_uri ~title ?id () =
- match id with
- | Some id -> raise (Unbound_identifier id)
- | None -> assert false
- end
- in
- let module Disambiguate' = Disambiguate.Make(Chat) in
- let ast = Grammar.Entry.parse CicNotationParser.term (Stream.of_string term_str) in
- let (id_to_uris, metasenv, term) =
- match
- Disambiguate'.disambiguate_term ~dbd ~context ~metasenv
- ~aliases:id_to_uris ast
- with
- | [id_to_uris,metasenv,term,_] -> id_to_uris,metasenv,term
- | _ -> assert false
- in
- let uris =
- match req#path with
- | "/match" -> MetadataQuery.match_term ~dbd term
- | "/instance" -> MetadataQuery.instance ~dbd term
- | "/hint" ->
- let status = ProofEngineTypes.initial_status term metasenv in
- let intros = PrimitiveTactics.intros_tac () in
- let subgoals = ProofEngineTypes.apply_tactic intros status in
- (match subgoals with
- | proof, [goal] ->
- let (uri,metasenv,bo,ty) = proof in
- List.map fst (MetadataQuery.experimental_hint ~dbd (proof, goal))
- | _ -> assert false)
- | "/elim" ->
- let uri =
- match term with
- | Cic.MutInd (uri, typeno, _) ->
- UriManager.uri_of_uriref uri typeno None
- | _ -> raise Not_a_MutInd
- in
- MetadataQuery.elim ~dbd uri
- | _ -> assert false
- in
- let uris = List.map UriManager.string_of_uri uris in
- send_results ~id_to_uris (`Results uris) req outchan
- with
- | Not_a_MutInd ->
- send_results (`Error (MooglePp.pp_error "Not an inductive type"
- ("elim requires as input an identifier corresponding to an inductive"
- ^ " type")))
- req outchan
-
-let callback dbd (req: Http_types.request) outchan =
- try
- debug_print (sprintf "Received request: %s" req#path);
- (match req#path with
- | "/getpage" ->
- (* TODO implement "is_permitted" *)
- (let is_permitted page = not (Pcre.pmatch ~pat:"/" page) in
- let page = req#param "url" in
- let fname = sprintf "%s/%s" pages_dir page in
- let preprocess =
- (try
- bool_of_string (req#param "preprocess")
- with Invalid_argument _ | Http_types.Param_not_found _ -> false)
- in
- (match page with
- | page when is_permitted page && Sys.file_exists fname ->
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan;
- Http_daemon.send_header "Content-Type" "text/html" outchan;
- Http_daemon.send_CRLF outchan;
- if preprocess then begin
- iter_file
- (fun line ->
- output_string outchan
- ((apply_substs
- ((tag "SEARCH_ENGINE_URL", my_own_url) ::
- (tag "ADVANCED", "no") ::
- (tag "RESULTS", "") ::
- add_param_substs req#params)
- line) ^
- "\n"))
- fname
- end else
- Http_daemon.send_file ~src:(Http_types.FileSrc fname) outchan
- | page -> Http_daemon.respond_forbidden ~url:page outchan))
- | "/help" -> Http_daemon.respond ~body:daemon_name outchan
- | "/locate" ->
- let initial_expression =
- try req#param "expression" with Http_types.Param_not_found _ -> ""
- in
- let expression =
- Pcre.replace ~pat:"\\s*$"
- (Pcre.replace ~pat:"^\\s*" initial_expression)
- in
- if expression = "" then
- send_results (`Results []) req outchan
- else begin
- let results = MetadataQuery.locate ~dbd expression in
- let results = List.map UriManager.string_of_uri results in
- send_results (`Results results) req outchan
- end
- | "/hint"
- | "/elim"
- | "/instance"
- | "/match" -> exec_action dbd req outchan
- | invalid_request ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request))
- outchan);
- debug_print (sprintf "%s done!" req#path)
- with
- | Chat_unfinished -> ()
- | Http_types.Param_not_found attr_name ->
- bad_request (sprintf "Parameter '%s' is missing" attr_name) outchan
- | CicNotationParser.Parse_error (_, msg) ->
- send_results (`Error (MooglePp.pp_error "Parse error" msg)) req outchan
- | Unbound_identifier id ->
- send_results (`Error (MooglePp.pp_error "Unbound identifier" id)) req
- outchan
- | exn ->
- let exn_string = Printexc.to_string exn in
- debug_print exn_string;
- let msg = MooglePp.pp_error "Uncaught exception" exn_string in
- send_results (`Error msg) req outchan
-
-let restore_environment () =
- match
- Helm_registry.get_opt Helm_registry.string "search_engine.environment_dump"
- with
- | None -> ()
- | Some fname ->
- printf "Restoring Cic environment from %s ... " fname; flush stdout;
- let ic = open_in fname in
- CicEnvironment.restore_from_channel ic;
- close_in ic;
- printf "done!\n"; flush stdout
-
-let read_notation () =
- CicNotation.load_notation (Helm_registry.get "search_engine.notations");
- CicNotation.load_notation (Helm_registry.get "search_engine.interpretations")
-
-let _ =
- printf "%s started and listening on port %d\n" daemon_name port;
- printf "Current directory is %s\n" (Sys.getcwd ());
- printf "HTML directory is %s\n" pages_dir;
- flush stdout;
- Unix.putenv "http_proxy" "";
- let dbd =
- Mysql.quick_connect
- ~host:(Helm_registry.get "db.host")
- ~database:(Helm_registry.get "db.database")
- ~user:(Helm_registry.get "db.user")
- ()
- in
- restore_environment ();
- read_notation ();
- Http_daemon.start' ~port (callback dbd);
- printf "%s is terminating, bye!\n" daemon_name
-
+++ /dev/null
-
-all:
-
-clean:
- rm -f uwobo-panel.tar.gz
-
-cleanbak:
- rm -rf *~
-
-dist: clean cleanbak
- cd ..; tar cvfz uwobo-panel.tar.gz uwobo-panel ; mv uwobo-panel.tar.gz uwobo-panel
+++ /dev/null
-<html>
-
-<head>
-<title>UWOBO Control Panel</title>
-
-<style type="text/css">
-#normal { background-color: white; font-family: sans-serif }
-td.head { font-weight: bold; background-color: #e6e6fa; color: brown }
-td.back { background-color: #e6e6fa; color: brown }
-#indent { margin-left: 1cm; margin-right: 1cm }
-</style>
-
-<script language="JavaScript" src="control.js">
-</script>
-
-</head>
-
-<body id="normal">
-<a name="top"/>
-<table border="0" width="100%" cellpadding="4">
-<tr><td class="head" align="center"><big><big>UWOBO Control Panel</big></big></td></tr>
-</table>
-
-<br />
-
-<div id="indent">
-This is a control panel for the UWOBO Web-Service. You can control a local or remote UWOBO service by filling
-the appropriate fields <a href="#params">below</a> and sending the desired commands. In most cases, results of commands, such as error
-messages or documents, will be opened in the frame at the bottom of this page. For those commands sending multiple
-requests to the UWOBO server, a new window will be opened for each request issued. Note that in order to use
-this page <i>you must have JavaScript enabled</i>.
-
-<br /><br />
-
-The sections:
-<ul>
- <li><a href="#params">Global Parameters</a></li>
- <li><a href="#sessions">Daemon Management</a></li>
- <li><a href="#queries">Queries</a></li>
- <li><a href="#profiles">Profiles</a></li>
- <li><a href="#stylesheets">Stylesheet Management</a></li>
- <li><a href="#process">Processing</a></li>
-</ul>
-
-In case you want to customize the panel for your own needs, you can download the source archive
-(HTML + JavaScript):
-<ul>
- <li>UWOBO Panel [<a href="uwobo-panel.tar.gz">.tar.gz</a>]</li>
-</ul>
-
-</div>
-
-<a name="params"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Global Parameters</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<br />
-
-<div id="indent">
-The following are global parameters used by all the other section to contact the UWOBO service and possibly a
-Getter. The Getter is not required for some operations and can be excluded by unchecking the proper buttons
-below.
-
-<br /><br />
-
-The following is the URL used to contact the UWOBO Web-Service.
-<tt>localhost</tt> is relative to your machine.
-
-<br /><br />
-
-<table border="0">
- <tr>
- <th colspan="2" align="left">UWOBO URL</th>
- </tr>
- <tr>
- <td>
- <form name="uwoboURL">
- <script>
- document.write('<input type="text" value="' + getInitialProcessorURL() + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectUwoboURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- <option value="phd.cs.unibo.it">phd</option>
- <option value="eolo.cs.unibo.it">eolo</option>
- <option value="helm.phd.cs.unibo.it">helm</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="top.result.location.replace(getUwoboURL() + 'help')"/>
- </form>
- </td>
- </tr>
-</table>
-
-The following is the URL used to contact the getter. The getter is usually launched manually.
-In all cases except for the check button below,
-<tt>localhost</tt> is relative to the host running UWOBO, because the getter URL is sent as
-a parameter along with UWOBO commands. In other words, <tt>localhost</tt> <i>is</i> the host
-running UWOBO and not your machine.
-
-<br /><br />
-
-<table border="0">
- <tr>
- <th colspan="2" align="left">Getter URL</th>
- </tr>
- <tr>
- <td>
- <form name="getterURL">
- <script>
- document.write('<input type="text" value="' + getInitialGetterURL() + '" size="50"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <select onChange="selectGetterURL(this)">
- <option value="">---</option>
- <option value="localhost">localhost</option>
- <option value="marcello.cs.unibo.it">marcello</option>
- <option value="phd.cs.unibo.it">phd</option>
- <option value="eolo.cs.unibo.it">eolo</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Check" onClick="top.result.location.replace(getGetterURL() + 'help')"/>
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-<br />
-
-<a name="sessions"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Daemon Management</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<br />
-
-<div id="indent">
-<p>You can start a new daemon on a given port. The new daemon will have
- an empty list of processed stylesheets.
-</p>
-<table border="0">
- <tr>
- <th colspan="2" align="left">Port</th>
- </tr>
- <tr>
- <td>
- <form name="sessions">
- <script>
- document.write('<input type="text" value="' + getInitialPort() + '" size="5"/>');
- </script>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Start New Daemon" onClick="top.result.location.replace(getUwoboURL() + 'newsession?port=' + document.sessions.elements[0].value)"/>
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-<br />
-
-<div id="indent">
-<p>You can also kill the daemon. The log file will be mantained.</p>
-<table border="0">
- <tr>
- <td>
- <form>
- <input type="button" value="Stop Daemon" onClick="top.result.location.replace(getUwoboURL() + 'kill')"/>
- </form>
- </td>
- </tr>
-</table>
-</div>
-
-<br />
-<a name="queries"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Queries</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<div id="indent">
-
-<br />
-
-The following are commands to do some simple queries about the UWOBO service.
-
-<br /><br />
-
-<table border="0">
-<tr>
- <td>
- Retrieve the version of the UWOBO service running at the UWOBO URL and list the syntax
- of the accepted commands.
- You can use this button to verify that a UWOBO service
- is actually running there:
- </td>
-</tr>
-<tr>
- <td><form><input type="button" value="Help" onClick="top.result.location.replace(getUwoboURL() + 'help')"/></form></td>
-</tr>
-<tr>
- <td>
- Ask UWOBO for a list of the stylesheets currently compiled inside the Web-Service, along with their keys:
- </td>
-</tr>
-<tr>
- <td><form><input type="button" value="List Stylesheets" onClick="top.result.location.replace(getUwoboURL() + 'list')"/></form></td>
-</tr>
-</table>
-
-<br />
-
-</div>
-
-<br />
-<a name="profiles"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Profiles</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<div id="indent">
-
-<br />
-
-The following are commands to list and edit the UWOBO profiles.
-
-<br /><br />
-
-<p><em>List existent profiles.</em></p>
-<table border="0">
-<tr>
- <td><form><input type="button" value="List Profiles" onClick="top.result.location.replace(getUwoboURL() + 'listprofiles')"/></form></td>
-</tr>
-</table>
-
-<p><em>Create a new profile.</em></p>
-<table border="0">
-<tr>
- <th align="left">Name</th>
- <th align="left">Parent profile</th>
- <th align="left">Parent profile password</th>
-</tr>
-<tr>
- <td>
- <form name="createProfileID">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="createProfileClone">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="createProfilePassword">
- <input type="password" size="20"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Create Profile" onClick="createProfile()"/>
- </form>
- </td>
-</tr>
-</table>
-
-<p><em>Remove a profile.</em></p>
-<table border="0">
-<tr>
- <th align="left">Name</th>
- <th align="left">Password</th>
-</tr>
-<tr>
- <td>
- <form name="removeProfileID">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="removeProfilePassword">
- <input type="password" size="20"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Remove Profile" onClick="removeProfile()"/>
- </form>
- </td>
-</tr>
-</table>
-
-<p><em>Show profile parameters.</em></p>
-<table border="0">
-<tr>
- <th align="left">Name</th>
- <th align="left">Password</th>
-</tr>
-<tr>
- <td>
- <form name="getParamsProfileID">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="getParamsProfilePassword">
- <input type="password" size="20"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Show Params" onClick="getProfileParams()"/>
- </form>
- </td>
-</tr>
-</table>
-
-<p><em>Set profile parameters.</em></p>
-<table border="0">
-<tr>
- <th align="left">Name</th>
- <th align="left">Password</th>
- <th align="left">Parameter name</th>
- <th align="left">Parameter value</th>
-</tr>
-<tr>
- <td>
- <form name="setParamProfileID">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="setParamProfilePassword">
- <input type="password" size="20"/>
- </form>
- </td>
- <td>
- <form name="setParamProfileKey">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form name="setParamProfileValue">
- <input type="text" size="20"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Set Param" onClick="setProfileParam()"/>
- </form>
- </td>
-</tr>
-</table>
-
-<br />
-
-</div>
-
-<a name="stylesheets"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Stylesheet Management</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<div id="indent">
-
-<br />
-
-In this section you can add, remove and reload stylesheet into the server. There are
-some frequently used stylesheets whose URIs and keys can be automatically filled in
-by selecting one of the options of the box below. Note that for such stylesheets
-the getter is used by default (you can deselect it, however):
-
-<br /><br 7>
-
-<table border="0">
-<tr>
- <th align="left">Predefined Stylesheets</th>
-</tr>
-<tr>
- <td>
- <form name="predefinedStylesheets">
- <select size="1" onChange="selectPredefinedStylesheet(this)">
- <option value="">---</option>
- <option value="C1,rootcontent.xsl,true">CIC ==> MathML Content</option>
- <option value="TC1,objtheorycontent.xsl,true">CIC ==> MathML Content (Show only the thesis)</option>
- <option value="C2,annotatedpres.xsl,true">MathML Content ==> MathML Presentation</option>
- <option value="T1,theory_content.xsl,true">Theory CIC ==> MathML Content</option>
- <option value="T2,theory_pres.xsl,true">Theory Content ==> MathML Presentation</option>
- <option value="E,expandobj.xsl,true">Expander</option>
- <option value="G,genmmlid.xsl,true">MathML Content ==> MathML Content + IDs</option>
- <option value="HC2,content_to_html.xsl,true">MathML Content ==> HTML</option>
- <option value="L,link.xsl,true">Resolve links</option>
- <option value="d_c,drop_coercions.xsl,true">Drop implicit coercions</option>
- <option value="meta_theory,mk_meta_theory.xsl,true">Metadata (back-pointers) to theory</option>
- <option value="L2T,ls2theory.xsl,true">Getter LS ==> Theory</option>
- <option value="GP,getParam.xsl,true">Get Param</option>
- <option value="RT,resolve_topurl.xsl,true">Logic-sheet to substitute the interface URL</option>
- <option value="S,search.xsl,true">Call the search engine</option>
- <option value="MC,metadataControl.xsl,true">Stylesheet to create links to metadata</option>
- <option value="MGL,makeGraphLinks.xsl,true">Add hyperlink menus to graphs</option>
- <option value="MMG,mk_meta_graph.xsl,true">Make graph of backward dependencies</option>
- <option value="MDG,mk_dep_graph.xsl,true">Make graph of dependencies</option>
- <option value="HAT,hanane_textedepreuve2omdoc.xsl,true">Proof-Trees ==> OMDoc</option>
- <option value="HAO,hanane_omdoc2xhtml.xsl,true">OMDoc ==> XHTML+MathML</option>
- <option value="SPK,substKey.xsl,true">Substitute UWOBO keys</option>
- </select>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Load All Predefined" onClick="loadAllPredefined()"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Remove All Predefined" onClick="removeAllPredefined()"/>
- </form>
- </td>
-</tr>
-</table>
-
-Here you have to identify a stylesheet by means of a relative or absolute URI. Usually
-you will specify a relative URI when using the getter to retrieve the stylesheet.
-Moreover, you can specify a key associated to this stylesheet, so that it will be easier to
-refer to it in subsequent operations. If escaping is enabled, then the stylesheet URI will
-be escaped. This might be particularly useful if the stylesheet is loaded by the getter.
-
-<br /><br />
-
-<table border="0">
-<tr>
- <th align="left">Stylesheet</th>
- <th align="left">Key</th>
- <th align="left">Use Getter</th>
- <th align="left">Escape</th>
-</tr>
-<tr>
- <td>
- <form name="stylesheetURI">
- <input type="text" size="50"/>
- </form>
- </td>
- <td>
- <form name="stylesheetKey">
- <input type="text" size="10"/>
- </form>
- </td>
- <td>
- <form name="loadUseGetter">
- <input type="checkbox" checked="true"/>
- </form>
- </td>
- <td>
- <form name="loadEscape">
- <input type="checkbox" checked="true"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Load" onClick="loadStylesheet()"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Reload" onClick="reloadStylesheet()"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Remove" onClick="removeStylesheet()"/>
- </form>
- </td>
-</tr>
-</table>
-
-Use the buttons below to remove or reload <i>all</i> the stylesheets.
-Use these commands with
-care, and remember that UWOBO can be shared among different users:
-
-<br /><br />
-
-<table border="0">
-<tr>
- <td>
- <form>
- <input type="button" value="Remove All" onClick="removeAllStylesheets()"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Reload All" onClick="reloadAllStylesheets()"/>
- </form>
- </td>
-</tr>
-</table>
-</div>
-
-<a name="process"/>
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="head" align="left"><big>Processing</big></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-<div id="indent">
-
-<br />
-
-You can use the "Apply" command to perform a transformation. Specify the URI of the source
-document in the form below. The URI can be relative or absolute (in the former case you
-will probably want to enable the use of the getter).
-If escaping is enabled, then special characters are escaped. This might be particularly useful
-if the source is loaded by the getter.
-
-<br /><br />
-
-<table border="0">
-<tr>
- <th align="left">Source Document</th>
- <th align="left">Escape</th>
-</tr>
-<tr>
- <td>
- <form name="sourceDocument">
- <input type="text" size="50"/>
- </form>
- </td>
- <td>
- <form name="escapeSource">
- <input type="checkbox" checked="true"/>
- </form>
- </td>
-</tr>
-</table>
-
-You can specify a sequence of zero or more parameters separated by blanks. Each
-parameter is made of a name immediately followed by <tt>=</tt> and then a value.
-If "Escape" is checked, then parameters are escaped in the final
-URI.
-
-<br /><br />
-
-<table border="0">
-<tr>
- <th align="left">Parameters (optional)</th>
- <th align="left">Escape</th>
-</tr>
-<tr>
- <td>
- <form name="parameters">
- <input type="text" size="50"/>
- </form>
- </td>
- <td>
- <form name="escapeParameters">
- <input type="checkbox" checked="true"/>
- </form>
- </td>
-</tr>
-</table>
-
-In the key list specify a list of keys
-separated by blanks. This is the list of stylesheets to be applied in sequence to the
-source document.
-When ready, click on the button and have fun!
-
-<br /><br />
-
-<table border="0">
-<tr>
- <th align="left">Key list</th>
- <th align="left">Use Getter</th>
-</tr>
-<tr>
- <td>
- <form name="keyList">
- <input type="text" size="50"/>
- </form>
- </td>
- <td>
- <form name="applyUseGetter">
- <input type="checkbox" checked="true"/>
- </form>
- </td>
- <td>
- <form>
- <input type="button" value="Apply" onClick="applyStylesheets()"/>
- </form>
- </td>
-</tr>
-</table>
-
-</div>
-
-<table border="0" width="100%" cellpadding="4" cellspacing="0">
-<tr>
- <td class="back" align="left">Page maintained by: <a href="http://www.cs.unibo.it/~lpadovan">Luca Padovani</a></td>
- <td class="back" align="right"><a href="#top">top</a></td>
-</tr>
-</table>
-
-</body>
-
-</html>
-
+++ /dev/null
-
-function getParam(name, def)
-{
- var search = top.location.search;
- search = search.slice(1);
- var args = search.split("&");
- var value = "-1";
- for (var i = 0 ; i < args.length ; i++) {
- var couple = args[i].split("=");
- if (couple[0] == name) value = couple[1];
- }
- if (value == "-1") value = def;
- return value;
-}
-
-function getInitialPort()
-{
- return "38080";
-}
-
-function getInitialProcessorURL()
-{
- return getParam("processorURL", "http://mowgli.cs.unibo.it:58080/");
-}
-
-function getInitialGetterURL()
-{
- return getParam("getterURL", "http://mowgli.cs.unibo.it:58081/");
-}
-
-function getUwoboURL()
-{
- return document.uwoboURL.elements[0].value;
-}
-
-function getGetterURL()
-{
- return document.getterURL.elements[0].value;
-}
-
-function selectUwoboURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.uwoboURL.elements[0].value = "";
- } else {
- document.uwoboURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":58080/";
- }
-}
-
-function selectGetterURL(ss)
-{
- if (ss.selectedIndex == 0) {
- document.getterURL.elements[0].value = "";
- } else {
- document.getterURL.elements[0].value = "http://" + ss.options[ss.selectedIndex].value + ":8081/";
- }
-}
-
-function getPredefinedStylesheetKey(i)
-{
- var v = document.predefinedStylesheets.elements[0].options[i].value;
- var va = v.split(",");
- return va[0];
-}
-
-function getPredefinedStylesheetURI(i)
-{
- var v = document.predefinedStylesheets.elements[0].options[i].value;
- var va = v.split(",");
- return va[1];
-}
-
-function getPredefinedStylesheetUseGetter(i)
-{
- var v = document.predefinedStylesheets.elements[0].options[i].value;
- var va = v.split(",");
- return va[2];
-}
-
-function selectPredefinedStylesheet(ss)
-{
- if (ss.selectedIndex == 0) {
- document.stylesheetURI.elements[0].value = "";
- document.stylesheetKey.elements[0].value = "";
- } else {
- document.stylesheetURI.elements[0].value = getPredefinedStylesheetURI(ss.selectedIndex);
- document.stylesheetKey.elements[0].value = getPredefinedStylesheetKey(ss.selectedIndex);
- }
-
- document.loadUseGetter.elements[0].checked = getPredefinedStylesheetUseGetter(ss.selectedIndex) == "true" ? true : false;
- document.loadEscape.elements[0].checked = true;
-}
-
-function getProfileParams()
-{
- var password = document.getParamsProfilePassword.elements[0].value;
- if (password != "") { password = "&password=" + password; };
-
- top.result.location.replace(getUwoboURL() + "getparams?id=" + document.getParamsProfileID.elements[0].value + password);
-}
-
-function setProfileParam()
-{
- var password = document.setParamProfilePassword.elements[0].value;
- if (password != "") { password = "&password=" + password; };
-
- top.result.location.replace(getUwoboURL() + "setparam?id=" + document.setParamProfileID.elements[0].value + "&key=" + document.setParamProfileKey.elements[0].value + "&value=" + document.setParamProfileValue.elements[0].value + password);
-}
-
-function createProfile()
-{
- var id = document.createProfileID.elements[0].value;
- if (id != "") { id = "&id=" + id; };
-
- var password = document.createProfilePassword.elements[0].value;
- if (password != "") { password = "&password=" + password; };
-
- var clone = document.createProfileClone.elements[0].value;
- if (clone != "") { clone = "&orig=" + clone; };
-
- top.result.location.replace(getUwoboURL() + "createprofile?foo=x" + id + password + clone);
-}
-
-function removeProfile()
-{
- var password = document.removeProfilePassword.elements[0].value;
- if (password != "") { password = "&password=" + password; };
-
- top.result.location.replace(getUwoboURL() + "removeprofile?id=" + document.removeProfileID.elements[0].value + password);
-}
-
-function getStylesheetURL()
-{
- var s;
-
- if (document.loadUseGetter.elements[0].checked) {
- s = getGetterURL() + "getxslt?uri=" + document.stylesheetURI.elements[0].value;
- } else {
- s = document.stylesheetURI.elements[0].value;
- }
-
- if (document.loadEscape.elements[0].checked) s = escape(s);
-
- return s;
-}
-
-function loadStylesheet()
-{
- top.result.location.replace(getUwoboURL() + "add?bind=" + document.stylesheetKey.elements[0].value + "," + getStylesheetURL());
-}
-
-function removeStylesheet()
-{
- top.result.location.replace(getUwoboURL() + "remove?keys=" + document.stylesheetKey.elements[0].value);
-}
-
-function removeAllStylesheets()
-{
- top.result.location.replace(getUwoboURL() + "remove?keys=");
-}
-
-function reloadStylesheet()
-{
- top.result.location.replace(getUwoboURL() + "reload?keys=" + document.stylesheetKey.elements[0].value);
-}
-
-function reloadAllStylesheets()
-{
- top.result.location.replace(getUwoboURL() + 'reload?keys=');
-}
-
-function loadAllPredefined()
-{
- with (document.predefinedStylesheets.elements[0]) {
- var i;
- var request = "";
-
- for (i = 1; i < length; i++)
- request +=
- (request == "" ? "" : "&") +
- "bind=" + getPredefinedStylesheetKey(i) + "," + escape((getPredefinedStylesheetUseGetter(i) == "true" ? (getGetterURL() + "getxslt?uri=") : "") + getPredefinedStylesheetURI(i));
- top.result.location.replace(getUwoboURL() + "add?" + request);
- }
-}
-
-function removeAllPredefined()
-{
- with (document.predefinedStylesheets.elements[0]) {
- var i;
- var request = "";
-
- for (i = 1; i < length; i++)
- request += getPredefinedStylesheetKey(i) + (i == length - 1 ? "" : ",");
- top.result.location.replace(getUwoboURL() + "remove?keys=" + request);
- }
-}
-
-function applyStylesheets()
-{
- var i = 0;
- var keyList = document.keyList.elements[0].value.split(" ");
-
- var url = getUwoboURL() + "apply?xmluri=";
-
- var sourceURL = "";
-
- if (document.applyUseGetter.elements[0].checked)
- sourceURL += getGetterURL() + "getxml?uri=";
-
- sourceURL += document.sourceDocument.elements[0].value;
-
- if (document.escapeSource.elements[0].checked)
- url += escape(sourceURL);
- else
- url += sourceURL;
-
- url += "&keys=";
- for (i = 0; i < keyList.length; i++) {
- url += keyList[i];
- if (i < keyList.length - 1) url += ",";
- }
-
- var paramList = document.parameters.elements[0].value.split(" ");
- for (i = 0; i < paramList.length; i++)
- if (paramList[i].length > 0) {
- if (document.escapeParameters.elements[0].checked) {
- var p = paramList[i].split("=");
- url += "¶m." + p[0] + "=" + escape(p[1]);
- } else
- url += "¶m." + paramList[i];
- }
-
- top.result.location.replace(url);
-}
+++ /dev/null
-<html>
-
-<frameset rows="75%,*">
- <frame src="control.html" name="control"/>
- <frame src="welcome.html" name="result"/>
-</frameset>
-
-</html>
+++ /dev/null
-<html>
-
-<body bgcolor="white">
-</body>
-
-</html>
+++ /dev/null
-*.cmi
-*.cmo
-*.cmx
-*.cma
-*.cmxa
-uwobo
-uwobo.opt
+++ /dev/null
-uwobo.cmo: uwobo_common.cmi uwobo_engine.cmi uwobo_logger.cmi \
- uwobo_profiles.cmi uwobo_styles.cmi
-uwobo.cmx: uwobo_common.cmx uwobo_engine.cmx uwobo_logger.cmx \
- uwobo_profiles.cmx uwobo_styles.cmx
-uwobo_common.cmo: uwobo_common.cmi
-uwobo_common.cmx: uwobo_common.cmi
-uwobo_engine.cmo: uwobo_common.cmi uwobo_logger.cmi uwobo_styles.cmi \
- uwobo_engine.cmi
-uwobo_engine.cmx: uwobo_common.cmx uwobo_logger.cmx uwobo_styles.cmx \
- uwobo_engine.cmi
-uwobo_logger.cmo: uwobo_logger.cmi
-uwobo_logger.cmx: uwobo_logger.cmi
-uwobo_profiles.cmo: uwobo_profiles.cmi
-uwobo_profiles.cmx: uwobo_profiles.cmi
-uwobo_styles.cmo: uwobo_common.cmi uwobo_logger.cmi uwobo_styles.cmi
-uwobo_styles.cmx: uwobo_common.cmx uwobo_logger.cmx uwobo_styles.cmi
-uwobo_engine.cmi: uwobo_common.cmi uwobo_logger.cmi uwobo_styles.cmi
-uwobo_styles.cmi: uwobo_common.cmi uwobo_logger.cmi
+++ /dev/null
-VERSION = 0.3.0
-DISTDIR = uwobo-$(VERSION)
-DISTTARBALL = $(DISTDIR).tar.gz
-REQUIRES = http gdome2 gdome2-xslt pcre unix helm-registry
-COMMONOPTS = -package "$(REQUIRES)" -pp camlp4o
-OCAMLFIND = ocamlfind
-OCAMLC = $(OCAMLFIND) ocamlc $(COMMONOPTS)
-OCAMLOPT = $(OCAMLFIND) ocamlopt $(COMMONOPTS)
-OCAMLDEP = $(OCAMLFIND) ocamldep $(COMMONOPTS)
-OCAMLDOC = \
- ocamldoc \
- $(shell $(OCAMLFIND) query -i-format http) \
- $(shell $(OCAMLFIND) query -i-format gdome2) \
- $(shell $(OCAMLFIND) query -i-format gdome2-xslt) \
- $(shell $(OCAMLFIND) query -i-format pcre) \
- $(shell $(OCAMLFIND) query -i-format unix)
-MODULES = uwobo_common uwobo_styles uwobo_profiles uwobo_logger uwobo_engine
-OBJS = $(patsubst %,%.cmo,$(MODULES))
-OBJSOPT = $(patsubst %,%.cmx,$(MODULES))
-
-all: byte
-byte: uwobo
-opt: uwobo.opt
-world: byte opt
-
-include .depend
-depend:
- $(OCAMLDEP) *.ml *.mli > .depend
-
-%.cmi: %.mli
- $(OCAMLC) -c $<
-%.cmo: %.ml %.cmi
- $(OCAMLC) -c $<
-%.cmx: %.ml %.cmi
- $(OCAMLOPT) -c $<
-uwobo.cmo: uwobo.ml
- $(OCAMLC) -c $<
-uwobo.cmx: uwobo.ml
- $(OCAMLOPT) -c $<
-uwobo: $(OBJS) uwobo.ml
- $(OCAMLC) -linkpkg -o $@ $^
-uwobo.opt: $(OBJSOPT) uwobo.ml
- $(OCAMLOPT) -linkpkg -o $@ $^
-
-uwobo.dot: *.ml *.mli
- $(OCAMLDOC) -dot -o $@ $^
-
-distclean: clean
-clean:
- rm -f *.cm[aiox] *.o uwobo{,.opt,.dot}
-dist: distclean depend
- mkdir $(DISTDIR)/
- cp \
- $(patsubst %, %.ml, $(MODULES)) \
- $(patsubst %, %.mli, $(MODULES)) \
- uwobo.ml \
- Makefile .depend \
- $(DISTDIR)/
- tar cvzf $(DISTTARBALL) $(DISTDIR)/
- rm -rf $(DISTDIR)/
-distcheck: $(DISTTARBALL)
- if [ -d $(DISTDIR) ]; then rm -rf $(DISTDIR); else true; fi
- tar xvzf $<
- cd $(DISTDIR); make
- rm -rf $(DISTDIR)
-
-.PHONY: all dist distclean distcheck byte opt world depend clean
-
+++ /dev/null
-\documentclass{article}
-
-\usepackage{hyperref}
-
-\title{UWOBO Reference Manual\thanks{People who contributed to former
-versions are Ferruccio Guidi, Riccardo Solmi, Stephen Watt.}}
-\author{Luca Padovani \and Claudio Sacerdoti Coen \and Stefano
-Zacchiroli}
-
-\begin{document}
-
-\maketitle
-
-\noindent UWOBO is a Web Service implementing a XSLT engine. It allows
-XSLT stylesheets to be applied to XML documents. Once the UWOBO deamon
-is up and running, commands must be sent at the URL
-
-\begin{verbatim}
-http://hostname:uwoboport/command
-\end{verbatim}
-
-\section*{Stylesheet Management}
-
-Before stylesheets can be applied to XML documents, they must be
-loaded into UWOBO. This way stylesheets are compiled once and used as
-many times as needed. Once loaded, each stylesheet is identified by a
-unique identifier.
-
-\begin{verbatim}
-add?bind=key,uri[&bind=key,uri[&...]]
-\end{verbatim}
-
-The \texttt{add} command is used to load a new stylesheet, specified
-by a URI, and bind it to a corresponding key. Multiple stylesheets can
-be loaded at once.
-
-\begin{verbatim}
-remove?keys=[key1,key2,...]
-\end{verbatim}
-
-The \texttt{remove} command unloads one or more stylesheets specified
-by provided keys. It removes \emph{all} the loaded stylesheets if no
-key is given.
-
-\begin{verbatim}
-reload?keys=[key1,key2,...]
-\end{verbatim}
-
-The \texttt{reload} command reloads previously loaded stylesheets
-specified by the provided keys. It reloads all the loaded stylesheets
-if no key is given. This command is particularly useful during
-stylesheet development (assuming the URI of the loaded stylesheets
-does not change), since it does not require the client to specify the
-URL of the stylesheets again.
-
-\begin{verbatim}
-list
-\end{verbatim}
-
-The \texttt{list} command returns the list of the loaded stylesheets
-along with their associated key.
-
-\section*{Profile Management}
-
-XSLT stylesheets may have \emph{parameters} that are typically
-supplied at application time. Although UWOBO supports this kind of
-interaction, it may be impractical from several different points of
-view. Since parameters are communicated to UWOBO in the URL, the URL
-itself may become very large: the URL readibility decreases because of
-its lengths and also because of the quoting of the parameter values;
-moreover, there is an upper limit to the length of a URL which can be
-easily reached.
-
-Furthermore, it is often the case that among the supplied parameters,
-a large number of these stays the same between applications.
-
-UWOBO provides a facility to store imperatively the value of
-parameters as its internal state. However, since parameters are
-typically used for storing user-dependent settings and preferences,
-UWOBO provides a notion of \emph{profile}. Profiles can be created as
-part of UWOBO's internal state. Profiles are identified by a key (a
-sequence of alphanumeric characters) and map parameter names to
-parameter values. At application time, UWOBO may be instructed to take
-the values of the parameters to be passed to the stylesheets from a
-particular profile.
-
-\begin{verbatim}
-listprofiles
-\end{verbatim}
-The \texttt{listprofiles} command returns the list of profiles
-currently loaded in UWOBO.
-
-\begin{verbatim}
-createprofile?[id=id][&orig=orig][&origpassword=origpassword]
- [&readperm={public|private}][&writeperm={public|private}]
- [&adminperm={public|private}][&password=password]
-\end{verbatim}
-The \texttt{createprofile} command creates a new profile. The
-identifier of the new profile can be provided, otherwise UWOBO will
-pick a randomly chosen fresh identifier. An \emph{original profile}
-can optionally be cloned (a password for the original profile must be
-provided if the original profile has private read
-permission). Permissions for read, write, and administrative access
-can be set to public or to private, the default being public. The
-newly created profile may optionally have a password set (the default
-is no password set).
-
-\begin{verbatim}
-removeprofile?id=id[&password=password]
-\end{verbatim}
-The \texttt{removeprofile} commands erases and removes the profile
-from UWOBO. The password is required if the profile has private
-administrative permission.
-
-\begin{verbatim}
-setparam?id=id[&password=password]&key=key[&value=value]
-\end{verbatim}
-The \texttt{setparam} command sets the parameter \texttt{key} to
-\texttt{value}, if the value is provided; otherwise the parameter is
-unset. The password is required if the profile has private write
-permission.
-
-\begin{verbatim}
-setpassword?id=id[&oldpassword=oldpassword][&password=password]
-\end{verbatim}
-The \texttt{setpassword} command changes or unset the password
-associated with the profile \texttt{id}. The old password must be
-provided if it was set.
-
-\begin{verbatim}
-setpermission?id=id[&password=password]
- &permission={read|write|admin}&value={public|private}
-\end{verbatim}
-The \texttt{setpermission} commands changes the specified
-permission. Permissions can be set to private (password protected) or
-public. The password is required if the profile has private
-administrative permission.
-
-\begin{verbatim}
-getparams?id=id[&password=password]
-\end{verbatim}
-The \texttt{getparams} command returns a list of all the parameters
-set in the specified profile. The password is required if the profile
-has private read permission.
-
-\begin{verbatim}
-getparam?id=id[&password=password]&key=key
-\end{verbatim}
-The \texttt{getparam} commands returns the value of the specified
-parameter in the profile \texttt{id}. The password is required if the
-profile has private read permission.
-
-\begin{verbatim}
-getpermission?id=id[&password=password]&for={read|write|admin}
-\end{verbatim}
-The \texttt{getpermission} command returns the value of the permission
-\texttt{key} in the profile \texttt{id}. The password is required if
-the profile has private administrative permission.
-
-\section*{Stylesheet Application}
-
-\begin{verbatim}
-apply?xmluri=uri&keys=key1,key2,...
- [&errormode={ignore|comment|embed}]
- [&debugmode={ignore|comment|embed}]
- [&profile=id][&password=password]
- [¶m.name=value[¶m.name=value[&...]]]
- [¶m.key.name=value[¶m.key.name=value[&...]]]
- [&prop.name[=value][&prop.name[=value][&...]]]
-\end{verbatim}
-The \texttt{apply} command applies a chain of stylesheets, specified
-by the keys \texttt{key1}, \texttt{key2}, \dots, to an input document,
-specified by \texttt{uri}. Error and debugging modes can be set to
-three different values: \texttt{ignore} means that LibXSLT messages
-are ignored; \texttt{comment} means that LibXSLT messages are embedded
-in the result document inside an XML like comment; \texttt{embed}
-means that LibXSLT messages are embedded at the beginning of the
-result document (as childs of the root node) in XML elements in the
-UWOBO namespace.
-
-Parameters can be set for each stylesheet application: global
-parameters (i.e. parameters passed to all stylesheets) are set using
-\texttt{param.name=value} syntax, per-stylesheet parameters are set
-using \texttt{param.key.name=value} where \texttt{key} is the key of a
-loaded stylesheet. It is possible to specify a profile that is
-searched for additional global and local parameters. The parameters
-stored in the profile have lower precedence with respect to those
-provided in the URL. A password must be provided if the profile has
-private read permission.
-
-Properties of the final chain output can be set as well: valueless
-properties can be set using \texttt{prop.name} syntax, others can be
-set using \texttt{prop.name=value} syntax. Supported properties are
-listed in the UWOBO help page.
-
-\section*{Miscellaneous Commands}
-
-\begin{verbatim}
-help
-\end{verbatim}
-The \texttt{help} command displays an help message.
-
-\begin{verbatim}
-newsession?port=p
-\end{verbatim}
-The \texttt{newsession} command forks a new daemon on a specified
-port. The newly created deamon inherits the state of the original
-UWOBO it was forked off.
-
-\begin{verbatim}
-kill
-\end{verbatim}
-The \texttt{kill} command kills the daemon. The log file is \emph{not}
-deleted.
-
-\end{document}
\ No newline at end of file
+++ /dev/null
-<?xml version="1.0" encoding="utf-8"?>
-<helm_registry>
- <section name="per_user_settings">
- <key name="dbm_dir">/projects/helm/var</key>
- <key name="cache_dir">/tmp/helm/cache</key>
- </section>
-
- <section name="uwobo">
- <key name="log_basename">/var/log/mowgli/uwobo</key>
- <key name="log_extension">.log</key>
-
- <key name="port">58080</key>
- </section>
-</helm_registry>
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-open Uwobo_common;;
-
- (* debugging settings *)
-let debug = false ;;
-let debug_level = `Notice ;;
-let debug_print s = if debug then prerr_endline s ;;
-Http_common.debug := false ;;
-
-let configuration_file = "/projects/helm/etc/uwobo.conf.xml";;
-
- (* First of all we load the configuration *)
-let _ =
- Helm_registry.load_from configuration_file
-;;
-
-let save_configuration () =
- if not (Helm_registry.has "uwobo.cloned") then
- Helm_registry.save_to configuration_file
-;;
-
- (* other settings *)
-let daemon_name = "UWOBO OCaml" ;;
-let default_media_type = "text/html" ;;
-let default_encoding = "utf8" ;;
-
-let get_media_type props =
- try
- List.assoc "media-type" props
- with
- Not_found -> default_media_type
-;;
-
-let get_encoding props =
- try
- List.assoc "encoding" props
- with
- Not_found -> default_encoding
-;;
-
-let string_of_param_option (req: Http_types.request) name =
- try
- req#param name
- with
- Http_types.Param_not_found _ -> "#"
-
-let string_option_of_string =
- function
- "#" -> None
- | s -> Some s
-
-let port = Helm_registry.get_int "uwobo.port";;
-
-let logfilename_of_port port =
- let basename = Helm_registry.get "uwobo.log_basename" in
- let extension = Helm_registry.get "uwobo.log_extension" in
- basename ^ "_" ^ string_of_int port ^ extension
-;;
-
-let logfile = logfilename_of_port port;;
-let logfile_perm = 0o640 ;;
-
-let respond_html body outchan =
- Http_daemon.respond ~body ~headers:["Content-Type", "text/html"] outchan
-;;
-
- (** perform an 'action' that can be applied to a list of keys or, if no keys
- was given, to all keys *)
-let act_on_keys
- keys_param styles logger per_key_action all_keys_action all_keys logmsg
-=
- let keys =
- try
- Pcre.split ~pat:"," keys_param
- with Http_types.Param_not_found _ -> []
- in
- match keys with
- | [] -> (* no key provided, act on all stylesheets *)
- logger#log (sprintf "%s all stylesheets (keys = %s) ..."
- logmsg (String.concat ", " all_keys));
- (try all_keys_action () with e -> logger#log (Printexc.to_string e));
- logger#log (sprintf "Done! (all stylesheets)")
- | keys ->
- List.iter
- (fun key -> (* act on a single stylesheet *)
- logger#log (sprintf "%s stylesheet %s" logmsg key);
- (try per_key_action key with e -> logger#log (Printexc.to_string e));
- logger#log (sprintf "Done! (stylesheet %s)" key))
- keys
-;;
-
- (** parse parameters for '/apply' action *)
-let parse_apply_params =
- let is_global_param x = Pcre.pmatch ~pat:"^param(\\.[^.]+){1}$" x in
- let is_local_param x = Pcre.pmatch ~pat:"^param(\\.[^.]+){2}$" x in
- let is_property x = Pcre.pmatch ~pat:"^prop\\.[^.]+$" x in
- List.fold_left
- (fun (old_params, old_properties) (name, value) ->
- match name with
- | name when is_global_param name ->
- let name = Pcre.replace ~pat:"^param\\." name in
- ((fun x -> (old_params x) @ [name, value]), old_properties)
- | name when is_local_param name ->
- let pieces = Pcre.extract ~pat:"^param\\.([^.]+)\\.(.*)" name in
- let (key, name) = (pieces.(1), pieces.(2)) in
- ((function
- | x when x = key -> [name, value] @ (old_params x)
- | x -> old_params x),
- old_properties)
- | name when is_property name ->
- let name = Pcre.replace ~pat:"^prop\\." name in
- (old_params, ((name, value) :: old_properties))
- | _ -> (old_params, old_properties))
- ((fun _ -> []), []) (* no parameters, no properties *)
-;;
-
-let serialize_param_list =
- let is_global_param = Pcre.pmatch ~pat:"^param(\\.[^.]+){1}$" in
- let is_local_param = Pcre.pmatch ~pat:"^param(\\.[^.]+){2}$" in
- function params ->
- let param_value_list =
- List.filter
- (fun (param, _) -> (is_global_param param) || (is_local_param param))
- params
- in
- (String.concat
- ","
- (List.map
- (fun (param, value) -> (Pcre.replace ~pat:"^param\\." param) ^ "=" ^ value)
- param_value_list))
-
-let deserialize_param_list =
- List.map
- (fun pv ->
- match Pcre.split ~pat:"=" pv with
- [key] -> (key, None)
- | [key; value] -> (key, Some value)
- | _ -> assert false)
-
-(** Parse libxslt's message modes for error and debugging messages. Default is
- to ignore mesages of both kind *)
-let parse_libxslt_msgs_mode (req: Http_types.request) =
- ((try
- (match req#param "errormode" with
- | s when String.lowercase s = "ignore" -> LibXsltMsgIgnore
- | s when String.lowercase s = "comment" -> LibXsltMsgComment
- | s when String.lowercase s = "embed" -> LibXsltMsgEmbed
- | err ->
- raise (Uwobo_failure
- (sprintf
- "Unknown value '%s' for parameter '%s', use one of '%s' or '%s'"
- err "errormode" "ignore" "comment")))
- with Http_types.Param_not_found _ -> LibXsltMsgIgnore),
- (try
- (match req#param "debugmode" with
- | s when String.lowercase s = "ignore" -> LibXsltMsgIgnore
- | s when String.lowercase s = "comment" -> LibXsltMsgComment
- | s when String.lowercase s = "embed" -> LibXsltMsgEmbed
- | err ->
- raise (Uwobo_failure
- (sprintf
- "Unknown value '%s' for parameter '%s', use one of '%s' or '%s'"
- err "debugmode" "ignore" "comment")))
- with Http_types.Param_not_found _ -> LibXsltMsgIgnore))
-;;
-
- (** send ~cmd (without trailing "\n"!) through ~cmd_pipe, then wait for answer
- on ~res_pipe (with a timeout of 60 seconds) and send over outchan data
- received from ~res_pipe *)
-let short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan =
-(* debug_print (sprintf "Sending command '%s' to grandparent ..." cmd); *)
- output_string cmd_pipe (cmd ^ "\n"); (* send command to grandfather *)
- flush cmd_pipe;
- let res_pipe_fd = Unix.descr_of_in_channel res_pipe in
- let (read_fds, _, _) = (* wait for an answer *)
- Unix.select [res_pipe_fd] [] [] 60.0
- in
- (match read_fds with
- | [fd] when fd = res_pipe_fd -> (* send answer to http client *)
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan;
- Http_daemon.send_header "Content-Type" "text/html" outchan;
- Http_daemon.send_CRLF outchan;
- (try
- while true do
- output_string outchan ((input_line res_pipe) ^ "\n")
- done
- with End_of_file -> flush outchan)
- | _ -> (* no answer received from grandfather *)
- return_error "Timeout!" outchan)
-;;
-
-let (add_cmd_RE, remove_cmd_RE, reload_cmd_RE, kill_cmd_RE,
- createprofile_cmd_RE, removeprofile_cmd_RE, setprofileparam_cmd_RE,
- setparams_cmd_RE, setpassword_cmd_RE, setpermission_cmd_RE) =
- (Pcre.regexp "^add ", Pcre.regexp "^remove ", Pcre.regexp "^reload ",
- Pcre.regexp "^kill", Pcre.regexp "^createprofile ", Pcre.regexp "^removeprofile ",
- Pcre.regexp "^setprofileparam ",
- Pcre.regexp "^setparams ", Pcre.regexp "^setpassword ", Pcre.regexp "^setpermission ")
-;;
-
- (** raised by child processes when HTTP daemon process have to be restarted *)
-exception Restart_HTTP_daemon ;;
-
- (** log a list of libxslt's messages using a processing logger *)
-let log_libxslt_msgs logger libxslt_logger =
- List.iter
- (function
- | (LibXsltErrorMsg _) as msg -> logger#logBold (string_of_xslt_msg msg)
- | (LibXsltDebugMsg _) as msg -> logger#logEmph (string_of_xslt_msg msg))
- libxslt_logger#msgs
-;;
-
- (* LibXSLT logger *)
-let veillogger = new Uwobo_common.libXsltLogger ;;
-
- (* start_new_session cmd_pipe_exit res_pipe_entrance outchan port logfile
- @param cmd_pipe Pipe to be closed before forking
- @param res_pipe Pipe to be closed before forking
- @param outchan To be closed before forking
- @param port The port to be used
- @param logfile The logfile to redirect the stdout and sterr to
- *)
- (* It can raise Failure "Connection refused" *)
- (* It can raise Failure "Port already in use" *)
-let start_new_session cmd_pipe res_pipe outchan port logfile =
- (* Let's check that the port is free *)
- (try
- ignore
- (Http_user_agent.get
- ("http://127.0.0.1:" ^ string_of_int port ^ "/help")) ;
- raise (Failure "Port already in use")
- with
- Unix.Unix_error (Unix.ECONNREFUSED, _, _) -> ()
- ) ;
- match Unix.fork () with
- 0 ->
- Unix.handle_unix_error
- (function () ->
- (* 1. We close all the open pipes to avoid duplicating them *)
- Unix.close (Unix.descr_of_out_channel cmd_pipe) ;
- Unix.close (Unix.descr_of_in_channel res_pipe) ;
- Unix.close (Unix.descr_of_out_channel outchan) ;
- (* 2. We redirect stdout and stderr to the logfile *)
- Unix.close Unix.stdout ;
- assert
- (Unix.openfile logfile [Unix.O_WRONLY ; Unix.O_APPEND ; Unix.O_CREAT]
- 0o664 = Unix.stdout) ;
- Unix.close Unix.stderr ;
- assert
- (Unix.openfile logfile [Unix.O_WRONLY ; Unix.O_APPEND ; Unix.O_CREAT]
- 0o664 = Unix.stderr) ;
- prerr_endline "***** Starting a new session" ;
-
- (* 3. We set up a new environment *)
- let environment =
- (* Here I am loosing the current value of port_env_var; *)
- (* this should not matter *)
- Unix.putenv "uwobo__port" (string_of_int port) ;
- Unix.putenv "uwobo__cloned" "1" ;
- Unix.environment ()
- in
- (* 4. We exec a new copy of uwobo *)
- Unix.execve Sys.executable_name [||] environment ;
- (* It should never reach this point *)
- assert false
- ) ()
- | child when child > 0 ->
- (* let's check if the new UWOBO started correctly *)
- Unix.sleep 5 ;
- (* It can raise Failure "Connection refused" *)
- (try
- ignore
- (Http_user_agent.get
- ("http://127.0.0.1:" ^ string_of_int port ^ "/help"))
- with Unix.Unix_error (Unix.ECONNREFUSED, _, _) ->
- raise (Failure "Connection refused"))
- | _ -> failwith "Can't fork :-("
-;;
-
- (* request handler action
- @param syslogger Uwobo_logger.sysLogger instance used for logginf
- @param styles Uwobo_styles.styles instance which keeps the stylesheets list
- @param cmd_pipe output _channel_ used to _write_ update messages
- @param res_pipe input _channel_ used to _read_ grandparent results
- @param req http request instance
- @param outchan output channel connected to http client
- *)
-let callback
- ~syslogger ~styles ~cmd_pipe ~res_pipe () (req: Http_types.request) outchan
- =
- try
- syslogger#log `Notice (sprintf "Connection from %s" req#clientAddr);
- syslogger#log `Debug (sprintf "Received request: %s" req#path);
- (match req#path with
- | "/add" ->
- (let bindings = req#paramAll "bind" in
- if bindings = [] then
- return_error "No [key,stylesheet] binding provided" outchan
- else begin
- let cmd = sprintf "add %s" (String.concat ";" bindings) in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- end)
- | "/kill" ->
- let logger = new Uwobo_logger.processingLogger () in
- logger#log "Exiting" ;
- respond_html logger#asHtml outchan ;
- let cmd = "kill" in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/newsession" ->
- let logger = new Uwobo_logger.processingLogger () in
- let port = int_of_string (req#param "port") in
- let logfile = logfilename_of_port port in
- (try
- start_new_session cmd_pipe res_pipe outchan port logfile ;
- logger#log (sprintf "New session started: port = %d" port) ;
- respond_html logger#asHtml outchan
- with
- Failure "int_of_string" ->
- logger#log (sprintf "Invalid port number") ;
- respond_html logger#asHtml outchan
- | Failure "Port already in use" ->
- Uwobo_common.return_error "port already in use" outchan
- | Failure "Connection refused" ->
- let log = ref [] in
- (try
- let ch = open_in logfile in
- while true do log := (input_line ch ^ "\n") :: !log ; done
- with
- Sys_error _
- | End_of_file -> ()
- ) ;
- let rec get_last_lines acc =
- function
- (n,he::tl) when n > 0 ->
- get_last_lines (he ^ "<br />" ^ acc) (n-1,tl)
- | _ -> acc
- in
- (* we just show the last 10 lines of the log file *)
- let msg =
- (if List.length !log > 0 then "<br />...<br />" else "<br />") ^
- get_last_lines "" (10,!log)
- in
- Uwobo_common.return_error "daemon not initialized"
- ~body:msg outchan)
- | "/remove" ->
- let cmd = sprintf "remove %s" (req#param "keys") in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/reload" ->
- let cmd = sprintf "reload %s" (req#param "keys") in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/list" ->
- (let logger = new Uwobo_logger.processingLogger () in
- (match styles#list with
- | [] -> logger#log "No stylesheets loaded (yet)!"
- | l ->
- logger#log "Stylesheets list:";
- List.iter (fun s -> logger#log s) l);
- respond_html logger#asHtml outchan)
- | "/listprofiles" ->
- let profile_list = Uwobo_profiles.list () in
- respond_html ("<html><body><ul>" ^ String.concat "" (List.map (fun s -> "<li>" ^ s ^ "</li>") profile_list) ^ "</ul></body></html>") outchan
- | "/createprofile" ->
- let serialized_param_value_list = serialize_param_list req#params in
- let cmd = sprintf "createprofile %s,%s,%s,%s,%s,%s,%s,%s"
- (string_of_param_option req "id")
- (string_of_param_option req "orig")
- (string_of_param_option req "origpassword")
- (string_of_param_option req "readperm")
- (string_of_param_option req "writeperm")
- (string_of_param_option req "adminperm")
- (string_of_param_option req "password")
- serialized_param_value_list
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/removeprofile" ->
- let cmd = sprintf "removeprofile %s,%s"
- (req#param "id")
- (string_of_param_option req "password")
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/setparam" ->
- let cmd = sprintf "setprofileparam %s,%s,%s,%s"
- (string_of_param_option req "id")
- (string_of_param_option req "password")
- (req#param "key")
- (string_of_param_option req "value")
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/setpassword" ->
- let cmd = sprintf "setpassword %s,%s,%s"
- (req#param "id")
- (string_of_param_option req "oldpassword")
- (string_of_param_option req "password")
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/setpermission" ->
- begin
- match req#param "for" with
- "read"
- | "write"
- | "admin" as forwhat ->
- let cmd = sprintf "setpermission %s,%s,%s,%s"
- (req#param "id")
- (string_of_param_option req "password")
- forwhat
- (req#param "value")
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | _ -> Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request)) outchan
- end
- | "/getparams" ->
- let pid = req#param "id" in
- let password = try Some (req#param "password") with _ -> None in
- let res = Uwobo_profiles.get_params pid ?password () in
- respond_html
- ("<html><body><ul>" ^
- String.concat "" (List.map (fun (k,v) -> "<li><key>" ^ k ^ "</key> = <value>" ^ v ^ "</value></li>") res) ^
- "</ul></body></html>") outchan
- | "/setparams" ->
- let serialized_param_value_list = serialize_param_list req#params in
- let cmd = sprintf "setparams %s,%s,%s"
- (req#param "id")
- (string_of_param_option req "password")
- serialized_param_value_list
- in
- short_circuit_grandfather_and_client ~cmd ~cmd_pipe ~res_pipe outchan
- | "/getparam" ->
- let pid = req#param "id" in
- let password = try Some (req#param "password") with _ -> None in
- let key = req#param "key" in
- let value = Uwobo_profiles.get_param pid ?password ~key () in
- respond_html ("<html><body>" ^ value ^ "</body></html>") outchan
- | "/getpermission" ->
- let pid = req#param "id" in
- let password = try Some (req#param "password") with _ -> None in
- let forwhat =
- match req#param "for" with
- "read" -> Some `Read
- | "write" -> Some `Write
- | "admin" -> Some `Admin
- | _ -> None
- in
- begin
- match forwhat with
- Some forwhat ->
- let value = Uwobo_profiles.get_permission pid ?password forwhat in
- respond_html ("<html><body>" ^ (if value then "public" else "private") ^ "</body></html>") outchan
- | None -> Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request)) outchan ;
- end
- | "/apply" ->
- let logger = new Uwobo_logger.processingLogger () in
- veillogger#clearMsgs;
- let profile = try Some (req#param "profile") with _ -> None in
- let password = try Some (req#param "password") with _ -> None in
- let xmluri = req#param "xmluri" in
- let keys = Pcre.split ~pat:"," (req#param "keys") in
- (* notation: "local" parameters are those defined on a per-stylesheet
- pasis (i.e. param.key.param=value), "global" parameters are those
- defined for all stylesheets (i.e. param.param=value) *)
- let (user_params, props) = parse_apply_params req#params in
- let profile_params =
- match profile with
- None -> []
- | Some profile -> Uwobo_profiles.get_params profile ?password () in
- let params =
- (* user provided parameters override the profile parameters *)
- let is_global_param x = Pcre.pmatch ~pat:"^(\\.[^.]+){1}$" ("." ^ x) in
- let is_local_param x = Pcre.pmatch ~pat:"^(\\.[^.]+){2}$" ("." ^ x) in
- let add key value params =
- if List.mem_assoc key params then params else params @ [key,value]
- in
- List.fold_left
- (fun old_params (name, value) ->
- match name with
- | name when is_global_param name ->
- (fun x -> add name value (old_params x))
- | name when is_local_param name ->
- let pieces = Pcre.extract ~pat:"^([^.]+)\\.(.*)" name in
- let (key, name) = (pieces.(1), pieces.(2)) in
- (function
- | x when x = key -> add name value (old_params x)
- | x -> old_params x)
- | _ -> assert false)
- user_params profile_params
- in
- let (libxslt_errormode, libxslt_debugmode) =
- parse_libxslt_msgs_mode req
- in
- syslogger#log `Debug (sprintf "Parsing input document %s ..." xmluri);
- let domImpl = Gdome.domImplementation () in
- let input = domImpl#createDocumentFromURI ~uri:xmluri () in
- if debug then begin
- let tmp_xml, tmp_uri =
- let dir =
- Filename.dirname (Helm_registry.get "uwobo.log_basename")
- in
- dir ^ "/input.xml", dir ^ "/input.uri"
- in
- ignore (domImpl#saveDocumentToFile ~doc:input ~name:tmp_xml ());
- let oc = open_out tmp_uri in
- output_string oc xmluri;
- close_out oc
- end;
- syslogger#log `Debug "Applying stylesheet chain ...";
- (try
- let (write_result, media_type, encoding) = (* out_channel -> unit *)
- Uwobo_engine.apply
- ~logger:syslogger ~styles ~keys ~params ~props ~veillogger
- ~errormode:libxslt_errormode ~debugmode:libxslt_debugmode
- input
- in
- let content_type = (* value of Content-Type HTTP response header *)
- sprintf "%s; charset=%s"
- (match media_type with None -> get_media_type props | Some t -> t)
- (match encoding with None -> get_encoding props | Some e -> e)
- in
- syslogger#log `Debug
- (sprintf "sending output to client (Content-Type: %s)...."
- content_type);
- Http_daemon.send_basic_headers ~code:(`Code 200) outchan;
- Http_daemon.send_header "Content-Type" content_type outchan;
- Http_daemon.send_CRLF outchan;
- write_result outchan
- with Uwobo_failure errmsg ->
- return_error
- ("Stylesheet chain application failed: " ^ errmsg)
- ~body: ("<h2>LibXSLT's messages:</h2>" ^
- String.concat "<br />\n"
- (List.map string_of_xslt_msg veillogger#msgs))
- outchan)
- | "/help" -> respond_html usage_string outchan
- | invalid_request ->
- Http_daemon.respond_error ~code:(`Status (`Client_error `Bad_request)) outchan);
- syslogger#log `Debug (sprintf "%s done!" req#path);
- with
- | Http_types.Param_not_found attr_name ->
- bad_request (sprintf "Parameter '%s' is missing" attr_name) outchan
- | exc ->
- return_error ("Uncaught exception: " ^ (Printexc.to_string exc)) outchan
-;;
-
- (* UWOBO's startup *)
-let main () =
- (* (1) system logger *)
- let logger_outchan =
- debug_print (sprintf "Logging to file %s" logfile);
- open_out_gen [Open_wronly; Open_append; Open_creat] logfile_perm logfile
- in
- let syslogger =
- new Uwobo_logger.sysLogger ~level:debug_level ~outchan:logger_outchan ()
- in
- syslogger#enable;
- (* (2) stylesheets list *)
- let styles = new Uwobo_styles.styles in
- (* (3) clean up actions *)
- let last_process = ref true in
- let http_child = ref None in
- let die_nice () = (** at_exit callback *)
- if !last_process then begin
- (match !http_child with
- | None -> ()
- | Some pid -> Unix.kill pid Sys.sigterm);
- syslogger#log `Notice (sprintf "%s is terminating, bye!" daemon_name);
- syslogger#disable;
- close_out logger_outchan
- end
- in
- at_exit die_nice;
- ignore (Sys.signal Sys.sigterm
- (Sys.Signal_handle (fun _ -> raise Sys.Break)));
- syslogger#log `Notice
- (sprintf "%s started and listening on port %d" daemon_name port);
- syslogger#log `Notice (sprintf "current directory is %s" (Sys.getcwd ()));
- Unix.putenv "http_proxy" ""; (* reset http_proxy to avoid libxslt problems *)
- while true do
- let (cmd_pipe_exit, cmd_pipe_entrance) = Unix.pipe () in
- let (res_pipe_exit, res_pipe_entrance) = Unix.pipe () in
- match Unix.fork () with
- | child when child > 0 -> (* (4) parent: listen on cmd pipe for updates *)
- http_child := Some child;
- let stop_http_daemon () = (* kill child *)
- debug_print (sprintf "UWOBOmaster: killing pid %d" child);
- Unix.kill child Sys.sigterm; (* kill child ... *)
- ignore (Unix.waitpid [] child); (* ... and its zombie *)
- in
- Unix.close cmd_pipe_entrance;
- Unix.close res_pipe_exit;
- let cmd_pipe = Unix.in_channel_of_descr cmd_pipe_exit in
- let res_pipe = Unix.out_channel_of_descr res_pipe_entrance in
- (try
- while true do
- (* INVARIANT: 'Restart_HTTP_daemon' exception is raised only after
- child process has been killed *)
- debug_print "UWOBOmaster: waiting for commands ...";
- let cmd = input_line cmd_pipe in
- debug_print (sprintf "UWOBOmaster: received %s command" cmd);
- (match cmd with (* command from grandchild *)
- | "test" ->
- stop_http_daemon ();
- output_string res_pipe "UWOBOmaster: Hello, world!\n";
- flush res_pipe;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:kill_cmd_RE line -> (* /kill *)
- exit 0
- | line when Pcre.pmatch ~rex:add_cmd_RE line -> (* /add *)
- let bindings =
- Pcre.split ~pat:";" (Pcre.replace ~rex:add_cmd_RE line)
- in
- stop_http_daemon ();
- let logger = new Uwobo_logger.processingLogger () in
- List.iter
- (fun binding -> (* add a <key, stylesheet> binding *)
- let pieces = Pcre.split ~pat:"," binding in
- match pieces with
- | [key; style] ->
- logger#log (sprintf "adding binding <%s,%s>" key style);
- veillogger#clearMsgs;
- (try
- veillogger#clearMsgs;
- styles#add key style;
- log_libxslt_msgs logger veillogger;
- with e ->
- logger#log (Printexc.to_string e))
- | _ -> logger#log (sprintf "invalid binding %s" binding))
- bindings;
- output_string res_pipe logger#asHtml;
- flush res_pipe;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:remove_cmd_RE line -> (* /remove *)
- stop_http_daemon ();
- let arg = Pcre.replace ~rex:remove_cmd_RE line in
- let logger = new Uwobo_logger.processingLogger () in
- veillogger#clearMsgs;
- act_on_keys
- arg styles logger
- styles#remove (fun () -> styles#removeAll) styles#keys
- "removing";
- log_libxslt_msgs logger veillogger;
- output_string res_pipe (logger#asHtml);
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:reload_cmd_RE line -> (* /reload *)
- stop_http_daemon ();
- let arg = Pcre.replace ~rex:reload_cmd_RE line in
- let logger = new Uwobo_logger.processingLogger () in
- veillogger#clearMsgs;
- act_on_keys
- arg styles logger
- styles#reload (fun () -> styles#reloadAll) styles#keys
- "reloading";
- output_string res_pipe (logger#asHtml);
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:createprofile_cmd_RE line -> (* /createprofile *)
- stop_http_daemon ();
- begin
- match (Pcre.split ~pat:"," (Pcre.replace ~rex:createprofile_cmd_RE line)) with
- id::clone::clone_password::read_perm::write_perm::admin_perm::password::pv_list ->
- let bool_option_of_string_option =
- function
- Some "true" -> Some true
- | Some _ -> Some false
- | None -> None
- in
- let pid =
- Uwobo_profiles.create
- ?id:(string_option_of_string id)
- ?clone:(string_option_of_string clone)
- ?clone_password:(string_option_of_string clone_password)
- ?read_perm:(bool_option_of_string_option (string_option_of_string read_perm))
- ?write_perm:(bool_option_of_string_option (string_option_of_string write_perm))
- ?admin_perm:(bool_option_of_string_option (string_option_of_string admin_perm))
- ?password:(string_option_of_string password)
- ()
- in
- let pv_list' = (deserialize_param_list pv_list) in
- List.iter
- (fun (key, value) ->
- Uwobo_profiles.set_param
- pid ?password:(string_option_of_string password) ~key ~value ())
- pv_list' ;
- save_configuration () ;
- output_string res_pipe ("Profile " ^ pid ^ " created. Hi " ^ pid) ;
- raise Restart_HTTP_daemon
- | _ -> assert false
- end
- | line when Pcre.pmatch ~rex:removeprofile_cmd_RE line -> (* /removeprofile *)
- stop_http_daemon ();
- let pid, password =
- match Pcre.split ~pat:"," (Pcre.replace ~rex:removeprofile_cmd_RE line) with
- [pid; password] -> pid, (string_option_of_string password)
- | _ -> assert false
- in
- Uwobo_profiles.remove pid ?password () ;
- save_configuration () ;
- output_string res_pipe "Done" ;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:setparams_cmd_RE line -> (* /setparams *)
- stop_http_daemon () ;
- let pid, password, pv_list =
- match Pcre.split ~pat:"," (Pcre.replace ~rex:setparams_cmd_RE line) with
- pid::password::pv_list ->
- pid, (string_option_of_string password), (deserialize_param_list pv_list)
- | _ -> assert false
- in
- List.iter
- (fun (key, value) -> Uwobo_profiles.set_param pid ?password ~key ~value ())
- pv_list ;
- save_configuration () ;
- output_string res_pipe "Done" ;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:setprofileparam_cmd_RE line -> (* /setprofileparam *)
- stop_http_daemon ();
- let pid, password, key, value =
- match Pcre.split ~pat:"," (Pcre.replace ~rex:setprofileparam_cmd_RE line) with
- [pid; password; key; value] ->
- pid, (string_option_of_string password), key, (string_option_of_string value)
- | _ -> assert false
- in
- Uwobo_profiles.set_param pid ?password ~key ~value () ;
- save_configuration () ;
- output_string res_pipe "Done" ;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:setpassword_cmd_RE line -> (* /setpassword *)
- stop_http_daemon ();
- let pid, old_password, password =
- match Pcre.split ~pat:"," (Pcre.replace ~rex:setpassword_cmd_RE line) with
- [pid; old_password; password] ->
- pid, (string_option_of_string old_password), (string_option_of_string password)
- | _ -> assert false
- in
- Uwobo_profiles.set_password pid ?old_password password ;
- save_configuration () ;
- output_string res_pipe "Done" ;
- raise Restart_HTTP_daemon
- | line when Pcre.pmatch ~rex:setpermission_cmd_RE line -> (* /setpermission *)
- stop_http_daemon ();
- let permission_of_string =
- function
- "read" -> `Read
- | "write" -> `Write
- | "admin" -> `Admin
- | _ -> assert false
- and bool_of_string s = "public" = s
- in
- let pid, password, forwhat, value =
- match Pcre.split ~pat:"," (Pcre.replace ~rex:setpermission_cmd_RE line) with
- [pid; password; forwhat; value] ->
- pid, (string_option_of_string password), (permission_of_string forwhat), (bool_of_string value)
- | _ -> assert false
- in
- Uwobo_profiles.set_permission pid ?password forwhat value ;
- save_configuration () ;
- output_string res_pipe "Done" ;
- raise Restart_HTTP_daemon
- | cmd -> (* invalid interprocess command received *)
- syslogger#log `Warning
- (sprintf "Ignoring invalid interprocess command: '%s'" cmd))
- done
- with
- | Restart_HTTP_daemon ->
- close_in cmd_pipe; (* these calls close also fds *)
- close_out res_pipe
- | Sys.Break as exn -> raise exn
- | e -> (* Should we return a 404 error here? Maybe... (how?) *)
- output_string res_pipe (Printexc.to_string e);
- close_in cmd_pipe; (* these calls close also fds *)
- close_out res_pipe)
- | 0 -> (* (5) child: serve http requests *)
- Unix.close cmd_pipe_exit;
- Unix.close res_pipe_entrance;
- last_process := false;
- let cmd_pipe = Unix.out_channel_of_descr cmd_pipe_entrance in
- let res_pipe = Unix.in_channel_of_descr res_pipe_exit in
- debug_print (sprintf "Starting HTTP daemon on port %d ..." port);
- (* next invocation doesn't return, process will keep on serving HTTP
- requests until it will get killed by father *)
- Http_daemon.start'~port ~mode:`Fork
- (callback ~syslogger ~styles ~cmd_pipe ~res_pipe ())
- | _ (* < 0 *) -> (* fork failed :-((( *)
- failwith "Can't fork :-("
- done
-;;
-
- (* daemon initialization *)
-try
- Sys.catch_break true;
- main ()
-with Sys.Break -> () (* 'die_nice' registered with at_exit *)
-;;
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf ;;
-
-exception Uwobo_failure of string ;;
-
-let uwobo_namespace = "http://helm.cs.unibo.it/uwobo" ;;
-let xsl_namespace = "http://helm.cs.unibo.it/uwobo" ;;
-
-let supported_properties = [
- "cdata-section-elements";
- "doctype-public";
- "doctype-system";
- "encoding";
- "indent";
- "media-type";
- "method";
- "omit-xml-declaration";
- "standalone";
- "version"
-]
-
-let is_supported_property name = List.mem name supported_properties
-
-let version = "0.3.0" ;;
-
-let usage_string =
- sprintf
- "
-<html>
- <head>
- <title>UWOBO's help message</title>
- </head>
- <body>
- <h1>UWOBO (version: %s)</h1>
- <h2>Information</h2>
- Version: %s
- <h2>Usage</h2>
- <p>
- Usage: <kbd>http://hostname:uwoboport/</kbd><em>command</em>
- </p>
- <p>
- Available commands:
- </p>
- <p>
- <b><kbd>help</kbd></b><br />
- displays this help message
- </p>
- <p>
- <b><kbd>newsession?port=p</kbd></b><br />
- starts a new daemon on a given port <em>p</em>
- </p>
- <p>
- <b><kbd>kill</kbd></b><br />
- kills the daemon. The log file is mantained.
- </p>
- <p>
- <b><kbd>add?bind=key,uri[&bind=key,uri[&...]]</kbd></b><br />
- loads a new stylesheet, specified by <em>uri</em>, and bind it to key
- <em>key</em>
- </p>
- <p>
- <b><kbd>remove?keys=[key1,key2,...]</kbd></b><br />
- unload stylesheets specified by <em>key1, key2, ...</em> or all
- stylesheets if no key was given
- </p>
- <p>
- <b><kbd>reload?keys=[key1,key2,...]</kbd></b><br />
- reloads the stylesheets specified by <em>key1, key2, ...</em>. Reloads all
- the stylesheets if no key was given
- </p>
- <p>
- <b><kbd>list</kbd></b><br />
- returns the list of loaded stylesheets
- </p>
- <p>
- <b><kbd>apply?xmluri=uri&keys=key1,key2,...[&errormode={ignore|comment|embed}][&debugmode={ignore|comment|embed}][&profile=id][&password=password][¶m.name=value[¶m.name=value[&...]]][¶m.key.name=value[¶m.key.name=value[&...]]][&prop.name[=value][&prop.name[=value][&...]]]</kbd></b><br />
- applies a chain of stylesheets, specified by <em>key1, key2, ...</em>, to an
- input document, specified by <em>uri</em>.<br />
- Error and debugging modes could be ste to three different values.
- <em>ignore</em> means that LibXSLT messages are ignored; <em>comment</em>
- meanst that LibXSLT messages are embedded in the result document inside an
- XML like comment; <em>embed</em> means that LibXSLT messages are embedded
- at the beginning of the result document (as childs of the root node) in
- XML elements in the UWOBO namespace<br />
- Additional parameters can be set for each stylesheet application: global
- parameters (i.e. parameters passed to all stylesheets) are set using
- <em>param.name=value</em> syntax, per stylesheet parameters are set using
- <em>param.key.name=value</em> where <em>key</em> is the key of a loaded
- stylesheet.<br />
- Moreover, it is possible to specify a <em>profile</em> that is searched for
- additional global and local parameters. The parameters stored in the profile
- have lower precedence with respect to those provided in the URL. A
- <em>password</em> for the profile must be provided if the read permission
- of the profile is set to false.<br />
- Properties of the final chain output can be set as well: valueless properties
- can be set using <em>prop.name</em> syntax, others can be set using
- <em>prop.name=value</em> syntax.<br />
- Current supported properties are: %s.
- </p>
- <p>
- <b><kbd>listprofiles</kbd></b><br />
- returns the list of profiles available
- </p>
- <p>
- <b><kbd>createprofile?[id=id][&orig=orig][&origpassword=origpassword][&readperm={public|private}][&writeperm={public|private}][&adminperm={public|private}][&password=password]</kbd></b><br />
- creates a new profile. The id of the created profile is <em>id</em> (if provided); otherwise it is a fresh id.
- The parameters are inherited from the profile <em>orig</em>, if provided. <em>origpassword</em> is the password of the
- profile being copied in case the read permission of that profile is set to false. The default for
- <em>password</em> is no password, the defaults for <em>readper,writeperm,adminperm</em> are public, public, public.
- </p>
- <p>
- <b><kbd>removeprofile?id=id[&password=password]</kbd></b><br />
- removes the profile <em>id</em>. The password is required if the profile administrative permission
- is set to false.
- </p>
- <p>
- <b><kbd>setparam?id=id[&password=password]&key=key[&value=value]</kbd></b><br />
- sets the parameter <em>key</em> to <em>value</em>, if <em>value</em> is provided; otherwise
- the parameter is unset. The password is required if the profile writing permission is set to
- false.
- </p>
- <p>
- <b><kbd>setpassword?id=id[&oldpassword=oldpassword][&password=password]</kbd></b><br />
- changes or unset the password for a profile. The old password is required if it was set.
- </p>
- <p>
- <b><kbd>setpermission?id=id[&password=password]&permission={read|write|admin}&value={public|private}</kbd></b><br />
- changes the permission <em>permission</em>. The password is required if the administrative permission
- is set to false.
- </p>
- <p>
- <b><kbd>getparams?id=id[&password=password]</kbd></b><br />
- returns all the parameters of the profile <em>id</em>. The password is required if the read permission
- is set to false.
- </p>
- <p>
- <b><kbd>getparam?id=id[&password=password]&key=key</kbd></b><br />
- returns the value of the parameter <em>key</em> of the profile <em>id</em>. The password is required if the read permission
- is set to false.
- </p>
- <p>
- <b><kbd>getpermission?id=id[&password=password]&for={read|write|admin}</kbd></b><br />
- returns the value of the permission <em>key</em> of the profile <em>id</em>. The password is required if the administrative
- permission is set to false.
- </p>
- </body>
-</html>
-"
- version version
- (String.concat ", " supported_properties) (* supported properties *)
-;;
-
-let pp_error =
- sprintf
- "<html><body><span style=\"color:red\">Error: %s</span>%s</body></html>"
-;;
-let return_error msg ?(body = "") outchan =
- Http_daemon.respond ~body:(pp_error msg body) outchan;;
-let bad_request body outchan =
- Http_daemon.respond_error ~code:(`Code 400) ~body outchan
-;;
-
- (** {2 LibXSLT logging} *)
-
-type xslt_msg =
- | LibXsltErrorMsg of string
- | LibXsltDebugMsg of string
-;;
-
-let string_of_xslt_msg = function
- | LibXsltErrorMsg msg -> "LibXSLT ERROR: " ^ msg
- | LibXsltDebugMsg msg -> "LibXSLT DEBUG: " ^ msg
-;;
-
-type xslt_msg_mode =
- | LibXsltMsgIgnore
- | LibXsltMsgComment
- | LibXsltMsgEmbed
-;;
-
-class libXsltLogger =
- let is_libxslt_error = function LibXsltErrorMsg _ -> true | _ -> false in
- let is_libxslt_debug = function LibXsltDebugMsg _ -> true | _ -> false in
- let flatten_libxslt_msg = function
- | LibXsltErrorMsg msg -> msg
- | LibXsltDebugMsg msg -> msg
- in
- object (self)
-
- initializer
- Gdome_xslt.setErrorCallback
- (Some (fun msg -> self#appendMsg (LibXsltErrorMsg msg)));
- Gdome_xslt.setDebugCallback
- (Some (fun msg -> self#appendMsg (LibXsltDebugMsg msg)))
-
- val mutable libXsltMsgs = [] (** libxslt's error and debugging messages *)
-
- (* libxslt's error and debugging messages handling *)
-
- method private appendMsg msg = libXsltMsgs <- msg :: libXsltMsgs
-
- method clearMsgs = libXsltMsgs <- []
- method clearErrorMsgs =
- libXsltMsgs <- List.filter is_libxslt_debug libXsltMsgs
- method clearDebugMsgs =
- libXsltMsgs <- List.filter is_libxslt_error libXsltMsgs
-
- method msgs = libXsltMsgs
- method errorMsgs =
- List.map flatten_libxslt_msg (List.filter is_libxslt_error libXsltMsgs)
- method debugMsgs =
- List.map flatten_libxslt_msg (List.filter is_libxslt_debug libXsltMsgs)
-
- end
-;;
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-exception Uwobo_failure of string
-
- (** XML namespace of UWOBO generated XML elements *)
-val uwobo_namespace: string
-
-val supported_properties: string list
-val is_supported_property: string -> bool
-
-val version: string (** version *)
-val usage_string: string (** HTTP GET usage string *)
-
- (** return an ok (200) http response, which display in html an error message.
- Error title is reported inside an h1 tag; error body, if given, follows *)
-val return_error: string -> ?body: string -> out_channel -> unit
- (** return a 400 (bad request) http response *)
-val bad_request: string -> out_channel -> unit
-
- (** {2 LibXSLT logging} *)
-
- (** libxslt's message *)
-type xslt_msg =
- | LibXsltErrorMsg of string (** libxslt's error messages *)
- | LibXsltDebugMsg of string (** libxslt's debugging messages *)
-
- (** pretty print a xslt_msg *)
-val string_of_xslt_msg: xslt_msg -> string
-
- (** libxslt's message reporting mode. That is: how to report libxslt's
- messages during apply method *)
-type xslt_msg_mode =
- | LibXsltMsgIgnore (** Ignore some kind of messages *)
- | LibXsltMsgComment (** Embed in XML comments some kind of messages *)
- | LibXsltMsgEmbed (** Embed in XML elements some kind of messages *)
-
-class libXsltLogger:
- object
-
- method clearMsgs: unit
- method clearErrorMsgs: unit
- method clearDebugMsgs: unit
-
- method msgs: xslt_msg list
- method errorMsgs: string list
- method debugMsgs: string list
-
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-open Uwobo_common;;
-
- (** set this to true and uwobo will save transformation's intermediate results
- in /tmp/uwobo_intermediate_<seqno>_<pid>.xml *)
-let save_intermediate_results = false;;
-
-let xslNS = Gdome.domString "http://www.w3.org/1999/XSL/Transform"
-let outputS = Gdome.domString "output"
-
- (** given a Gdome.document representing an XSLT stylesheet and an output
- property return 'Some value' where 'value' is the property value, or None if
- it's not defined *)
-let get_property name (document: Gdome.document) =
- let node_list = document#getElementsByTagNameNS xslNS outputS in
- match node_list#item 0 with
- | None -> None
- | Some node ->
- let element = new Gdome.element_of_node node in
- let domName = Gdome.domString name in
- if element#hasAttribute domName then
- Some (element#getAttribute domName)#to_string
- else
- None
-;;
-
-let namespaceURI = Some (Gdome.domString Uwobo_common.uwobo_namespace) ;;
-
- (** output type wrt adding of debugging/error messages *)
-type outputType =
- | XmlOutput of Gdome.node
- | TextPlainOutput of Gdome.text
- | NoOutput
-;;
-
-exception Found of int ;;
-
- (** add debugging and/or error messages to a Gdome document. Handle three
- distinct cases: (1) output contains an XML tree, (2) output contains only one
- text node, (3) output contains no data.
- If output contains an XML tree then users wishes are preserved and messages
- are either not included or included as comments or included as XML ndoes.
- If output contains only a text node comments are either not included or
- included at the beginning of the textual output.
- If output contains no data (i.e. DOM superroot node with no element or text
- children) messages are embedded as XML comments or not embedded at all *)
-let add_msgs ~errormode ~debugmode ~msgs (doc: Gdome.document) =
- let getOutputType (doc: Gdome.document) =
- let children = doc#get_childNodes in
- let len = children#get_length in
- let rec find_element i =
- if i > len then
- raise Not_found
- else
- (match children#item i with
- | Some node when node#get_nodeType = GdomeNodeTypeT.ELEMENT_NODE ->
- XmlOutput node
- | _ -> find_element (i + 1))
- in
- let rec find_text i =
- if i > len then
- raise Not_found
- else
- (match children#item i with
- | Some node when node#get_nodeType = GdomeNodeTypeT.TEXT_NODE ->
- TextPlainOutput (new Gdome.text_of_node node)
- | _ -> find_element (i + 1))
- in
- if len = 0 then
- NoOutput
- else
- (try find_element 0 with Not_found ->
- (try find_text 0 with Not_found -> NoOutput))
- in
- match getOutputType (doc :> Gdome.document) with
- | XmlOutput node ->
- let add_generic_msg mode build tagname =
- (match mode with
- | LibXsltMsgIgnore -> (fun msg -> ())
- | LibXsltMsgComment ->
- (fun msg ->
-(* let contents = string_of_xslt_msg (build msg) ^ "<br />" in *)
- let contents = string_of_xslt_msg (build msg) in
- ignore (node#insertBefore
- ~newChild:(doc#createComment
- (Gdome.domString contents) :> Gdome.node)
- ~refChild:node#get_firstChild))
- | LibXsltMsgEmbed ->
- (fun msg ->
-(* let contents = string_of_xslt_msg (build msg) ^ "<br />" in *)
- let contents = string_of_xslt_msg (build msg) in
- let element =
- doc#createElementNS
- ~namespaceURI ~qualifiedName:(Gdome.domString tagname)
- in
- ignore (element#appendChild
- (doc#createTextNode
- ~data:(Gdome.domString contents) :> Gdome.node));
- ignore (node#insertBefore
- ~newChild:(element :> Gdome.node)
- ~refChild:node#get_firstChild)))
- in
- let add_error_msg =
- add_generic_msg
- errormode (fun msg -> LibXsltErrorMsg msg) "uwobo:error"
- in
- let add_debug_msg =
- add_generic_msg
- debugmode (fun msg -> LibXsltDebugMsg msg) "uwobo:debug"
- in
- List.iter
- (function
- | LibXsltErrorMsg msg -> add_error_msg msg
- | LibXsltDebugMsg msg -> add_debug_msg msg)
- (List.rev msgs) (* because each msg is added as 1st children *)
-| TextPlainOutput text ->
- let add_generic_msg mode build =
- (match mode with
- | LibXsltMsgIgnore -> (fun _ -> ())
- | LibXsltMsgComment | LibXsltMsgEmbed ->
- (fun msg ->
- text#insertData ~offset:0
- ~arg:(Gdome.domString
- (string_of_xslt_msg (build msg) ^ "\n"))))
- in
- let add_error_msg =
- add_generic_msg errormode (fun msg -> LibXsltErrorMsg msg)
- in
- let add_debug_msg =
- add_generic_msg debugmode (fun msg -> LibXsltDebugMsg msg)
- in
- List.iter
- (function
- | LibXsltErrorMsg msg -> add_error_msg msg
- | LibXsltDebugMsg msg -> add_debug_msg msg)
- (List.rev msgs) (* because each msg is added as 1st children *)
-| NoOutput ->
- let add_generic_msg mode build =
- (match mode with
- | LibXsltMsgIgnore -> (fun _ -> ())
- | LibXsltMsgComment | LibXsltMsgEmbed ->
- (fun msg ->
- let comment_node =
- (* use comments anyway because text nodes aren't allowed in DOM as
- superroot children *)
- doc#createComment
- (Gdome.domString (string_of_xslt_msg (build msg)))
- in
- ignore (doc#insertBefore ~newChild:(comment_node :> Gdome.node)
- ~refChild:doc#get_firstChild)))
- in
- let add_error_msg =
- add_generic_msg errormode (fun msg -> LibXsltErrorMsg msg)
- in
- let add_debug_msg =
- add_generic_msg debugmode (fun msg -> LibXsltDebugMsg msg)
- in
- List.iter
- (function
- | LibXsltErrorMsg msg -> add_error_msg msg
- | LibXsltDebugMsg msg -> add_debug_msg msg)
- (List.rev msgs) (* because each msg is added as 1st children *)
-;;
-
-let apply
- ~(logger: Uwobo_logger.sysLogger)
- ~(styles: Uwobo_styles.styles)
- ~keys ~params ~props
- ~(veillogger: Uwobo_common.libXsltLogger)
- ?(errormode = LibXsltMsgIgnore) ?(debugmode = LibXsltMsgIgnore)
- input
- =
- (* "p_" prefix means "processed" *)
- let (p_stylesheets,last_stylesheet) = styles#get keys props logger in
- logger#log `Debug "Creating input document ...";
- let intermediate_results_seqno = ref 0 in
- let result = (* Gdome.document *)
- List.fold_left
- (fun source (key, stylesheet) ->
- logger#log `Debug (sprintf "Applying stylesheet %s ..." key);
- try
- let params =
- List.map
- (fun (key,value) ->
- let quoted_value =
- if String.contains value '\'' then
- if String.contains value '"' then
- raise
- (Failure
- ("A parameter value can not contain both single and " ^
- "double quotes, since it must be a valid XPath string " ^
- "literal"))
- else
- "\"" ^ value ^ "\""
- else
- "'" ^ value ^ "'"
- in
- (key,quoted_value)
- ) (params key)
- in
- logger#log `Debug
- (sprintf "Gdome_xslt.applyStylesheet params=%s"
- (String.concat ", " (List.map (fun (k,v) -> k^": "^v) params)));
- let res = Gdome_xslt.applyStylesheet ~source ~stylesheet ~params in
- if save_intermediate_results then begin
- let domImpl = Gdome.domImplementation () in
- ignore
- (domImpl#saveDocumentToFile
- ~doc:res
- ~name:(sprintf "/tmp/uwobo_intermediate_%d_%d.xml"
- !intermediate_results_seqno (Unix.getpid()))
- ());
- incr intermediate_results_seqno;
- end;
- res
- with e -> raise (Uwobo_failure (Printexc.to_string e)))
- input
- p_stylesheets
- in
- (* add error and debugging messages to result document *)
- add_msgs ~errormode ~debugmode ~msgs:veillogger#msgs result;
-(*
- (* DEBUGGING *)
- add_msgs
- ~errormode:LibXsltMsgEmbed ~debugmode:LibXsltMsgEmbed
- ~msgs:[LibXsltErrorMsg "error1"; LibXsltDebugMsg "debug1"]
- result;
-*)
- let p_last_stylesheet = snd (List.hd (List.rev p_stylesheets)) in
- ((fun outchan -> (* serialization function *)
- Gdome_xslt.saveResultToChannel ~outchan ~result
- ~stylesheet:p_last_stylesheet),
- (get_property "media-type" last_stylesheet), (* media-type *)
- (get_property "encoding" last_stylesheet)) (* encoding *)
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Uwobo_common ;;
-
- (**
- @param logger logger for processing messages
- @param styles stylesheets object
- @param keys (ordered) list of stylesheet names to be applied
- @param params function mapping stylesheet names to parameters list
- @param props xml:output properties
- @param errormode what to do with LibXSLT's error messages
- @param debugmode what to do with LibXSLT's debugging messages
- @param input URI of input document
- @return a triple: 1st element is a function that takes an out_channel and
- write the result document on it, 2nd element is a string option representing
- the desired media-type, 3rd is a string option representing the desired
- encoding
- *)
-val apply:
- logger: Uwobo_logger.sysLogger ->
- styles: Uwobo_styles.styles ->
- keys: string list ->
- params: (string -> (string * string) list) ->
- props: (string * string) list ->
- veillogger: Uwobo_common.libXsltLogger ->
- ?errormode: xslt_msg_mode -> ?debugmode: xslt_msg_mode ->
- Gdome.document ->
- ((out_channel -> unit) * string option * string option)
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-
-type priority = [
- `Emerg | `Alert | `Crit | `Err | `Warning | `Notice | `Info | `Debug
-]
-
-let int_of_priority = function
- | `Emerg -> 0
- | `Alert -> 1
- | `Crit -> 2
- | `Err -> 3
- | `Warning -> 4
- | `Notice -> 5
- | `Info -> 6
- | `Debug -> 7
-
-let string_of_priority = function
- | `Emerg -> "EMERGENCY"
- | `Alert -> "ALERT"
- | `Crit -> "CRITICAL"
- | `Err -> "ERROR"
- | `Warning -> "WARNING"
- | `Notice -> "NOTICE"
- | `Info -> "INFO"
- | `Debug -> "DEBUG"
-
-class sysLogger ?(level: priority = `Notice) ?(outchan = stderr) () =
- object (self)
- val level_no = int_of_priority level
- val mutable enabled = false
- method level = level
- method levelNo = level_no
- method enable = enabled <- true
- method disable = enabled <- false
- method log (prio: priority) msg =
- let tm = Unix.localtime (Unix.time ()) in
- if enabled && (int_of_priority prio <= level_no) then begin
- fprintf outchan ("[UWOBO %02d/%02d/%4d %02d:%02d:%02d] %s: %s\n")
- tm.Unix.tm_mday (tm.Unix.tm_mon + 1) (tm.Unix.tm_year + 1900)
- tm.Unix.tm_hour tm.Unix.tm_min tm.Unix.tm_sec
- (string_of_priority prio) msg;
- flush outchan
- end
- end
-
-type lineType =
- | Line of string (** normal line *)
- | LineBold of string (** bold line *)
- | LineEmph of string (** emph line *)
-;;
-
- (** non thread safe, a processingLogger is usually instantied locally for each
- thread *)
-class processingLogger =
- let html_escape = Netencoding.Html.encode ~in_enc:`Enc_iso88591 () in
- let html_of_line = function
- | Line l -> html_escape l
- | LineBold l -> "<b>" ^ html_escape l ^ "</b>"
- | LineEmph l -> "<em>" ^ html_escape l ^ "</em>"
- in
- let text_of_line = function
- | Line l -> l
- | LineBold l -> l
- | LineEmph l -> l
- in
- fun () ->
- object
- val mutable log_lines = []
- method log msg = log_lines <- Line msg :: log_lines
- method logBold msg = log_lines <- LineBold msg :: log_lines
- method logEmph msg = log_lines <- LineEmph msg :: log_lines
- method asText =
- String.concat "\n" (List.rev (List.map text_of_line log_lines))
- method asHtml =
- sprintf
- "<html><body>\n%s\n</body></html>"
- (String.concat "<br />\n" (List.map html_of_line (List.rev log_lines)))
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type priority = [
- | `Emerg (* system is unusable *)
- | `Alert (* action must be taken immediately *)
- | `Crit (* critical conditions *)
- | `Err (* error conditions *)
- | `Warning (* warning conditions *)
- | `Notice (* normal, but significant, condition *)
- | `Info (* informational message *)
- | `Debug (* debug-level message *)
-]
-
- (**
- Warning: logging is disabled by default, you have to invoke #enable method
- before being able to log anything.
- @param level minimum level of priority that will be reported, msg with
- priority less than this will be ignored
- @param outchan output channel on which output log messages *)
-class sysLogger:
- ?level: priority -> ?outchan: out_channel ->
- unit ->
- object
- method level: priority
- method levelNo: int
- (** enable logging, by default logging is disabled *)
- method enable: unit
- (** disable logging *)
- method disable: unit
- (** log a message *)
- method log: priority -> string -> unit
- end
-
-class processingLogger:
- unit ->
- object
- method log: string -> unit
- method logBold: string -> unit
- method logEmph: string -> unit
- method asText: string
- method asHtml: string
- end
-
+++ /dev/null
-(*
- * Copyright (C) 2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type profile_id = string
-
-let profiles = "profiles"
-
-let profile_key pid =
- profiles ^ "." ^ pid
-
-let string_of_permission =
- function
- `Read -> "read"
- | `Write -> "write"
- | `Admin -> "admin"
-
-let permission_key for_what pid =
- profile_key pid ^ ".permissions." ^ (string_of_permission for_what)
-
-let read_permission_key = permission_key `Read
-let write_permission_key = permission_key `Write
-let admin_permission_key = permission_key `Admin
-
-let password_key pid =
- profile_key pid ^ ".password"
-
-let params_key pid =
- profile_key pid ^ ".params"
-
-let param_key pid param =
- params_key pid ^ "." ^ param
-
-exception Access_denied of string * profile_id
-exception Profile_exists of profile_id
-exception Impossible
-
-let new_key () =
- let hex_of_nibble n =
- if n >= 0 && n < 10 then
- string_of_int n
- else if n >= 10 && n < 16 then
- String.make 1 (Char.chr (n - 10 + (Char.code 'A')))
- else
- raise Impossible
- in
- let rec aux s =
- function
- 0 -> s
- | n -> aux ((hex_of_nibble (Random.int 16)) ^ s) (n - 1)
- in
- aux "" 4
-
-let create_fresh_id =
- let rec aux () =
- let key = new_key () in
- if Helm_registry.has (read_permission_key key) then
- aux ()
- else
- key
- in
- aux
-
-let list () = fst (Helm_registry.ls profiles)
-
-let to_list_rel ~prefix () =
- List.map (fun (key,value) -> Pcre.replace ~pat:("^" ^ Pcre.quote (prefix ^ ".")) key, value)
- (Helm_registry.to_list ~prefix ())
-
-let check_permission pid password for_what =
- match password, Helm_registry.get_bool (permission_key for_what pid) with
- _, true -> ()
- | Some pwd, false
- when Some pwd = Helm_registry.get_opt Helm_registry.string (password_key pid) -> ()
- | _ -> raise (Access_denied (string_of_permission for_what, pid))
-
-let create ?id ?clone ?clone_password ?(read_perm=true) ?(write_perm=true) ?(admin_perm=true) ?password () =
- let pid =
- match id with
- None -> create_fresh_id ()
- | Some pid when Helm_registry.has (read_permission_key pid) -> raise (Profile_exists pid)
- | Some pid -> pid
- in
- let params =
- match clone with
- None -> []
- | Some pid ->
- check_permission pid clone_password `Read ;
- to_list_rel ~prefix:(params_key pid) ()
- in
- List.iter (fun (key, value) -> Helm_registry.set_string (params_key pid ^ "." ^ key) value) params ;
- Helm_registry.set_bool (read_permission_key pid) read_perm ;
- Helm_registry.set_bool (write_permission_key pid) write_perm ;
- Helm_registry.set_bool (admin_permission_key pid) admin_perm ;
- Helm_registry.set_opt Helm_registry.of_string (password_key pid) password ;
- pid
-
-let remove pid ?password () =
- check_permission pid password `Admin ;
- List.iter (fun (key, _) -> Helm_registry.unset key) (Helm_registry.to_list ~prefix:(profile_key pid) ())
-
-let get_params pid ?password () =
- check_permission pid password `Read ;
- to_list_rel ~prefix:(params_key pid) ()
-
-let set_param pid ?password ~key ~value () =
- check_permission pid password `Write ;
- match value with
- Some value' -> Helm_registry.set (param_key pid key) value'
- | None -> Helm_registry.unset (param_key pid key)
-
-let get_param pid ?password ~key () =
- check_permission pid password `Read ;
- Helm_registry.get (param_key pid key)
-
-let set_password pid ?old_password new_password =
- check_permission pid old_password `Admin ;
- Helm_registry.set_opt Helm_registry.of_string (password_key pid) new_password
-
-let set_permission pid ?password for_what value =
- check_permission pid password `Admin ;
- Helm_registry.set_bool (permission_key for_what pid) value
-
-let get_permission pid ?password for_what =
- check_permission pid password `Admin ;
- Helm_registry.get_bool (permission_key for_what pid)
-
+++ /dev/null
-(*
- * Copyright (C) 2004:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-type profile_id = string
-
-exception Access_denied of string * profile_id
-exception Profile_exists of profile_id
-
-val list : unit -> string list
-val create :
- ?id:profile_id ->
- ?clone:profile_id ->
- ?clone_password:string ->
- ?read_perm:bool ->
- ?write_perm:bool ->
- ?admin_perm:bool -> ?password:string -> unit -> profile_id
-val remove : profile_id -> ?password:string -> unit -> unit
-val get_params : profile_id -> ?password:string -> unit -> (string * string) list
-val set_param :
- profile_id ->
- ?password:string -> key:string -> value:(string option) -> unit -> unit
-val get_param :
- profile_id -> ?password:string -> key:string -> unit -> string
-val set_password :
- profile_id -> ?old_password:string -> string option -> unit
-val set_permission :
- profile_id ->
- ?password:string -> [ `Admin | `Read | `Write ] -> bool -> unit
-val get_permission :
- profile_id -> ?password:string -> [ `Admin | `Read | `Write ] -> bool
-
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Printf;;
-open Uwobo_common;;
-
-exception Stylesheet_not_found of string ;;
-exception Stylesheet_already_in of string ;;
-exception Unsupported_property of string;;
-
-let xslNS = Gdome.domString "http://www.w3.org/1999/XSL/Transform"
-let outputS = Gdome.domString "output"
-let q_outputS = Gdome.domString "xsl:output"
-
-let default_properties = [] (* no default properties *)
-
- (** apply an output property to an xslt stylesheet *)
-let apply_property logger (element: Gdome.element) (name, value) =
- if Uwobo_common.is_supported_property name then begin
- logger#log `Debug (sprintf "Setting property: %s = %s" name value);
- element#setAttribute (Gdome.domString name) (Gdome.domString value)
- end else
- raise (Unsupported_property name)
-
- (** set a list of output properties in an xslt stylesheet, return a copy of
- the given stylesheet modified as needed, given stylesheet wont be changed by
- this operation.
- Before applying "props" properties applies a set of default properties as
- defined in "default_properties" *)
-let apply_properties logger last_stylesheet props =
- let last_stylesheet =
- new Gdome.document_of_node (last_stylesheet#cloneNode ~deep:true)
- in
- let output_element =
- let node_list = last_stylesheet#getElementsByTagNameNS xslNS outputS in
- (match node_list#item 0 with
- | None -> (* no xsl:output element, create it from scratch *)
- logger#log `Debug "Creating xsl:output node ...";
- let elt = last_stylesheet#createElementNS (Some xslNS) q_outputS in
- let root = last_stylesheet#get_documentElement in
- ignore (root#appendChild (elt :> Gdome.node));
- elt
- | Some node -> new Gdome.element_of_node node)
- in
- List.iter
- (apply_property logger (output_element :> Gdome.element))
- (default_properties @ props);
- last_stylesheet
-
-class styles =
- object (self)
- (* INVARIANT: 'stylesheets' and 'uris' are in sync *)
-
- (** association list: key * props -> I_gdome_xslt.processed_stylesheet
- It is the cache of the processed stylesheets *)
- val mutable p_stylesheets = []
- val mutable stylesheets = [] (** association list: key -> Gdome.document *)
- val mutable uris = [] (** association list: key -> uri *)
-
- val domImpl = Gdome.domImplementation ()
-
- (** process an XSLT stylesheet *)
- method private process uri =
- let dom = domImpl#createDocumentFromURI ~uri () in
- dom, Gdome_xslt.processStylesheet dom (* produce libXSLT messages in
- case of errors *)
-
- (* stylesheets management *)
-
- method add key uri =
- if (List.mem_assoc key uris) then
- raise (Stylesheet_already_in key)
- else begin
- uris <- (key, uri) :: uris;
- let stylesheet, p_stylesheet = self#process uri in
- stylesheets <- (key, stylesheet) :: stylesheets ;
- p_stylesheets <- ((key,[]), p_stylesheet) :: p_stylesheets ;
- end
-
- method remove key =
- if not (List.mem_assoc key uris) then
- raise (Stylesheet_not_found key)
- else begin
- uris <- List.remove_assoc key uris;
- stylesheets <- List.remove_assoc key stylesheets ;
- p_stylesheets <-
- List.filter (function ((key',_),_) -> key = key') p_stylesheets
- end
-
- method removeAll =
- uris <- [];
- stylesheets <- [];
- p_stylesheets <- []
-
- method reload key =
- (try
- let uri = List.assoc key uris in
- let stylesheet,p_stylesheet = self#process uri in
- stylesheets <-
- (key, stylesheet) :: (List.remove_assoc key stylesheets) ;
- (* we remove the processed stylesheet from the cache *)
- p_stylesheets <-
- List.filter (function ((key',_),_) -> key = key') p_stylesheets ;
- p_stylesheets <- ((key,[]),p_stylesheet)::p_stylesheets
- with Not_found ->
- raise (Stylesheet_not_found key))
-
- method reloadAll =
- let (stylesheets',p_stylesheets') =
- let processed =
- List.map (fun (key, uri) -> (key, self#process uri)) uris
- in
- List.map (function (key,(stylesheet,_)) -> key,stylesheet) processed,
- List.map
- (function (key,(_,p_stylesheet)) -> (key,[]),p_stylesheet) processed
- in
- stylesheets <- stylesheets' ;
- p_stylesheets <- p_stylesheets'
-
- (* stylesheets usage *)
-
- method keys = List.map fst uris
-
- method list =
- List.map
- (fun (key, uri) ->
- sprintf "key = %s, uri = %s" key (List.assoc key uris))
- uris
-
- method get keys props (logger : Uwobo_logger.sysLogger) =
- match List.rev keys with
- [] -> assert false
- | last_key::rev_keys ->
- let last_stylesheet =
- try
- List.assoc last_key stylesheets
- with Not_found -> raise (Stylesheet_not_found last_key)
- in
- let p_last_stylesheet =
- try
- List.assoc (last_key,props) p_stylesheets
- with
- Not_found ->
- (* Cache miss *)
- let last_stylesheet' =
- try
- apply_properties logger last_stylesheet props
- with Unsupported_property prop ->
- raise (Uwobo_failure (sprintf "Unsupported property: %s" prop))
- in
- let p_last_stylesheet =
- Gdome_xslt.processStylesheet last_stylesheet
- in
- p_stylesheets <-
- ((last_key,props),p_last_stylesheet)::p_stylesheets ;
- p_last_stylesheet
- in
- let p_stylesheets =
- List.fold_left
- (fun collected_styles key ->
- let p_stylesheet =
- try
- List.assoc (key,[]) p_stylesheets
- with
- Not_found ->
- (* Cache miss *)
- let stylesheet =
- try
- List.assoc key stylesheets
- with Not_found -> raise (Stylesheet_not_found key)
- in
- let p_stylesheet =
- Gdome_xslt.processStylesheet stylesheet
- in
- p_stylesheets <- ((key,[]),p_stylesheet)::p_stylesheets ;
- p_stylesheet
- in
- (key,p_stylesheet)::collected_styles)
- [last_key,p_last_stylesheet]
- rev_keys
- in
- p_stylesheets, last_stylesheet
- end
+++ /dev/null
-(*
- * Copyright (C) 2003:
- * Stefano Zacchiroli <zack@cs.unibo.it>
- * for the HELM Team http://helm.cs.unibo.it/
- *
- * This file is part of HELM, an Hypertextual, Electronic
- * Library of Mathematics, developed at the Computer Science
- * Department, University of Bologna, Italy.
- *
- * HELM is free software; you can redistribute it and/or
- * modify it under the terms of the GNU General Public License
- * as published by the Free Software Foundation; either version 2
- * of the License, or (at your option) any later version.
- *
- * HELM is distributed in the hope that it will be useful,
- * but WITHOUT ANY WARRANTY; without even the implied warranty of
- * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- * GNU General Public License for more details.
- *
- * You should have received a copy of the GNU General Public License
- * along with HELM; if not, write to the Free Software
- * Foundation, Inc., 59 Temple Place - Suite 330, Boston,
- * MA 02111-1307, USA.
- *
- * For details, see the HELM World-Wide-Web page,
- * http://helm.cs.unibo.it/
- *)
-
-open Uwobo_common ;;
-
-exception Stylesheet_not_found of string ;;
-exception Stylesheet_already_in of string ;;
-
- (** hold UWOBO styles at runtime *)
-class styles:
- object
-
- (** {2 Stylesheets management} *)
-
- (** add a stylesheet, bound to a given key, to the UWOBO loaded
- stylesheets
- @param key key to which the stylesheets will be bound
- @param uri uri of the stylesheet to be loaded
- @raise Stylesheet_already_in if key is already bound *)
- method add: string -> string -> unit
-
- (** remove the stylesheet bound to a given key *)
- method remove: string -> unit
-
- (** remove all loaded stylesheet *)
- method removeAll: unit
-
- (** reload the stylesheet bound to a given key *)
- method reload: string -> unit
-
- (** reload all stylesheets *)
- method reloadAll: unit
-
- (** {2 Stylesheets usage} *)
-
- (** @return the list of currently loaded stylesheets' keys *)
- method keys: string list
-
- (** @return a list of strings, each string is a textual representation of
- information related to a loaded stylesheet. This representation includes
- at least stylesheet's key and URI *)
- method list: string list
-
- (**
- @param key_list non empty list of keys
- @param props list of prop
- @param logger the logger to be used to report errors and warnings
- @return a pair. The first argument of the pair is an association list
- that maps given keys to gdome2-xslt processed stylesheets. The last
- stylesheet xsl:output element is modified according to the given
- properties. The second argument of the pair is the last unprocessed
- stylesheet.
- *)
- method get:
- string list -> (string * string) list -> Uwobo_logger.sysLogger ->
- (string * I_gdome_xslt.processed_stylesheet) list * Gdome.document
-
- end
-
+++ /dev/null
-coq_v2theoryxml *.cmi *.cmo
+++ /dev/null
-COQTOP=/home/projects/helm/EXPORT/V7
-OCAMLC=ocamlc -I $(COQTOP)/config -I $(COQTOP)/toplevel
-
-COQV2THEORYXMLOBJS= \
- $(COQTOP)/config/coq_config.cmo \
- $(COQTOP)/toplevel/usage.cmo \
- coq_v2theoryxml.cmo
-
-coq_v2theoryxml: $(COQV2THEORYXMLOBJS)
- $(OCAMLC) -o $@ unix.cma $(COQV2THEORYXMLOBJS)
-
-coq_v2theoryxml.cmo: coq_v2theoryxml.ml
- $(OCAMLC) -c $<
-
-.PHONY: clean
-clean:
- rm -f coq_v2theoryxml *.cmo *.cmi
+++ /dev/null
-(* environment *)
-
-let environment = Unix.environment ()
-
-let bindir = ref Coq_config.bindir
-let binary = "coqtop.byte"
-let image = ref ""
-let xml_theory_library_root = ref (
- try
- Sys.getenv "XML_THEORY_LIBRARY_ROOT"
- with Not_found -> ""
-)
-
-(* the $COQBIN environment variable has priority over the Coq_config value *)
-let _ =
- try
- let c = Sys.getenv "COQBIN" in
- if c <> "" then bindir := c
- with Not_found -> ()
-
-(* coq_v2theoryxml options *)
-
-let keep = ref false
-
-(* Verifies that a string do not contains others caracters than letters,
- digits, or `_` *)
-
-let check_module_name s =
- let err () =
- output_string stderr
- "Modules names must only contain letters, digits, or underscores\n";
- output_string stderr
- "and must begin with a letter\n";
- exit 1
- in
- match String.get s 0 with
- | 'a' .. 'z' | 'A' .. 'Z' ->
- for i = 1 to (String.length s)-1 do
- match String.get s i with
- | 'a' .. 'z' | 'A' .. 'Z' | '0' .. '9' | '_' -> ()
- | _ -> err ()
- done
- | _ -> err ()
-
- (* compilation of a file [file] with command [command] and args [args] *)
-
-let compile command args file =
- let dirname = Filename.dirname file in
- let basename = Filename.basename file in
- let modulename =
- if Filename.check_suffix basename ".vo" then
- Filename.chop_suffix basename ".vo"
- else
- basename
- in
- check_module_name modulename;
- let tmpfile = Filename.temp_file "coq_v2theoryxml" ".v" in
- let args' =
- command :: "-batch" :: "-silent" :: "-is" :: "barestate" :: args
- @ ["-load-vernac-source"; tmpfile] in
- let devnull =
- if Sys.os_type = "Unix" then
- Unix.openfile "/dev/null" [] 0o777
- else
- Unix.stdin
- in
- let oc = open_out tmpfile in
- Printf.fprintf oc "Require XmlTheory.\n" ;
- Printf.fprintf oc "XmlTheory Begin %s \"%s\".\n" modulename
- !xml_theory_library_root ;
- Printf.fprintf oc "Load %s.\n" modulename;
- Printf.fprintf oc "XmlTheory End.\n" ;
- flush oc;
- close_out oc;
- try
- let pid =
- Unix.create_process_env command
- (Array.of_list args') environment devnull Unix.stdout Unix.stderr in
- let status = Unix.waitpid [] pid in
- if not !keep then Sys.remove tmpfile ;
- match status with
- | _, Unix.WEXITED 0 -> ()
- | _, Unix.WEXITED 127 ->
- Printf.printf "Cannot execute %s\n" command;
- exit 1
- | _, Unix.WEXITED c -> exit c
- | _ -> exit 1
- with _ ->
- if not !keep then Sys.remove tmpfile; exit 1
-
-(* parsing of the command line
- *
- * special treatment for -bindir and -i.
- * other options are passed to coqtop *)
-
-let usage () =
- Usage.print_usage
- "Usage: coq_v2theoryxml <options> <Coq options> module...\n
-options are:
- -xml-theory-library-root d specify the path to the root of the XML library
- (overrides $XML_THEORY_LIBRARY_ROOT)
- -image f specify an alternative executable for Coq
- -t keep temporary files\n\n" ;
- flush stderr ;
- exit 1
-
-let parse_args () =
- let rec parse (cfiles,args) = function
- | [] ->
- List.rev cfiles, List.rev args
- | "-xml-theory-library-root" :: v :: rem ->
- xml_theory_library_root := v ; parse (cfiles,args) rem
- | "-t" :: rem ->
- keep := true ; parse (cfiles,args) rem
- | "-boot" :: rem ->
- bindir:= Filename.concat Coq_config.coqtop "bin";
- parse (cfiles, "-boot"::args) rem
- | "-bindir" :: d :: rem ->
- bindir := d ; parse (cfiles,args) rem
- | "-bindir" :: [] ->
- usage ()
- | "-byte" :: rem ->
- parse (cfiles,args) rem
- | "-opt" :: rem ->
- raise (Failure "To load ML modules, only -byte is allowed")
- | "-image" :: f :: rem ->
- image := f; parse (cfiles,args) rem
- | "-image" :: [] ->
- usage ()
- | ("-?"|"-h"|"-H"|"-help"|"--help") :: _ -> usage ()
- | ("-libdir"|"-outputstate"|"-I"|"-include"
- |"-inputstate"|"-is"|"-load-vernac-source"|"-load-vernac-object"
- |"-load-ml-source"|"-require"|"-load-ml-object"|"-user"
- |"-init-file" as o) :: rem ->
- begin
- match rem with
- | s :: rem' -> parse (cfiles,s::o::args) rem'
- | [] -> usage ()
- end
- | "-R" as o :: s :: t :: rem -> parse (cfiles,t::s::o::args) rem
- | ("-notactics"|"-debug"|"-db"|"-debugger"|"-nolib"|"-batch"|"-nois"
- |"-q"|"-full"|"-profile"|"-just-parsing"|"-echo" |"-unsafe"|"-quiet"
- |"-silent"|"-m" as o) :: rem ->
- parse (cfiles,o::args) rem
- | ("-v"|"--version") :: _ ->
- Usage.version ()
- | "-where" :: _ ->
- print_endline Coq_config.coqlib; exit 0
- | f :: rem -> parse (f::cfiles,args) rem
- in
- parse ([],[]) (List.tl (Array.to_list Sys.argv))
-
-(* main: we parse the command line, define the command to compile files
- * and then call the compilation on each file *)
-
-let main () =
- let cfiles, args = parse_args () in
- if cfiles = [] then begin
- prerr_endline "coq_v2theoryxml: too few arguments" ;
- usage ()
- end;
- let coqtopname =
- if !image <> "" then !image else Filename.concat !bindir (binary ^ Coq_config.exec_extension)
- in
- if !xml_theory_library_root = "" then
- begin
- prerr_endline "coq_v2theoryxml: you must either set $XML_THEORY_LIBRARY_ROOT or use -xml-theory-library-root";
- usage ()
- end
- else
- List.iter (compile coqtopname args) cfiles ;
- prerr_endline
- ("\nWARNING: all the URIs in the generated XML files are broken." ^
- "\n See the README in the XML contrib to learn how to fix them.\n")
-
-let _ = Printexc.print main (); exit 0
+++ /dev/null
-# This coq_vo2xml must be put in PATH before the real coq_vo2xml.
-# It's aim is to run coq_v2theoryxml instead of coq_vo2xml
-# Remember to set $XML_THEORY_LIBRARY_ROOT before starting this coq_vo2xml
+++ /dev/null
-#!/bin/bash
-
-BASEDIR=/home/projects/helm/EXPORT/xmltheory
-$BASEDIR/Coq_v2theoryxml/coq_v2theoryxml -R $BASEDIR/XmlTheory Bologna.XmlTheory $@
+++ /dev/null
-*.cmi *.cmo *.vo
+++ /dev/null
-xmltheoryentries.cmo: xmltheoryentries.ml iXml.cmi
-xmltheoryentries.cmx: xmltheoryentries.ml iXml.cmx
-iXml.cmo: iXml.ml iXml.cmi
-iXml.cmx: iXml.ml iXml.cmi
-iXml.cmi: iXml.mli
-XmlTheory.vo: XmlTheory.v iXml.cmo xmltheoryentries.cmo
-XmlTheory.vi: XmlTheory.v iXml.cmo xmltheoryentries.cmo
-XmlTheory.html: XmlTheory.v iXml.cmo xmltheoryentries.cmo
+++ /dev/null
-# Settare
-
-OPT=-byte # Nota: questo andrebbe fatto nel Make, ma un bug di coq_makefile
- # lo impedisce
-COQTOP=...
+++ /dev/null
--R . Bologna.XmlTheory
--I $(COQTOP)/contrib/xml
-XmlTheory.v
-iXml.ml
-xmltheoryentries.ml
+++ /dev/null
-##############################################################################
-## The Calculus of Inductive Constructions ##
-## ##
-## Projet Coq ##
-## ##
-## INRIA ENS-CNRS ##
-## Rocquencourt Lyon ##
-## ##
-## Coq V7 ##
-## ##
-## ##
-##############################################################################
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
-#
-# This Makefile was generated by the command line :
-# coq_makefile -f Make -o Makefile
-#
-
-##########################
-# #
-# Variables definitions. #
-# #
-##########################
-
-CAMLP4LIB=`camlp4 -where`
-MAKE=make "COQBIN=$(COQBIN)" "OPT=$(OPT)"
-COQSRC=-I $(COQTOP)/kernel -I $(COQTOP)/lib \
- -I $(COQTOP)/library -I $(COQTOP)/parsing -I $(COQTOP)/pretyping \
- -I $(COQTOP)/proofs -I $(COQTOP)/syntax -I $(COQTOP)/tactics \
- -I $(COQTOP)/toplevel -I $(CAMLP4LIB)
-ZFLAGS=$(OCAMLLIBS) $(COQSRC)
-COQFLAGS=-q $(OPT) $(COQLIBS)
-COQC=$(COQBIN)coqc
-COQFULL=$(COQBIN)coqc $(FULLOPT) -q $(COQLIBS)
-GALLINA=gallina
-COQ2HTML=coq2html
-COQ2LATEX=coq2latex
-CAMLC=ocamlc -c
-CAMLOPTC=ocamlopt -c
-CAMLLINK=ocamlc
-CAMLOPTLINK=ocamlopt
-COQDEP=$(COQBIN)coqdep -c
-COQVO2XML=coq_vo2xml
-
-#########################
-# #
-# Libraries definition. #
-# #
-#########################
-
-OCAMLLIBS=-I .\
- -I $(COQTOP)/contrib/xml
-COQLIBS=-I .\
- -R . Bologna.XmlTheory\
- -I $(COQTOP)/contrib/xml
-
-###################################
-# #
-# Definition of the "all" target. #
-# #
-###################################
-
-all: XmlTheory.vo\
- iXml.cmo\
- xmltheoryentries.cmo
-
-spec: XmlTheory.vi
-
-gallina: XmlTheory.g
-
-html: XmlTheory.html
-
-tex: XmlTheory.tex
-
-gallinatex: XmlTheory.g.tex
-
-gallinahtml: XmlTheory.g.html
-
-xml: .xml_time_stamp
-.xml_time_stamp: XmlTheory.vo
- $(COQVO2XML) $(COQFLAGS) $(?:%.o=%)
- touch .xml_time_stamp
-
-####################
-# #
-# Special targets. #
-# #
-####################
-
-.PHONY: all opt byte archclean clean install depend xml
-
-.SUFFIXES: .mli .ml .cmo .cmi .cmx .v .vo .vi .g .html .tex .g.tex .g.html
-
-.mli.cmi:
- $(CAMLC) $(ZDEBUG) $(ZFLAGS) $<
-
-.ml.cmo:
- $(CAMLC) $(ZDEBUG) $(ZFLAGS) $<
-
-.ml.cmx:
- $(CAMLOPTC) $(ZDEBUG) $(ZFLAGS) $<
-
-.v.vo:
- $(COQC) $(COQDEBUG) $(COQFLAGS) $*
-
-.v.vi:
- $(COQC) -i $(COQDEBUG) $(COQFLAGS) $*
-
-.v.g:
- $(GALLINA) $<
-
-.v.html:
- $(COQ2HTML) $<
-
-.v.tex:
- $(COQ2LATEX) $< -latex -o $@
-
-.v.g.html:
- $(GALLINA) -stdout $< | $(COQ2HTML) -f > $@
-
-.v.g.tex:
- $(GALLINA) -stdout $< | $(COQ2LATEX) - -latex -o $@
-
-byte:
- $(MAKE) all "OPT="
-
-opt:
- $(MAKE) all "OPT=-opt"
-
-include .depend
-
-depend:
- rm .depend
- $(COQDEP) -i $(COQLIBS) *.v *.ml *.mli >.depend
- $(COQDEP) $(COQLIBS) -suffix .html *.v >>.depend
-
-install:
- @if test -z $(TARGETDIR); then echo "You must set TARGETDIR (for instance with 'make TARGETDIR=foobla install')"; exit 1; fi
- cp -f *.vo $(TARGETDIR)
- cp -f *.cmo $(TARGETDIR)
-
-Makefile: Make
- mv -f Makefile Makefile.bak
- $(COQBIN)coq_makefile -f Make -o Makefile
-
-clean:
- rm -f *.cmo *.cmi *.cmx *.o *.vo *.vi *~
-
-archclean:
- rm -f *.cmx *.o
-
-# WARNING
-#
-# This Makefile has been automagically generated by coq_makefile
-# Edit at your own risks !
-#
-# END OF WARNING
-
+++ /dev/null
-Here we show the procedure to follow to add the recognition of
-a new syntactical form.
-
-Form to recognize in the model:
-
-Lemma existsDec : (l:(list A)){(list_exists l)}+{~(list_exists l)}.
-
-1. cd V7 ; grep "Lemma" */*.ml4
- the result should be one or a few files. In this case the
- only file is parsing/g_vernac.ml4. In the case of many files,
- only one is the good one.
-2. open the file and search for Lemma:
- thm_tok:
- [ [ "Theorem" -> <:ast< "THEOREM" >>
- | IDENT "Lemma" -> <:ast< "LEMMA" >>
- | IDENT "Fact" -> <:ast< "FACT" >>
- | IDENT "Remark" -> <:ast< "REMARK" >>
- | IDENT "Decl" -> <:ast< "DECL" >> ] ]
-
- so a Lemma is mapped into an ast of phylum thm_tok.
- Let's search for thm_tok. Many occurrences are found,
- but the only one that matches the form to recognize is
-
- gallina:
- (* Definition, Goal *)
- [ [ thm = thm_tok; id = identarg; ":"; c = constrarg ->
- <:ast< (StartProof $thm $id $c) >>
-
- So the ast created is tagged StartProof
-3. grep "StartProof" */*.ml (usually toplevel/...)
- Open the file and search for StartProof.
- This is found:
- let _ =
- add "StartProof"
- (function
- | [VARG_STRING kind;VARG_IDENTIFIER s;VARG_CONSTR com] ->
- ...
-4. edit xmltheoryentries.ml and copy the entry for another rule,
- substituting StartProof as the parameter for set_hook and
- using the above match (with V. added where appropriate) after function:
-
-let module V = Vernacinterp in
- set_hook "StartProof"
- (function
- [V.VARG_STRING kind;V.VARG_IDENTIFIER s;V.VARG_CONSTR com] ->
- ???
- | _ -> fail ()
- )
-;;
-
- Finally, write OCaml code to print to XML the availables interesting
- infos. In our case the code becomes
-
-let module V = Vernacinterp in
- set_hook "StartProof"
- (function
- [V.VARG_STRING kind;V.VARG_IDENTIFIER s;V.VARG_CONSTR com] ->
- IXml.output
- (Xml.xml_empty
- "THEOREM"
- ["uri", Names.string_of_id s ^ ".con"; "as",kind]
- )
- | _ -> fail ()
- )
-;;
-
- IXml.output should always be present and the code inside
- (that is simply XML written in OCaml form) should be changed.
- The syntax is
- Xml.xml_empty "name" ["att1","value1" ; ... ; "attn","valuen"]
- to create an empty element name with attributes att1 ... attn.
- To create a non-empty element, use
- Xml.xml_nempty "name" ["att1","value1" ; ... ; "attn","valuen"]
- stream
- where stream is an OCaml stream of other XML elements, as:
- * another Xml.xml_nempty
- * an Xml.xml_empty
- * [< stream1 ; ... ; streamk >]
+++ /dev/null
-Declare ML Module "iXml" "xmltheoryentries".
-
-(*Vecchio, ma funzionante
-Grammar vernac vernac : ast :=
- xml_theory_begin [ "XmlTheory" "Begin" stringarg($s) stringarg($f) "." ] ->
- [(XMLTHEORYBEGIN $s $f)]
-| xml_theory_end [ "XmlTheory" "End" "." ] ->
- [(XMLTHEORYEND)].
-*)
-
-Grammar vernac vernac : ast :=
- xml_theory_begin [ "XmlTheory" "Begin" identarg($s) stringarg($f) "." ] ->
- [(XMLTHEORYBEGIN $s $f)]
-| xml_theory_end [ "XmlTheory" "End" "." ] ->
- [(XMLTHEORYEND)].
+++ /dev/null
-exception NoOpenNonEmptyElements
-
-type sectionTree =
- Leaf of Xml.token Stream.t
- | Node of string * (string * string) list * sectionTree list ref
-;;
-
-let rec token_stream_of_section_tree_list =
- function
- he::tl ->
- [< token_stream_of_section_tree_list tl; token_stream_of_section_tree he >]
- | [] -> [<>]
-and token_stream_of_section_tree =
- function
- Leaf t -> [< t >]
- | Node (elem_name, attr_list, section_tree) ->
- Xml.xml_nempty elem_name attr_list
- (token_stream_of_section_tree_list !section_tree)
-;;
-
-let section_stack = ref [];;
-let xmloutput = ref (ref []);;
-let filename = ref "";;
-
-let reset_output fname =
- filename := fname ;
- xmloutput := ref [] ;
- section_stack := []
-;;
-
-let output n =
- let xmloutput = !xmloutput in
- xmloutput := (Leaf n) :: !xmloutput
-;;
-
-let open_non_empty_element elem_name attr_list =
- let newxmloutput = ref [] in
- !xmloutput := (Node (elem_name, attr_list, newxmloutput)) :: !(!xmloutput) ;
- section_stack := !xmloutput :: !section_stack ;
- xmloutput := newxmloutput
-;;
-
-let close_non_empty_element () =
- match !section_stack with
- oldxmloutput::oldsection_stack ->
- xmloutput := oldxmloutput ;
- section_stack := oldsection_stack
- | _ -> raise NoOpenNonEmptyElements
-;;
-
-let print_output () =
- Xml.pp (token_stream_of_section_tree_list !(!xmloutput)) (Some !filename)
-;;
+++ /dev/null
-exception NoOpenNonEmptyElements
-
-val reset_output : string -> unit
-val output : Xml.token Stream.t -> unit
-val open_non_empty_element : string -> (string * string) list -> unit
-val close_non_empty_element : unit -> unit
-val print_output : unit -> unit
+++ /dev/null
-(*********************)
-(* Utility functions *)
-(*********************)
-
-let fail () =
- Pp.warning "XmlTheory: AST not recognized"
-;;
-
-(* name is the name of the function to hook *)
-(* hook is an hook partial-function to recognize particular inputs *)
-let set_hook name hook =
- let module V = Vernacinterp in
- let old = V.vinterp_map name in
- V.vinterp_add name
- (fun l () ->
- old l () ;
- hook l
- )
-;;
-
-
-(*****************************************************)
-(* Vernacular administrative commands for the module *)
-(*****************************************************)
-
-let header =
-"<?xml version=\"1.0\" encoding=\"ISO-8859-1\"?>\n" ^
-"<!DOCTYPE Theory SYSTEM \"http://www.cs.unibo.it/helm/dtd/maththeory.dtd\">\n"
-;;
-
-(*Vecchio, ma funzionante
-let module V = Vernacinterp in
- V.vinterp_add "XMLTHEORYBEGIN"
- (function
- [V.VARG_STRING curi ; V.VARG_STRING filename] ->
- fun () ->
- IXml.reset_output filename ;
- IXml.output (Xml.xml_cdata header) ;
- IXml.open_non_empty_element "Theory" ["uri","cic:" ^ curi]
- | _ -> V.bad_vernac_args "XMLTHEORYBEGIN"
- )
-;;
-*)
-
-let module V = Vernacinterp in
-let module L = Library in
-let module S = System in
-let module N = Names in
- V.vinterp_add "XMLTHEORYBEGIN"
- (function
- [V.VARG_IDENTIFIER id ; V.VARG_STRING root_dir] ->
- fun () ->
- let s = N.string_of_id id in
- let lpe,_ =
- S.find_file_in_path (L.get_load_path ()) (s^".v")
- in
- let curi = "/" ^ String.concat "/" lpe.S.coq_dirpath in
- let dirname = root_dir ^ curi in
- Unix.system ("mkdir -p " ^ dirname) ;
- let filename = dirname ^ "/" ^ s ^ ".theory" in
- IXml.reset_output filename ;
- IXml.output (Xml.xml_cdata header) ;
- IXml.open_non_empty_element "Theory" ["uri","cic:" ^ curi ^ "/" ^ s]
- | _ -> V.bad_vernac_args "XMLTHEORYBEGIN"
- )
-;;
-
-let module V = Vernacinterp in
- V.vinterp_add "XMLTHEORYEND"
- (function
- [] ->
- fun () ->
- IXml.close_non_empty_element () ;
- IXml.print_output ()
- | _ -> V.bad_vernac_args "XMLTHEORYEND"
- )
-;;
-
-
-(**********************************************************)
-(* All the vernacular commands on which one is interested *)
-(* should be overridden here *)
-(**********************************************************)
-
-let module V = Vernacinterp in
-let module N = Names in
-let module S = System in
-let module L = Library in
- set_hook "Require"
- (function
- [V.VARG_STRING import; V.VARG_STRING specif; V.VARG_IDENTIFIER id] ->
- (* id is the identifier of the module, but we need the absolute *)
- (* identifier as an URI. *)
- (* E.g.: Logic ==> theory:/Coq/Init/Logic.theory *)
- let name = N.string_of_id id in
- let ({S.coq_dirpath = coq_dirpath},_) = L.module_filename name in
- let uri =
- "theory:/" ^ (String.concat "/" coq_dirpath) ^ "/" ^ name ^ ".theory"
- in
- IXml.output
- (Xml.xml_nempty "vernacular" []
- (Xml.xml_empty
- "Require"
- ["import",import; "specif",specif; "uri",uri]
- )
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
-let module T = Nametab in
-let module N = Names in
- set_hook "HintsResolve"
- (function
- (V.VARG_VARGLIST l)::lh ->
- IXml.output
- (Xml.xml_nempty "vernacular" []
- (Xml.xml_nempty
- "HintsResolve" []
- [< Xml.xml_nempty "dbs" []
- (List.fold_right
- (function
- (V.VARG_IDENTIFIER x) ->
- (function i ->
- [< Xml.xml_empty "db" ["name",N.string_of_id x];
- i
- >]
- )
- | _ -> Vernacinterp.bad_vernac_args "HintsResolve"
- )
- l [<>]) ;
- Xml.xml_nempty "hints" []
- (List.fold_right
- (function
- (V.VARG_QUALID x) ->
- (function i ->
- [< Xml.xml_empty "hint" ["name",T.string_of_qualid x];
- i
- >]
- )
- | _ -> Vernacinterp.bad_vernac_args "HintsResolve"
- )
- lh [<>]
- )
- >]
- )
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "IMPLICIT_ARGS_ON"
- (function
- [] ->
- IXml.output
- (Xml.xml_nempty "vernacular" []
- (Xml.xml_empty
- "ImplicitArguments"
- ["status","ON"]
- )
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "DEFINITION"
- (function
- (* Coq anomaly: a Local definition is a Definition at the syntax *)
- (* level but a Variable at the logical level. Here we have to *)
- (* recognize the two cases and treat them differently *)
- (V.VARG_STRING "LOCAL":: V.VARG_IDENTIFIER id:: V.VARG_CONSTR c:: rest) ->
- IXml.output
- (Xml.xml_nempty "VARIABLES" ["as","LOCAL"]
- (Xml.xml_empty
- "VARIABLE"
- ["uri",Names.string_of_id id ^ ".var"]
- )
- )
- | (V.VARG_STRING kind:: V.VARG_IDENTIFIER id:: V.VARG_CONSTR c :: rest) ->
- IXml.output
- (Xml.xml_empty
- "DEFINITION"
- ["uri", Names.string_of_id id ^ ".con" ; "as",kind]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "BeginSection"
- (function
- [V.VARG_IDENTIFIER id] ->
- IXml.open_non_empty_element "SECTION" ["uri", Names.string_of_id id]
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "EndSection"
- (function
- [V.VARG_IDENTIFIER id] ->
- IXml.close_non_empty_element ()
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "StartProof"
- (function
- [V.VARG_STRING kind;V.VARG_IDENTIFIER s;V.VARG_CONSTR com] ->
- IXml.output
- (Xml.xml_empty
- "THEOREM"
- ["uri", Names.string_of_id s ^ ".con"; "as",kind]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "MUTUALINDUCTIVE"
- (function
- [V.VARG_STRING f; V.VARG_VARGLIST indl] ->
- (* we need the name of the first inductive defined *)
- (* type in the block to get the URI *)
- let name =
- match indl with
- (V.VARG_VARGLIST ((V.VARG_IDENTIFIER name)::_))::_ -> name
- | _ -> assert false
- in
- IXml.output
- (Xml.xml_empty
- "DEFINITION"
- ["uri", Names.string_of_id name ^ ".ind"; "as",f]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "VARIABLE"
- (function
- [V.VARG_STRING kind; V.VARG_BINDERLIST slcl] ->
- (* here we need all the names *)
- let names =
- List.flatten (List.map fst slcl)
- in
- IXml.output
- (Xml.xml_nempty "VARIABLES" ["as",kind]
- (List.fold_right
- (fun name s ->
- [< (Xml.xml_empty
- "VARIABLE"
- ["uri",Names.string_of_id name ^ ".var"]
- ) ; s
- >]
- ) names [<>]
- )
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
-let module T = Nametab in
-let module N = Names in
- set_hook "COERCION"
- (function
- [V.VARG_STRING kind; V.VARG_STRING identity; V.VARG_QUALID qid;
- V.VARG_QUALID qids; V.VARG_QUALID qidt] ->
- (* let's substitute empty strings with non-empty strings *)
- (* to get a stricter DTD *)
- let remove_empty_string s = if s = "" then "UNSPECIFIED" else s in
- let kind = remove_empty_string kind in
- let identity = remove_empty_string identity in
- IXml.output
- (Xml.xml_nempty "vernacular" []
- (Xml.xml_empty
- "Coercion"
- ["kind",kind; "identity",identity ; "name",T.string_of_qualid qid ;
- "source",T.string_of_qualid qids;"target",T.string_of_qualid qidt]
- )
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "MUTUALRECURSIVE"
- (function
- [V.VARG_VARGLIST lmi] ->
- (* we need the name of the first inductive defined *)
- (* type in the block to get the URI *)
- let name =
- match lmi with
- (V.VARG_VARGLIST ((V.VARG_IDENTIFIER name)::_))::_ -> name
- | _ -> assert false
- in
- IXml.output
- (Xml.xml_empty
- "DEFINITION"
- ["uri", Names.string_of_id name ^ ".con" ; "as","Fixpoint"]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "MUTUALCORECURSIVE"
- (function
- [V.VARG_VARGLIST lmi] ->
- (* we need the name of the first inductive defined *)
- (* type in the block to get the URI *)
- let name =
- match lmi with
- (V.VARG_VARGLIST ((V.VARG_IDENTIFIER name)::_))::_ -> name
- | _ -> assert false
- in
- IXml.output
- (Xml.xml_empty
- "DEFINITION"
- ["uri", Names.string_of_id name ^ ".con" ; "as","CoFixpoint"]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "RECORD"
- (function
- [V.VARG_STRING coe;
- V.VARG_IDENTIFIER struc;
- V.VARG_BINDERLIST binders;
- V.VARG_CONSTR sort;
- V.VARG_VARGLIST namec;
- V.VARG_VARGLIST cfs] ->
- IXml.output
- (Xml.xml_empty
- "DEFINITION"
- ["uri", Names.string_of_id struc ^ ".ind" ; "as","Record"]
- )
- | _ -> fail ()
- )
-;;
-
-let module V = Vernacinterp in
- set_hook "PARAMETER"
- (function
- [V.VARG_STRING kind; V.VARG_BINDERLIST slcl] ->
- (* here we need all the names *)
- let names =
- List.flatten (List.map fst slcl)
- in
- IXml.output
- (Xml.xml_nempty "AXIOMS" ["as",kind]
- (List.fold_right
- (fun name s ->
- [< (Xml.xml_empty
- "AXIOM"
- ["uri",Names.string_of_id name ^ ".con"]
- ) ; s
- >]
- ) names [<>]
- )
- )
- | _ -> fail ()
- )
-;;
+++ /dev/null
-<?xml encoding="ISO-8859-1"?>
-
-<!--*****************************************************************-->
-<!-- DTD FOR THEORY OBJECTS AT LEVEL OF CIC XML FILES: -->
-<!-- First draft: May 10 2000, Claudio Sacerdoti Coen, Irene Schena -->
-<!-- Revised: February 2001, Claudio Sacerdoti Coen -->
-<!-- Revised: May 01 2001, Claudio Sacerdoti Coen -->
-<!--*****************************************************************-->
-
-<!ENTITY % mathstructure '(AXIOMS|DEFINITION|THEOREM|VARIABLES|SECTION|vernacular)*'>
-
-<!ELEMENT Theory (%mathstructure;)>
-<!ATTLIST Theory
- uri CDATA #REQUIRED>
-
-<!ELEMENT AXIOMS (AXIOM*)>
-<!ATTLIST AXIOMS
- as (AXIOM|PARAMETER|PARAMETERS) #REQUIRED>
-
-<!ELEMENT AXIOM EMPTY>
-<!ATTLIST AXIOM
- uri CDATA #REQUIRED>
-
-<!ELEMENT DEFINITION EMPTY>
-<!ATTLIST DEFINITION
- uri CDATA #REQUIRED
- as (DEFINITION|Inductive|CoInductive|Fixpoint|CoFixpoint|Record) #REQUIRED>
-
-<!ELEMENT THEOREM EMPTY>
-<!ATTLIST THEOREM
- uri CDATA #REQUIRED
- as (THEOREM|LEMMA|FACT|REMARK|DECL) #REQUIRED>
-
-<!ELEMENT VARIABLES (VARIABLE*)>
-<!ATTLIST VARIABLES
- as (VARIABLE|VARIABLES|HYPOTHESIS|HYPOTHESES|LOCAL) #REQUIRED>
-
-<!ELEMENT VARIABLE EMPTY>
-<!ATTLIST VARIABLE
- uri CDATA #REQUIRED>
-
-<!ELEMENT SECTION (%mathstructure;)>
-<!ATTLIST SECTION
- uri CDATA #REQUIRED>
-
-<!ELEMENT vernacular (Require|ImplicitArguments|Coercion|HintsResolve)>
-
-<!ELEMENT Require EMPTY>
-<!ATTLIST Require
- import (EXPORT|IMPORT) #REQUIRED
- specif (UNSPECIFIED|IMPLEMENTATION|SPECIFICATION) #REQUIRED
- uri CDATA #REQUIRED>
-
-<!ELEMENT ImplicitArguments (EMPTY)>
-<!ATTLIST ImplicitArguments
- status (ON) #REQUIRED>
-
-<!ELEMENT Coercion EMPTY>
-<!ATTLIST Coercion
- kind (LOCAL|UNSPECIFIED) #REQUIRED
- identity (IDENTITY|UNSPECIFIED) #REQUIRED
- name CDATA #REQUIRED
- source CDATA #REQUIRED
- target CDATA #REQUIRED>
-
-<!ELEMENT HintsResolve (dbs,hints)>
-
-<!ELEMENT dbs (db*)>
-
-<!ELEMENT db (EMPTY)>
-<!ATTLIST db
- name CDATA #REQUIRED>
-
-<!ELEMENT hints (hint*)>
-
-<!ELEMENT hint (EMPTY)>
-<!ATTLIST hint
- name CDATA #REQUIRED>
+++ /dev/null
-Makefile configure config.log config.cache config.status start-xaland
+++ /dev/null
-Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE
- Version 2, June 1991
-
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
- Everyone is permitted to copy and distribute verbatim copies
- of this license document, but changing it is not allowed.
-
- Preamble
-
- The licenses for most software are designed to take away your
-freedom to share and change it. By contrast, the GNU General Public
-License is intended to guarantee your freedom to share and change free
-software--to make sure the software is free for all its users. This
-General Public License applies to most of the Free Software
-Foundation's software and to any other program whose authors commit to
-using it. (Some other Free Software Foundation software is covered by
-the GNU Library General Public License instead.) You can apply it to
-your programs, too.
-
- When we speak of free software, we are referring to freedom, not
-price. Our General Public Licenses are designed to make sure that you
-have the freedom to distribute copies of free software (and charge for
-this service if you wish), that you receive source code or can get it
-if you want it, that you can change the software or use pieces of it
-in new free programs; and that you know you can do these things.
-
- To protect your rights, we need to make restrictions that forbid
-anyone to deny you these rights or to ask you to surrender the rights.
-These restrictions translate to certain responsibilities for you if you
-distribute copies of the software, or if you modify it.
-
- For example, if you distribute copies of such a program, whether
-gratis or for a fee, you must give the recipients all the rights that
-you have. You must make sure that they, too, receive or can get the
-source code. And you must show them these terms so they know their
-rights.
-
- We protect your rights with two steps: (1) copyright the software, and
-(2) offer you this license which gives you legal permission to copy,
-distribute and/or modify the software.
-
- Also, for each author's protection and ours, we want to make certain
-that everyone understands that there is no warranty for this free
-software. If the software is modified by someone else and passed on, we
-want its recipients to know that what they have is not the original, so
-that any problems introduced by others will not reflect on the original
-authors' reputations.
-
- Finally, any free program is threatened constantly by software
-patents. We wish to avoid the danger that redistributors of a free
-program will individually obtain patent licenses, in effect making the
-program proprietary. To prevent this, we have made it clear that any
-patent must be licensed for everyone's free use or not licensed at all.
-
- The precise terms and conditions for copying, distribution and
-modification follow.
-\f
- GNU GENERAL PUBLIC LICENSE
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION
-
- 0. This License applies to any program or other work which contains
-a notice placed by the copyright holder saying it may be distributed
-under the terms of this General Public License. The "Program", below,
-refers to any such program or work, and a "work based on the Program"
-means either the Program or any derivative work under copyright law:
-that is to say, a work containing the Program or a portion of it,
-either verbatim or with modifications and/or translated into another
-language. (Hereinafter, translation is included without limitation in
-the term "modification".) Each licensee is addressed as "you".
-
-Activities other than copying, distribution and modification are not
-covered by this License; they are outside its scope. The act of
-running the Program is not restricted, and the output from the Program
-is covered only if its contents constitute a work based on the
-Program (independent of having been made by running the Program).
-Whether that is true depends on what the Program does.
-
- 1. You may copy and distribute verbatim copies of the Program's
-source code as you receive it, in any medium, provided that you
-conspicuously and appropriately publish on each copy an appropriate
-copyright notice and disclaimer of warranty; keep intact all the
-notices that refer to this License and to the absence of any warranty;
-and give any other recipients of the Program a copy of this License
-along with the Program.
-
-You may charge a fee for the physical act of transferring a copy, and
-you may at your option offer warranty protection in exchange for a fee.
-
- 2. You may modify your copy or copies of the Program or any portion
-of it, thus forming a work based on the Program, and copy and
-distribute such modifications or work under the terms of Section 1
-above, provided that you also meet all of these conditions:
-
- a) You must cause the modified files to carry prominent notices
- stating that you changed the files and the date of any change.
-
- b) You must cause any work that you distribute or publish, that in
- whole or in part contains or is derived from the Program or any
- part thereof, to be licensed as a whole at no charge to all third
- parties under the terms of this License.
-
- c) If the modified program normally reads commands interactively
- when run, you must cause it, when started running for such
- interactive use in the most ordinary way, to print or display an
- announcement including an appropriate copyright notice and a
- notice that there is no warranty (or else, saying that you provide
- a warranty) and that users may redistribute the program under
- these conditions, and telling the user how to view a copy of this
- License. (Exception: if the Program itself is interactive but
- does not normally print such an announcement, your work based on
- the Program is not required to print an announcement.)
-\f
-These requirements apply to the modified work as a whole. If
-identifiable sections of that work are not derived from the Program,
-and can be reasonably considered independent and separate works in
-themselves, then this License, and its terms, do not apply to those
-sections when you distribute them as separate works. But when you
-distribute the same sections as part of a whole which is a work based
-on the Program, the distribution of the whole must be on the terms of
-this License, whose permissions for other licensees extend to the
-entire whole, and thus to each and every part regardless of who wrote it.
-
-Thus, it is not the intent of this section to claim rights or contest
-your rights to work written entirely by you; rather, the intent is to
-exercise the right to control the distribution of derivative or
-collective works based on the Program.
-
-In addition, mere aggregation of another work not based on the Program
-with the Program (or with a work based on the Program) on a volume of
-a storage or distribution medium does not bring the other work under
-the scope of this License.
-
- 3. You may copy and distribute the Program (or a work based on it,
-under Section 2) in object code or executable form under the terms of
-Sections 1 and 2 above provided that you also do one of the following:
-
- a) Accompany it with the complete corresponding machine-readable
- source code, which must be distributed under the terms of Sections
- 1 and 2 above on a medium customarily used for software interchange; or,
-
- b) Accompany it with a written offer, valid for at least three
- years, to give any third party, for a charge no more than your
- cost of physically performing source distribution, a complete
- machine-readable copy of the corresponding source code, to be
- distributed under the terms of Sections 1 and 2 above on a medium
- customarily used for software interchange; or,
-
- c) Accompany it with the information you received as to the offer
- to distribute corresponding source code. (This alternative is
- allowed only for noncommercial distribution and only if you
- received the program in object code or executable form with such
- an offer, in accord with Subsection b above.)
-
-The source code for a work means the preferred form of the work for
-making modifications to it. For an executable work, complete source
-code means all the source code for all modules it contains, plus any
-associated interface definition files, plus the scripts used to
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-itself accompanies the executable.
-
-If distribution of executable or object code is made by offering
-access to copy from a designated place, then offering equivalent
-access to copy the source code from the same place counts as
-distribution of the source code, even though third parties are not
-compelled to copy the source along with the object code.
-\f
- 4. You may not copy, modify, sublicense, or distribute the Program
-except as expressly provided under this License. Any attempt
-otherwise to copy, modify, sublicense or distribute the Program is
-void, and will automatically terminate your rights under this License.
-However, parties who have received copies, or rights, from you under
-this License will not have their licenses terminated so long as such
-parties remain in full compliance.
-
- 5. You are not required to accept this License, since you have not
-signed it. However, nothing else grants you permission to modify or
-distribute the Program or its derivative works. These actions are
-prohibited by law if you do not accept this License. Therefore, by
-modifying or distributing the Program (or any work based on the
-Program), you indicate your acceptance of this License to do so, and
-all its terms and conditions for copying, distributing or modifying
-the Program or works based on it.
-
- 6. Each time you redistribute the Program (or any work based on the
-Program), the recipient automatically receives a license from the
-original licensor to copy, distribute or modify the Program subject to
-these terms and conditions. You may not impose any further
-restrictions on the recipients' exercise of the rights granted herein.
-You are not responsible for enforcing compliance by third parties to
-this License.
-
- 7. If, as a consequence of a court judgment or allegation of patent
-infringement or for any other reason (not limited to patent issues),
-conditions are imposed on you (whether by court order, agreement or
-otherwise) that contradict the conditions of this License, they do not
-excuse you from the conditions of this License. If you cannot
-distribute so as to satisfy simultaneously your obligations under this
-License and any other pertinent obligations, then as a consequence you
-may not distribute the Program at all. For example, if a patent
-license would not permit royalty-free redistribution of the Program by
-all those who receive copies directly or indirectly through you, then
-the only way you could satisfy both it and this License would be to
-refrain entirely from distribution of the Program.
-
-If any portion of this section is held invalid or unenforceable under
-any particular circumstance, the balance of the section is intended to
-apply and the section as a whole is intended to apply in other
-circumstances.
-
-It is not the purpose of this section to induce you to infringe any
-patents or other property right claims or to contest validity of any
-such claims; this section has the sole purpose of protecting the
-integrity of the free software distribution system, which is
-implemented by public license practices. Many people have made
-generous contributions to the wide range of software distributed
-through that system in reliance on consistent application of that
-system; it is up to the author/donor to decide if he or she is willing
-to distribute software through any other system and a licensee cannot
-impose that choice.
-
-This section is intended to make thoroughly clear what is believed to
-be a consequence of the rest of this License.
-\f
- 8. If the distribution and/or use of the Program is restricted in
-certain countries either by patents or by copyrighted interfaces, the
-original copyright holder who places the Program under this License
-may add an explicit geographical distribution limitation excluding
-those countries, so that distribution is permitted only in or among
-countries not thus excluded. In such case, this License incorporates
-the limitation as if written in the body of this License.
-
- 9. The Free Software Foundation may publish revised and/or new versions
-of the General Public License from time to time. Such new versions will
-be similar in spirit to the present version, but may differ in detail to
-address new problems or concerns.
-
-Each version is given a distinguishing version number. If the Program
-specifies a version number of this License which applies to it and "any
-later version", you have the option of following the terms and conditions
-either of that version or of any later version published by the Free
-Software Foundation. If the Program does not specify a version number of
-this License, you may choose any version ever published by the Free Software
-Foundation.
-
- 10. If you wish to incorporate parts of the Program into other free
-programs whose distribution conditions are different, write to the author
-to ask for permission. For software which is copyrighted by the Free
-Software Foundation, write to the Free Software Foundation; we sometimes
-make exceptions for this. Our decision will be guided by the two goals
-of preserving the free status of all derivatives of our free software and
-of promoting the sharing and reuse of software generally.
-
- NO WARRANTY
-
- 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
-FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN
-OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
-PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
-OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
-MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS
-TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE
-PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
-REPAIR OR CORRECTION.
-
- 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
-WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
-REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
-INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
-OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
-TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
-YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
-PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
-POSSIBILITY OF SUCH DAMAGES.
-
- END OF TERMS AND CONDITIONS
-\f
- How to Apply These Terms to Your New Programs
-
- If you develop a new program, and you want it to be of the greatest
-possible use to the public, the best way to achieve this is to make it
-free software which everyone can redistribute and change under these terms.
-
- To do so, attach the following notices to the program. It is safest
-to attach them to the start of each source file to most effectively
-convey the exclusion of warranty; and each file should have at least
-the "copyright" line and a pointer to where the full notice is found.
-
- <one line to give the program's name and a brief idea of what it does.>
- Copyright (C) <year> <name of author>
-
- This program is free software; you can redistribute it and/or modify
- it under the terms of the GNU General Public License as published by
- the Free Software Foundation; either version 2 of the License, or
- (at your option) any later version.
-
- This program is distributed in the hope that it will be useful,
- but WITHOUT ANY WARRANTY; without even the implied warranty of
- MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
- GNU General Public License for more details.
-
- You should have received a copy of the GNU General Public License
- along with this program; if not, write to the Free Software
- Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
-
-
-Also add information on how to contact you by electronic and paper mail.
-
-If the program is interactive, make it output a short notice like this
-when it starts in an interactive mode:
-
- Gnomovision version 69, Copyright (C) year name of author
- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
- This is free software, and you are welcome to redistribute it
- under certain conditions; type `show c' for details.
-
-The hypothetical commands `show w' and `show c' should show the appropriate
-parts of the General Public License. Of course, the commands you use may
-be called something other than `show w' and `show c'; they could even be
-mouse-clicks or menu items--whatever suits your program.
-
-You should also get your employer (if you work as a programmer) or your
-school, if any, to sign a "copyright disclaimer" for the program, if
-necessary. Here is a sample; alter the names:
-
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program
- `Gnomovision' (which makes passes at compilers) written by James Hacker.
-
- <signature of Ty Coon>, 1 April 1989
- Ty Coon, President of Vice
-
-This General Public License does not permit incorporating your program into
-proprietary programs. If your program is a subroutine library, you may
-consider it more useful to permit linking proprietary applications with the
-library. If this is what you want to do, use the GNU Library General
-Public License instead of this License.
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-
-BIN_DIR=@BIN_DIR@
-HELM_LIB_DIR=@HELM_LIB_DIR@
-
-all:
-
-install:
- cp start-xaland $(BIN_DIR)
- cp xaland.class $(HELM_LIB_DIR)
-
-distclean:
- rm -f Makefile configure config.log config.cache config.status \
- etc/configuration.xml etc/helm-math-engine-configuration.xml \
- lib/configuration.pl *.spec start-xaland
-
-.PHONY: all install distclean
+++ /dev/null
-JAVADIR = /opt/java/jdk1.3/bin
-HELM_STYLES_DIR = file:/home/lpadovan/miohelm/style
-
-start-xaland:
- java -ss1024K -oss8192K \
- xaland 12345 12346 \
- $(HELM_STYLES_DIR)/rootcontent.xsl \
- $(HELM_STYLES_DIR)/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/theory_content.xsl \
- $(HELM_STYLES_DIR)/theory_pres.xsl
-
-start-xaland-DOM:
- java -ss1024K -oss8192K \
- xaland_DOM 12345 12346 \
- $(HELM_STYLES_DIR)/rootcontent.xsl \
- $(HELM_STYLES_DIR)/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/theory_content.xsl \
- $(HELM_STYLES_DIR)/theory_pres.xsl
-
-start-xaland-2:
- java -ss1024K -oss8192K \
- xaland2 12345 12346 \
- $(HELM_STYLES_DIR)/rootcontent.xsl \
- $(HELM_STYLES_DIR)/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/theory_content.xsl \
- $(HELM_STYLES_DIR)/theory_pres.xsl
-
-start-xaland-old:
- java xaland 12345 12346 \
- $(HELM_STYLES_DIR)/style_prima_del_linguaggio_naturale/rootcontent.xsl \
- $(HELM_STYLES_DIR)/style_prima_del_linguaggio_naturale/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/style_prima_del_linguaggio_naturale/theory_content.xsl \
- $(HELM_STYLES_DIR)/style_prima_del_linguaggio_naturale/theory_pres.xsl
-
-start-xaland-uwobo:
- $(JAVADIR)/java -ss1024K -oss8192K \
- xaland_uwobo 12345 12346 12347 \
- $(HELM_STYLES_DIR)/rootcontent.xsl \
- $(HELM_STYLES_DIR)/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/theory_content.xsl \
- $(HELM_STYLES_DIR)/theory_pres.xsl
-
-start-xaland3:
- java xaland 12347 12348 \
- $(HELM_STYLES_DIR)/rootcontent.xsl \
- $(HELM_STYLES_DIR)/annotatedpres.xsl \
- $(HELM_STYLES_DIR)/theory_content.xsl \
- $(HELM_STYLES_DIR)/theory_pres.xsl
+++ /dev/null
-28/12/2000: First alpha release
+++ /dev/null
-NOTE: This is the first alpha release of project HELM.
-
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-an UDP-based XSLT daemon.
-
-For more information see http://www.cs.unibo.it/helm
+++ /dev/null
-# This is the config.cache that holds the ``standard'' path for the
-# HELM library. It is supposed to be used when creating packages
-
-helm_cv_HELM_STYLES_DIR=${helm_cv_HELM_STYLES_DIR='$RESOLVED_PREFIX/share/helm/style'}
+++ /dev/null
-AC_INIT(xaland.class)
-
-PACKAGE=helm_xsltd
-MAJOR_VERSION=0
-MINOR_VERSION=0
-MICRO_VERSION=2
-VERSION=$MAJOR_VERSION.$MINOR_VERSION.$MICRO_VERSION
-
-DEFAULT_HELM_LIB_DIR=/usr/local/lib/helm
-DEFAULT_HELM_STYLE_DIR=/usr/local/share/helm/style
-
-AC_ARG_ENABLE(
- defaults,
- [ --enable-defaults[=ARG] if yes then use defaults (don't ask user) [default=auto]],
- USE_DEFAULTS=$enableval,
- USE_DEFAULTS=auto
-)
-
-if test "x$prefix" != xNONE; then
- RESOLVED_PREFIX=$prefix
-else
- RESOLVED_PREFIX=$ac_default_prefix
-fi
-
-if test "x$exec_prefix" != xNONE; then
- RESOLVED_EXEC_PREFIX=$exec_prefix
-else
- RESOLVED_EXEC_PREFIX=$RESOLVED_PREFIX
-fi
-
-BIN_DIR=$RESOLVED_EXEC_PREFIX/bin
-
-if test $USE_DEFAULTS = auto; then
- AC_CHECK_PROG(HAVE_HELM_CONFIG, helm-config, yes, no)
- if test $HAVE_HELM_CONFIG = yes; then
- HELM_LIB_DIR=`helm-config --lib-dir`
- HELM_STYLE_DIR=`helm-config --style-dir`
- else
- USE_DEFAULTS=no
- fi
-fi
-
-if test $USE_DEFAULTS = no; then
- echo
- echo "\`helm-config' is not installed (or I can't find it in your path)."
- echo "Please, insert the lib directory for HELM..."
- echo
- echo -n "[[$DEFAULT_HELM_LIB_DIR]] ? "
- read HELM_LIB_DIR
- if test "x$HELM_LIB_DIR" = "x"; then
- HELM_LIB_DIR=$DEFAULT_HELM_LIB_DIR
- fi
- echo
- echo "Please, insert the directory where I can find the stylesheets for HELM..."
- echo
- echo -n "[[$DEFAULT_HELM_STYLE_DIR]] ? "
- read HELM_STYLE_DIR
- if test "x$HELM_STYLE_DIR" = "x"; then
- HELM_STYLE_DIR=$DEFAULT_HELM_STYLE_DIR
- fi
-elif test $USE_DEFAULTS = yes; then
- HELM_LIB_DIR=$DEFAULT_HELM_LIB_DIR
- HELM_STYLE_DIR=$DEFAULT_HELM_STYLE_DIR
-fi
-
-AC_MSG_CHECKING(for the $HELM_LIB_DIR)
-if test -d $HELM_LIB_DIR; then
- AC_MSG_RESULT(ok)
-else
- AC_MSG_RESULT(no)
- AC_MSG_ERROR(please check your installation)
-fi
-
-AC_MSG_CHECKING(for $HELM_STYLE_DIR)
-if test -d $HELM_STYLE_DIR; then
- AC_MSG_RESULT(ok)
-else
- AC_MSG_RESULT(no)
- AC_MSG_ERROR(please check your installation)
-fi
-
-AC_SUBST(PACKAGE)
-AC_SUBST(VERSION)
-AC_SUBST(BIN_DIR)
-AC_SUBST(HELM_LIB_DIR)
-AC_SUBST(HELM_STYLE_DIR)
-
-AC_OUTPUT([
- Makefile
- start-xaland
- helm_xsltd.spec
-], chmod +x start-xaland)
+++ /dev/null
-Summary: The UDP-based XSLTD daemon for project HELM.
-Name: @PACKAGE@
-Version: @VERSION@
-Release: 1
-Copyright: GPL
-URL: http://www.cs.unibo.it/helm
-Packager: Claudio Sacerdoti Coen <sacerdot@cs.unibo.it>
-Requires: helm_configuration = 0.0.1, helm_data = 0.0.1, helm_http_getter = 0.0.1
-Group: Applications/Publishing
-Source: www.cs.unibo.it:/helm/@PACKAGE@-@VERSION@-1.tar.gz
-%description
-HELM (Hypertextual Electronic Library of Mathematics) is a project aimed
-at the creation of tools for the development and exploitation of a huge
-distributed library of formal mathematical knowledge. This package holds
-an UDP-based XSLT daemon.
-For more information see http://www.cs.unibo.it/helm
-
-%prep
-%setup
-
-%build
-cp config.cache.pkg config.cache
-./configure
-make
-
-%install
-make install
-
-%files
-%doc AUTHORS COPYING ChangeLog NEWS README
-/usr/local/lib/helm/xaland.class
-%attr(755,root,root) /usr/local/bin/start-xaland
+++ /dev/null
-#!/bin/bash
-
-# Copyright (C) 2000, HELM Team.
-#
-# This file is part of HELM, an Hypertextual, Electronic
-# Library of Mathematics, developed at the Computer Science
-# Department, University of Bologna, Italy.
-#
-# HELM is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License
-# as published by the Free Software Foundation; either version 2
-# of the License, or (at your option) any later version.
-#
-# HELM is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with HELM; if not, write to the Free Software
-# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-#
-# For details, see the HELM World-Wide-Web page,
-# http://cs.unibo.it/helm/.
-
-##########################################################################
-# BEGIN OF THE PART TO CONFIGURE BEFORE USING THE SCRIPT #
-##########################################################################
-
-# In the next line you have to set the path to the jdk1.3
-export PATH=/opt/java/jdk1.3/bin/:$PATH
-
-# In the next line you have to give the classpath to the 1.1 version of
-# xalan.jar
-export CLASSPATH1=/projects/helm/shared/libraries/java/xalan_1_1/xalan.jar
-
-# In the next line you have to give the classpath to the 1.1 version of
-# xerces.jar
-export CLASSPATH2=/projects/helm/shared/libraries/java/xalan_1_1/xerces.jar
-
-##########################################################################
-# END OF THE PART TO CONFIGURE #
-##########################################################################
-
-export CLASSPATH=$CLASSPATH1:$CLASSPATH2:$CLASSPATH:.
-export CLASS_DIR=@HELM_LIB_DIR@
-export HELM_STYLE_DIR=@HELM_STYLE_DIR@
-
-cd $CLASS_DIR &&
-java -ss1024K -oss8192K \
- xaland 12345 12346 \
- $HELM_STYLE_DIR/rootcontent.xsl \
- $HELM_STYLE_DIR/annotatedpres.xsl \
- $HELM_STYLE_DIR/theory_content.xsl \
- $HELM_STYLE_DIR/theory_pres.xsl
+++ /dev/null
-// Base header file. Must be first.
-#include <Include/PlatformDefinitions.hpp>
-
-#include <iostream>
-#include <fstream>
-
-#include <util/PlatformUtils.hpp>
-
-#include <PlatformSupport/DOMStringHelper.hpp>
-
-#include <DOMSupport/DOMSupportDefault.hpp>
-
-#include <XPath/XObjectFactoryDefault.hpp>
-#include <XPath/XPathSupportDefault.hpp>
-#include <XPath/XPathFactoryDefault.hpp>
-
-#include <XSLT/StylesheetConstructionContextDefault.hpp>
-#include <XSLT/StylesheetExecutionContextDefault.hpp>
-#include <XSLT/XSLTEngineImpl.hpp>
-#include <XSLT/XSLTInit.hpp>
-#include <XSLT/XSLTInputSource.hpp>
-#include <XSLT/XSLTProcessorEnvSupportDefault.hpp>
-#include <XSLT/XSLTResultTarget.hpp>
-
-#include <XercesParserLiaison/XercesDOMSupport.hpp>
-#include <XercesParserLiaison/XercesParserLiaison.hpp>
-
-int main(int argc, const char* [])
-{
-#if !defined(XALAN_NO_NAMESPACES)
- using std::cerr;
- using std::endl;
- using std::ofstream;
-#endif
-
- if (argc != 1) {
- cerr << "Usage: SimpleTransform"
- << endl
- << endl;
- } else {
- try {
- // Call the static initializer for Xerces...
- XMLPlatformUtils::Initialize();
-
- {
- // Initialize the Xalan XSLT subsystem...
- XSLTInit theInit;
-
- // Create the support objects that are necessary for
- // running the processor...
- XercesDOMSupport theDOMSupport;
- XercesParserLiaison theParserLiaison(theDOMSupport);
- XPathSupportDefault theXPathSupport(theDOMSupport);
- XSLTProcessorEnvSupportDefault theXSLTProcessorEnvSupport;
- XObjectFactoryDefault theXObjectFactory;
- XPathFactoryDefault theXPathFactory;
-
- // Create a processor...
- XSLTEngineImpl theProcessor(
- theParserLiaison,
- theXPathSupport,
- theXSLTProcessorEnvSupport,
- theDOMSupport,
- theXObjectFactory,
- theXPathFactory);
-
- // Connect the processor to the support object...
- theXSLTProcessorEnvSupport.setProcessor(&theProcessor);
-
- // Create a stylesheet construction context, and a stylesheet
- // execution context...
- StylesheetConstructionContextDefault theConstructionContext(
- theProcessor,
- theXSLTProcessorEnvSupport,
- theXPathFactory);
-
- StylesheetExecutionContextDefault theExecutionContext(
- theProcessor,
- theXSLTProcessorEnvSupport,
- theXPathSupport,
- theXObjectFactory);
-
- // Our input files...The assumption is that the executable will be
- // run from same directory as the input files.
- const XalanDOMString theXMLFileName("foo.xml");
- const XalanDOMString theXSLFileName("foo.xsl");
-
- // Our input sources...
- XSLTInputSource theInputSource(c_wstr(theXMLFileName));
- XSLTInputSource theStylesheetSource(c_wstr(theXSLFileName));
-
- // Our output target...
- const XalanDOMString theOutputFileName("foo.out");
- XSLTResultTarget theResultTarget(theOutputFileName);
-
- theProcessor.process(
- theInputSource,
- theStylesheetSource,
- theResultTarget,
- theConstructionContext,
- theExecutionContext);
-
- }
-
- // Call the static terminator for Xerces...
- XMLPlatformUtils::Terminate();
- }
- catch(...) {
- cerr << "Exception caught!!!"
- << endl
- << endl;
- }
- }
-
- return 0;
-}
-
-/**************************************************/
-/*
-
-public class xaland {
- public static void Transform(StylesheetRoot style, String xmlSourceURL, String OutputURL) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- XSLTInputSource xmlSource = new XSLTInputSource (xmlSourceURL);
- XSLTResultTarget xmlResult = new XSLTResultTarget (OutputURL);
- style.process(xmlSource, xmlResult);
- }
-
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- XSLTProcessor theory_processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot theory_style1 =
- theory_processor.processStylesheet(theory_xsl1);
- theory_processor.reset();
- StylesheetRoot theory_style2 =
- theory_processor.processStylesheet(theory_xsl2);
- theory_processor.setStylesheet(theory_style2);
-
- XSLTProcessor processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot style1 = processor.processStylesheet(xsl1);
- processor.reset();
- StylesheetRoot style2 = processor.processStylesheet(xsl2);
- processor.setStylesheet(style2);
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! * /
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
- processor.setDocumentHandler(style2.getSAXSerializer(fout));
- XSLTResultTarget content = new XSLTResultTarget(processor);
- style1.process(new XSLTInputSource(input), content);
- } else if (mode.equals("theory")) {
- theory_processor.setDocumentHandler(
- theory_style2.getSAXSerializer(fout));
- XSLTResultTarget content =
- new XSLTResultTarget(theory_processor);
- theory_style1.process(new XSLTInputSource(input), content);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
-
-*/
+++ /dev/null
-// Copyright (C) 2000, HELM Team.
-//
-// This file is part of HELM, an Hypertextual, Electronic
-// Library of Mathematics, developed at the Computer Science
-// Department, University of Bologna, Italy.
-//
-// HELM is free software; you can redistribute it and/or
-// modify it under the terms of the GNU General Public License
-// as published by the Free Software Foundation; either version 2
-// of the License, or (at your option) any later version.
-//
-// HELM is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU General Public License for more details.
-//
-// You should have received a copy of the GNU General Public License
-// along with HELM; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-//
-// For details, see the HELM World-Wide-Web page,
-// http://cs.unibo.it/helm/.
-
-import org.apache.xalan.xslt.*;
-import org.w3c.dom.Document;
-import java.net.*;
-import java.io.*;
-
-public class xaland_DOM {
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- XSLTProcessor theory_processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot theory_style1 =
- theory_processor.processStylesheet(theory_xsl1);
- theory_processor.reset();
- StylesheetRoot theory_style2 =
- theory_processor.processStylesheet(theory_xsl2);
- theory_processor.setStylesheet(theory_style2);
-
- XSLTProcessor processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot style1 = processor.processStylesheet(xsl1);
- processor.reset();
- StylesheetRoot style2 = processor.processStylesheet(xsl2);
- processor.setStylesheet(style2);
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
-Document content_doc = new org.apache.xerces.dom.DocumentImpl();
-XSLTResultTarget content = new XSLTResultTarget(content_doc);
-/*
- processor.setDocumentHandler(style2.getSAXSerializer(fout));
- XSLTResultTarget content = new XSLTResultTarget(processor);
-*/
-System.out.print("Prima...\n");
- style1.process(new XSLTInputSource(input), content);
-System.out.print("Durante...\n");
- style2.process(new XSLTInputSource(content_doc),new XSLTResultTarget(fout));
-System.out.print("Dopo...\n");
- } else if (mode.equals("theory")) {
- theory_processor.setDocumentHandler(
- theory_style2.getSAXSerializer(fout));
- XSLTResultTarget content =
- new XSLTResultTarget(theory_processor);
- theory_style1.process(new XSLTInputSource(input), content);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
+++ /dev/null
-// Copyright (C) 2000, HELM Team.
-//
-// This file is part of HELM, an Hypertextual, Electronic
-// Library of Mathematics, developed at the Computer Science
-// Department, University of Bologna, Italy.
-//
-// HELM is free software; you can redistribute it and/or
-// modify it under the terms of the GNU General Public License
-// as published by the Free Software Foundation; either version 2
-// of the License, or (at your option) any later version.
-//
-// HELM is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU General Public License for more details.
-//
-// You should have received a copy of the GNU General Public License
-// along with HELM; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-//
-// For details, see the HELM World-Wide-Web page,
-// http://cs.unibo.it/helm/.
-
-import java.net.*;
-
-public class rompi {
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException
- {
- /* Wait forever ;-) */
- DatagramSocket socket2 = new DatagramSocket(12346);
- DatagramPacket packet2 = new DatagramPacket(new byte[1],1);
- System.out.println("Ho preso il socket e non lo lascio piu', caro pu, caro pu");
- socket2.receive(packet2);
- }
-}
+++ /dev/null
-// Copyright (C) 2000, HELM Team.
-//
-// This file is part of HELM, an Hypertextual, Electronic
-// Library of Mathematics, developed at the Computer Science
-// Department, University of Bologna, Italy.
-//
-// HELM is free software; you can redistribute it and/or
-// modify it under the terms of the GNU General Public License
-// as published by the Free Software Foundation; either version 2
-// of the License, or (at your option) any later version.
-//
-// HELM is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU General Public License for more details.
-//
-// You should have received a copy of the GNU General Public License
-// along with HELM; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-//
-// For details, see the HELM World-Wide-Web page,
-// http://cs.unibo.it/helm/.
-
-import java.net.*;
-
-public class sped {
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException
- {
- String input = argv[0];
- String out1 = argv[1];
- String out2 = argv[2];
-
- String sent = input + " " + out1 + " " + out2;
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket = new DatagramSocket();
-
- int strlen = sent.length();
- byte buf[] = new byte[strlen];
- sent.getBytes(0,strlen,buf,0);
- DatagramPacket packet = new DatagramPacket(buf,strlen,address,12345);
-
- socket.send(packet);
-
-
- /* Wait for answer (or forever ;-) */
- DatagramSocket socket2 = new DatagramSocket(12346);
- DatagramPacket packet2 = new DatagramPacket(new byte[1],1);
- socket2.receive(packet2);
- }
-}
+++ /dev/null
-// Copyright (C) 2000, HELM Team.
-//
-// This file is part of HELM, an Hypertextual, Electronic
-// Library of Mathematics, developed at the Computer Science
-// Department, University of Bologna, Italy.
-//
-// HELM is free software; you can redistribute it and/or
-// modify it under the terms of the GNU General Public License
-// as published by the Free Software Foundation; either version 2
-// of the License, or (at your option) any later version.
-//
-// HELM is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU General Public License for more details.
-//
-// You should have received a copy of the GNU General Public License
-// along with HELM; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-//
-// For details, see the HELM World-Wide-Web page,
-// http://cs.unibo.it/helm/.
-
-import org.apache.xalan.xslt.*;
-import java.net.*;
-import java.io.*;
-
-public class xaland {
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- XSLTProcessor theory_processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot theory_style1 =
- theory_processor.processStylesheet(theory_xsl1);
- theory_processor.reset();
- StylesheetRoot theory_style2 =
- theory_processor.processStylesheet(theory_xsl2);
- theory_processor.setStylesheet(theory_style2);
-
- XSLTProcessor processor =
- XSLTProcessorFactory.getProcessor(new org.apache.xalan.xpath.xdom.XercesLiaison());
- StylesheetRoot style1 = processor.processStylesheet(xsl1);
- processor.reset();
- StylesheetRoot style2 = processor.processStylesheet(xsl2);
- processor.setStylesheet(style2);
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
- processor.setDocumentHandler(style2.getSAXSerializer(fout));
- XSLTResultTarget content = new XSLTResultTarget(processor);
- style1.process(new XSLTInputSource(input), content);
- } else if (mode.equals("theory")) {
- theory_processor.setDocumentHandler(
- theory_style2.getSAXSerializer(fout));
- XSLTResultTarget content =
- new XSLTResultTarget(theory_processor);
- theory_style1.process(new XSLTInputSource(input), content);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
+++ /dev/null
-import org.apache.xalan.xslt.*;
-import java.net.*;
-import java.io.*;
-
-public class xaland {
- public static void Transform(StylesheetRoot style, String xmlSourceURL, String OutputURL) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- XSLTInputSource xmlSource = new XSLTInputSource (xmlSourceURL);
- XSLTResultTarget xmlResult = new XSLTResultTarget (OutputURL);
- style.process(xmlSource, xmlResult);
- }
-
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- XSLTProcessor theory_processor = XSLTProcessorFactory.getProcessor();
- StylesheetRoot theory_style1 =
- theory_processor.processStylesheet(theory_xsl1);
- StylesheetRoot theory_style2 =
- theory_processor.processStylesheet(theory_xsl2);
- theory_processor.setStylesheet(theory_style2);
-
- XSLTProcessor processor = XSLTProcessorFactory.getProcessor();
- StylesheetRoot style1 = processor.processStylesheet(xsl1);
- StylesheetRoot style2 = processor.processStylesheet(xsl2);
- processor.setStylesheet(style2);
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
- processor.setDocumentHandler(style2.getSAXSerializer(fout));
- XSLTResultTarget content = new XSLTResultTarget(processor);
- style1.process(new XSLTInputSource(input), content);
- } else if (mode.equals("theory")) {
- theory_processor.setDocumentHandler(
- theory_style2.getSAXSerializer(fout));
- XSLTResultTarget content =
- new XSLTResultTarget(theory_processor);
- theory_style1.process(new XSLTInputSource(input), content);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
+++ /dev/null
-import org.apache.xalan.xslt.*;
-import java.net.*;
-import java.io.*;
-
-public class xaland {
- public static void Transform(StylesheetRoot style, String xmlSourceURL, String OutputURL) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- XSLTInputSource xmlSource = new XSLTInputSource (xmlSourceURL);
- XSLTResultTarget xmlResult = new XSLTResultTarget (OutputURL);
- style.process(xmlSource, xmlResult);
- }
-
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- XSLTProcessor theory_processor = XSLTProcessorFactory.getProcessor();
- StylesheetRoot theory_style1 =
- theory_processor.processStylesheet(theory_xsl1);
- theory_processor.reset();
- StylesheetRoot theory_style2 =
- theory_processor.processStylesheet(theory_xsl2);
- theory_processor.setStylesheet(theory_style2);
-
- XSLTProcessor processor = XSLTProcessorFactory.getProcessor();
- StylesheetRoot style1 = processor.processStylesheet(xsl1);
- processor.reset();
- StylesheetRoot style2 = processor.processStylesheet(xsl2);
- processor.setStylesheet(style2);
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
- processor.setDocumentHandler(style2.getSAXSerializer(fout));
- XSLTResultTarget content = new XSLTResultTarget(processor);
- style1.process(new XSLTInputSource(input), content);
- } else if (mode.equals("theory")) {
- theory_processor.setDocumentHandler(
- theory_style2.getSAXSerializer(fout));
- XSLTResultTarget content =
- new XSLTResultTarget(theory_processor);
- theory_style1.process(new XSLTInputSource(input), content);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
+++ /dev/null
-// Copyright (C) 2000, HELM Team.
-//
-// This file is part of HELM, an Hypertextual, Electronic
-// Library of Mathematics, developed at the Computer Science
-// Department, University of Bologna, Italy.
-//
-// HELM is free software; you can redistribute it and/or
-// modify it under the terms of the GNU General Public License
-// as published by the Free Software Foundation; either version 2
-// of the License, or (at your option) any later version.
-//
-// HELM is distributed in the hope that it will be useful,
-// but WITHOUT ANY WARRANTY; without even the implied warranty of
-// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
-// GNU General Public License for more details.
-//
-// You should have received a copy of the GNU General Public License
-// along with HELM; if not, write to the Free Software
-// Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
-//
-// For details, see the HELM World-Wide-Web page,
-// http://cs.unibo.it/helm/.
-
-import java.net.*;
-import java.io.*;
-
-// Imported TraX classes
-import org.apache.trax.Processor;
-import org.apache.trax.Templates;
-import org.apache.trax.Transformer;
-import org.apache.trax.Result;
-import org.apache.trax.ProcessorException;
-import org.apache.trax.ProcessorFactoryException;
-import org.apache.trax.TransformException;
-
-// Imported SAX classes
-import org.xml.sax.InputSource;
-import org.xml.sax.SAXException;
-import org.xml.sax.Parser;
-import org.xml.sax.helpers.ParserAdapter;
-import org.xml.sax.helpers.XMLReaderFactory;
-import org.xml.sax.XMLReader;
-import org.xml.sax.ContentHandler;
-import org.xml.sax.ext.LexicalHandler;
-
-// Imported DOM classes
-import org.w3c.dom.Node;
-
-// Imported Serializer classes
-import org.apache.serialize.OutputFormat;
-import org.apache.serialize.Serializer;
-import org.apache.serialize.SerializerFactory;
-
-// Imported JAVA API for XML Parsing 1.0 classes
-import javax.xml.parsers.DocumentBuilder;
-import javax.xml.parsers.DocumentBuilderFactory;
-import javax.xml.parsers.ParserConfigurationException;
-
-
-public class xaland2 {
- public static void main(String argv[]) throws IOException, MalformedURLException, SAXException, ParserConfigurationException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- String xsl1 = argv[2];
- String xsl2 = argv[3];
- String theory_xsl1 = argv[4];
- String theory_xsl2 = argv[5];
-
- Processor theory_processor = Processor.newInstance("xslt");
- Templates theory_style1 = theory_processor.process(new InputSource(theory_xsl1));
- Transformer theory_transformer1 = theory_style1.newTransformer();
-
- Templates theory_style2 = theory_processor.process(new InputSource(theory_xsl2));
- Transformer theory_transformer2 = theory_style2.newTransformer();
-
-
- Processor processor = Processor.newInstance("xslt");
- Templates style1 = processor.process(new InputSource(xsl1));
- Transformer transformer1 = style1.newTransformer();
-
- Templates style2 = processor.process(new InputSource(xsl2));
- Transformer transformer2 = style2.newTransformer();
-
-
- DatagramSocket socket = new DatagramSocket(port);
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: " + mode + " ");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if ((new File(output)).exists()) {
- System.out.println("Using cached version\n");
- } else {
- FileOutputStream fout = new FileOutputStream(output);
- if (mode.equals("cic")) {
- XMLReader reader = XMLReaderFactory.createXMLReader();
- ContentHandler chandler = transformer1.getInputContentHandler();
- reader.setContentHandler(chandler);
- if (chandler instanceof LexicalHandler)
- reader.setProperty("http://xml.org/sax/properties/lexical-handler", chandler);
- else
- reader.setProperty("http://xml.org/sax/properties/lexical-handler", null);
-
- transformer1.setContentHandler(transformer2.getInputContentHandler());
- Serializer serializer = SerializerFactory.getSerializer("xml");
- serializer.setOutputStream(fout);
- transformer2.setContentHandler(serializer.asContentHandler());
-
- reader.parse(input);
- } else if (mode.equals("theory")) {
- XMLReader reader = XMLReaderFactory.createXMLReader();
- ContentHandler chandler = theory_transformer1.getInputContentHandler();
- reader.setContentHandler(chandler);
- if (chandler instanceof LexicalHandler)
- reader.setProperty("http://xml.org/sax/properties/lexical-handler", chandler);
- else
- reader.setProperty("http://xml.org/sax/properties/lexical-handler", null);
-
- theory_transformer1.setContentHandler(theory_transformer2.getInputContentHandler());
- Serializer serializer = SerializerFactory.getSerializer("xml");
- serializer.setOutputStream(fout);
- theory_transformer2.setContentHandler(serializer.asContentHandler());
-
- reader.parse(input);
- }
- }
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
+++ /dev/null
-//import org.apache.xalan.xslt.*;
-import java.net.*;
-import java.io.*;
-
-public class xaland_uwobo {
- static DatagramSocket uwobo_socket;
- static int portuwobo;
-
- public static void send_to_uwobo(String cmd)
- throws java.io.IOException
- {
- /*CSC: UDP based, but not fault-tolerant */
- byte[] cmdBytes = cmd.getBytes();
- DatagramPacket packet =
- new DatagramPacket(cmdBytes, cmdBytes.length,
- InetAddress.getLocalHost(), portuwobo);
- uwobo_socket.send(packet);
- DatagramPacket rcv = new DatagramPacket(new byte[0], 0);
- uwobo_socket.receive(rcv);
- }
-
- public static void main(String argv[]) throws java.io.IOException, java.net.MalformedURLException//, org.xml.sax.SAXException
- {
- int port = Integer.parseInt(argv[0]);
- int port2 = Integer.parseInt(argv[1]);
- portuwobo = Integer.parseInt(argv[2]);
- String xsl1 = argv[3];
- String xsl2 = argv[4];
- String theory_xsl1 = argv[5];
- String theory_xsl2 = argv[6];
-
- DatagramSocket socket = new DatagramSocket(port);
- uwobo_socket = new DatagramSocket();
-
- /* Initialize uwobo */
- send_to_uwobo("add " + xsl1 + " ciccontent");
- send_to_uwobo("add " + xsl2 + " cicpres");
- send_to_uwobo("add " + theory_xsl1 + " theorycontent");
- send_to_uwobo("add " + theory_xsl2 + " theorypres");
-
-
- System.out.println("Demon activated on input port " + port +
- " and output port " + port2);
- while(true) {
- System.out.print("Ready...");
-
- /* Warning: the packet must be a fresh one! */
- DatagramPacket packet = new DatagramPacket(new byte[1024],1024);
- socket.receive(packet);
- byte data[] = packet.getData();
- int datalen = packet.getLength();
- String received = new String(data,0,datalen);
-
- int first = received.indexOf(' ');
- int last = received.lastIndexOf(' ');
- String mode = received.substring(0,first-1);
- String input = received.substring(first+1,last);
- String output = received.substring(last+1);
-
- System.out.println("request received! Parameters are");
- System.out.println("Mode: \"" + mode + "\"");
- System.out.println("Input file: \"" + input + "\"");
- System.out.println("Output file: \"" + output + "\"\n");
-
- if (mode == "cic")
- send_to_uwobo("apply " + input + " " + output + " ciccontent cicpres");
- else
- send_to_uwobo("apply " + input + " " + output + " theorycontent theorypres");
-
- InetAddress address = InetAddress.getLocalHost();
- DatagramSocket socket2 = new DatagramSocket();
-
- byte buf[] = new byte[0];
- DatagramPacket packet2 = new DatagramPacket(buf,0,address,port2);
-
- socket2.send(packet2);
- }
- }
-}
projects / helm.git / commitdiff
